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</div><h2>SL Paper 3</h2><div class="specification">
<p>An optic fibre of length 185 km has an attenuation of 0.200 dB km<sup>–1</sup>. The input power to the cable is 400.0 μW. The output power from the cable must not fall below 2.0 μW.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>An optic fibre of refractive index 1.4475 is surrounded by air. The critical angle for the core – air boundary interface is 44°. Suggest, with a calculation, why the use of cladding with refractive index 1.4444 improves the performance of the optic fibre.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the maximum attenuation allowed for the signal.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>An amplifier can increase the power of the signal by 12 dB. Determine the minimum number of amplifiers required.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The graph shows the variation with wavelength of the refractive index of the glass from which the optic fibre is made.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_09.07.29.png" alt="M18/4/PHYSI/SP3/ENG/TZ2/10.b.ii"></p>
<p>Two light rays enter the fibre at the same instant along the axes. Ray A has a wavelength of <em>λ</em><sub>A</sub> and ray B has a wavelength of <em>λ</em><sub>B</sub>. Discuss the effect that the difference in wavelength has on the rays as they pass along the fibre.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>In many places clad optic fibres are replacing copper cables. State <strong>one </strong>example of how fibre optic technology has impacted society.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>sin <em>c</em> = \(\frac{{1.4444}}{{1.4475}}\) <strong><em>or</em></strong> sin <em>c</em> = 0.9978</p>
<p>critical angle = 86.2<strong>«</strong><span class="Apple-converted-space">°</span><strong>»</strong></p>
<p>with cladding only rays travelling nearly parallel to fibre axis are transmitted</p>
<p><strong><em>OR</em></strong></p>
<p>pulse broadening/dispersion will be reduced</p>
<p> </p>
<p><em>OWTTE</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>attenuation = <strong>«</strong><span class="Apple-converted-space">10 log\(\frac{I}{{{I_0}}}\)</span><strong>»</strong> = 10 log\(\frac{{2.0 \times {{10}^{ - 6}}}}{{400 \times {{10}^{ - 6}}}}\)</p>
<p>attenuation = <strong>«</strong>–<strong>»</strong>23<strong> «</strong>dB<strong>»</strong></p>
<p> </p>
<p><em>Accept 10 log</em>\(\frac{{400}}{{2.0}}\)<em> for first marking point</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>185 × 0.200 = 37 loss over length of cable</p>
<p><strong>«</strong><span class="Apple-converted-space">\(\frac{{37 - 23}}{{12}}\) = 1.17</span><strong>»</strong> so two amplifiers are sufficient</p>
<p> </p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>mention of material dispersion</p>
<p>mention that rays become separated in time</p>
<p><strong><em>OR</em></strong></p>
<p>mention that ray A travels slower/arrives later than ray B</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>high bandwidth/data transfer rates</p>
<p>low distortion/Low noise/Faithful reproduction</p>
<p>high security</p>
<p>fast <strong>«</strong>fibre<strong>» </strong>broadband/internet</p>
<p>high quality optical audio</p>
<p>medical endoscopy</p>
<p> </p>
<p><em>Allow any other verifiable sensible advantage</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Communication signals are transmitted through optic fibres using infrared radiation.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> advantages of optic fibres over coaxial cables for these transmissions.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest why infrared radiation rather than visible light is used in these transmissions.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A signal with an input power of 15 mW is transmitted along an optic fibre which has an attenuation per unit length of 0.30 dB\(\,\)km<sup>–1</sup>. The power at the receiver is 2.4 mW.</p>
<p>Calculate the length of the fibre.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State and explain why it is an advantage for the core of an optic fibre to be extremely thin.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>longer distance without amplification</p>
<p>signal cannot easily be interfered with</p>
<p>less noise</p>
<p>no cross talk</p>
<p>higher data transfer rate</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>infrared radiation suffers lower attenuation</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>loss = \(10\log \frac{{2.4}}{{15}}\) «= −7.959 dB»</p>
<p>length = «\(\frac{{7.959}}{{0.30}} = \)» 26.53 ≈ 27 «km»</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a thin core means that rays follow essentially the same path / OWTTE</p>
<p>and so waveguide (modal) dispersion is minimal / OWTTE</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>A ray of light travelling in an optic fibre undergoes total internal reflection at point P.</p>
<p style="text-align: center;"><img src="images/Schermafbeelding_2018-08-11_om_06.49.40.png" alt="M18/4/PHYSI/SP3/ENG/TZ1/09"></p>
<p>The refractive index of the core is 1.56 and that of the cladding 1.34.</p>
</div>
<div class="specification">
<p>The input signal in the fibre has a power of 15.0 mW and the attenuation per unit length is 1.24 dB km<sup>–1</sup>.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the critical angle at the core−cladding boundary.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The use of optical fibres has led to a revolution in communications across the globe. Outline <strong>two </strong>advantages of optical fibres over electrical conductors for the purpose of data transfer.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw on the axes an output signal to illustrate the effect of waveguide dispersion.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the power of the output signal after the signal has travelled a distance of 3.40 km in the fibre.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the use of a graded-index fibre will improve the performance of this fibre optic system.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.iii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><strong>«</strong>sin <em>c</em> = \(\frac{{1.34}}{{1.56}}\)<strong>»</strong></p>
<p><em>c</em> = 59.2<strong>«</strong>°<strong>»</strong> </p>
<p> </p>
<p><em>Accept values in the range: 59.0 to 59.5.</em></p>
<p><em>Accept answer 1.0 rad.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>optic fibres are not susceptible to earthing problems</p>
<p>optic fibres are very thin and so do not require the physical space of electrical cables</p>
<p>optic fibres offer greater security as the lines cannot be tapped</p>
<p>optic fibres are not affected by external electric/magnetic fields/interference</p>
<p>optic fibres have lower attenuation than electrical conductors/require less energy</p>
<p>the bandwidth of an optic fibre is large and so it can carry many communications at once/in a shorter time interval/faster data transfer</p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a signal that is wider and lower, not necessarily rectangular, but not a larger area</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>attenuation = –1.24 × 3.4 <strong>«</strong>= –4.216 dB<strong>»</strong></p>
<p>–4.216 = 10 log\(\frac{I}{{15}}\)</p>
<p><em>I</em> = 5.68 <strong>«</strong>mW<strong>»</strong></p>
<p> </p>
<p><em>Need negative attenuation for MP1, may be shown in MP2.</em></p>
<p><em>For mp3 answer must be less than 15 mW (even with ECF) to earn mark.</em></p>
<p><em>Allow </em><strong><em>[3] </em></strong><em>for BCA.</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>refractive index near the edge of the core is less than at the centre</p>
<p>speed of rays which are reflected from the cladding are greater than the speed of rays which travel along the centre of the core</p>
<p>the time difference for the rays that reflect from the cladding layer compared to those that travel along the centre of the core is less</p>
<p><strong><em>OR</em></strong></p>
<p>the signal will remain more compact/be less spread out/dispersion is lower</p>
<p>bit rate of the system may be greater</p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">c.iii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.iii.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about optical fibres.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State what is meant by material dispersion.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>The signal shown below is fed into a monomode optical fibre.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-10_om_18.40.41.png" alt="N10/4/PHYSI/SP3/ENG/TZ0/F2.c"></p>
<p class="p1">On the diagram above, show the effects of material dispersion on the input signal by drawing the shape of the signal after it has travelled a long distance in the optical fibre.</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>State and explain how the effects on the signal drawn in (c)(i) may be reduced.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The data in (d) are confidential and must be protected. Without taking financial costs into account, outline whether a direct optical fibre connection <strong>or </strong>a transmission through a geosynchronous satellite would be more suitable for the transfer of these data.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">speed of propagation depends on frequency/wavelength;</p>
<p class="p1">(and so after some time) different frequencies cover different distances;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">(i) pulse with longer duration and shorter height shown;</p>
<p class="p1"><em>Ignore shape of pulse.</em></p>
<p class="p1">(ii) dispersion is caused by a range of signal frequencies/wavelengths;</p>
<p class="p1">so reduce range of frequencies/wavelengths / use monochromatic signal;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">an optical fibre might be preferable because the data are transmitted along a protected line;</p>
<p class="p1">in a satellite transmission the data can be intercepted by anyone;</p>
<p class="p1"><strong><em>or</em></strong></p>
<p class="p1">a satellite is preferable provided that it has an encryption system/encoded signal;</p>
<p class="p1">wider coverage than cable / any other sensible suggestion;</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">Material dispersion was often confused with modal dispersion.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">In part (a) material dispersion was often confused with modal dispersion and this confusion carried through to answers to part (b) and c(ii).</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">The confidential transfer of data, was usually answered well.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>Two converging lenses placed a distance 90 cm apart are used as a simple astronomical refracting telescope at normal adjustment. The angular magnification of this arrangement is 17.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Determine the focal length of each lens.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The telescope is used to form an image of the Moon. The angle subtended by the image of the Moon at the eyepiece is 0.16 rad. The distance to the Moon is 3.8 x 10<sup>8</sup> m. Estimate the diameter of the Moon.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> advantages of the use of satellite-borne telescopes compared to Earth-based telescopes.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>states <em>f</em><sub>o</sub> + <em>f</em><sub>e</sub> = 90 <em><strong>AND</strong> </em>\(\frac{{{f_{\text{o}}}}}{{{f_{\text{e}}}}} = 17\)</p>
<p>solves to give <em>f</em><sub>o</sub> = 85 <em><strong>AND</strong> f</em><sub>e</sub> = 5 «cm»</p>
<p> </p>
<p><em>Both needed.</em></p>
<p><em>Both needed.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>angle subtended by Moon is \(\frac{{0.16}}{{17}} = 0.0094\) «rad»</p>
<p>\(0.0094 = \frac{D}{{3.8 \times {{10}^8}}}\)</p>
<p><em>D</em> = 3.6 x 10<sup>6 </sup>«m»</p>
<p> </p>
<p><em>Allow ECF from MP1.</em></p>
<p><em>Allow <strong>[2]</strong> for an answer of 6.1 x 10<sup>7</sup> «m» if the factor of 17 is missing in MP1.</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>operation day and night</p>
<p>operation at all wavelengths/no atmospheric absorption</p>
<p>operation without atmospheric turbulence/light pollution</p>
<p> </p>
<p><em>Accept any other sensible advantages.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about lasers and diffraction gratings.</p>
</div>
<div class="question">
<p>(i) Describe the pattern produced on a screen by a red laser beam incident on a diffraction grating.</p>
<p>(ii) Laser light of wavelength 632 nm is incident on a diffraction grating having 600 lines per mm. Determine the angular separation between the first and second order maxima.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>(i) equally spaced;<br>(red) spots/maxima/bright fringes;<br>and wide minima/dark fringes;</p>
<p>(ii) use of diffraction grating equation;<br>correct use of number of lines per mm or calculation of grating spacing;<br>one angle correctly calculated (angles are 22.3° and 49.3°);<br>27°;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>This question is about a converging lens.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>angular magnification.</em></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A thin converging lens of focal length 4.5 cm is to be used as a magnifying glass. The observer places the lens close to her eye. The least distance of distinct vision is 24 cm.</p>
<p>(i) Show that the distance of the object from the lens is 3.8 cm.</p>
<p>(ii) Determine the angular magnification produced by the lens.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why, for high magnifications, a combination of lenses is used rather than a single lens.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>ratio of angle subtended by image and angle subtended by object;<br>angles measured at eye;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) \(\frac{1}{u} - \frac{1}{{24}} = \frac{1}{{4.5}}\);<br>distance=3.8 cm</p>
<p>(ii) angular magnification \( = \frac{{{h_{\rm{I}}}}}{D} \div \frac{{{h_{\rm{O}}}}}{D}\);<br>= linear magnification;<br>\( = \frac{v}{u}\);<br>\( = \frac{{24}}{{3.8}}\)<br>=6.3;<br><em>Award <strong>[2 max]</strong> for use of linear magnification alone.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>less spherical/chromatic aberration (than single lens);<br>greater aperture can be used/greater light-collecting ability (than single lens);</p>
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[N/A]
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[N/A]
<div class="question_part_label">b.</div>
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[N/A]
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<p>This question is about properties of electromagnetic waves.</p>
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<p>State <strong>two</strong> properties that are common to all electromagnetic waves.</p>
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<p>A single lens is used to form a magnified real image of an object. Explain, with reference to the dispersion of light, why the image has coloured edges.</p>
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<p>transverse;<br>can be polarized;<br>all have same speed in a vacuum;</p>
<div class="question_part_label">a.</div>
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<p>each colour/wavelength has different refractive index;<br>different focal lengths/amount of diffraction for each wavelength/colour;<br>so all coloured images do not overlap completely/not at same place;</p>
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[N/A]
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[N/A]
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<p>This question is about optic fibre transmission.</p>
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<p>Explain, with reference to the critical angle, what is meant by total internal reflection</p>
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<p>In an optic fibre the refractive index of the core is 1.62. The refractive index for the cladding is 1.50. Determine the critical angle for the boundary between the core and the cladding.</p>
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<p>State <strong>one</strong> effect of dispersion on a pulse that has travelled along an optic fibre.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">for a ray attempting to move from a high to a low refractive index medium;<br> the phenomena in which the angle of incidence is greater than the critical angle; </span></p>
<p><span style="font-size: 11.000000pt; font-family: 'Arial';">(critical angle is) the angle of incidence for which the angle of refraction is 90</span><span style="font-size: 7.000000pt; font-family: 'MTExtra'; vertical-align: 5.000000pt;">º </span><span style="font-size: 11.000000pt; font-family: 'Arial';">/ </span><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">OWTTE</span></em><span style="font-size: 11.000000pt; font-family: 'Arial';"><em>;</em><br> leading to a reflected but not to a refracted ray;<br> </span><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">Award </span><strong><span style="font-size: 11pt; font-family: 'Arial,BoldItalic';">[3 max] </span></strong></em><span style="font-size: 11.000000pt; font-family: 'Arial,Italic';"><em>for a clearly drawn annotated diagram.</em> </span></p>
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<div class="question_part_label">a.</div>
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<div class="column">\(\frac{{{\rm{sin}}{\theta _c}}}{{\sin 90^\circ }} = \left( {\frac{{{\rm{sin}}{\theta _c}}}{1} = } \right)\frac{{1.50}}{{1.62}}\);<br>\({\theta _c} = 67.8^\circ \);<br>
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<p><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">Award </span><strong><span style="font-size: 11pt; font-family: 'Arial,BoldItalic';">[2] </span></strong><span style="font-size: 11pt; font-family: 'Arial,Italic';">for a bald correct answer.</span></em></p>
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<div class="question_part_label">b.</div>
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">pulse width/duration increases / pulse amplitude decreases / colour separation; </span></p>
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<div class="question_part_label">c.</div>
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<p><span style="font-size: 10.000000pt; font-family: 'ArialMT';">Total internal reflection was not usually well explained. Far too many candidates gave disorganised accounts and were unsure which angle was the critical angle. </span></p>
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<div class="question_part_label">a.</div>
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<p><span style="font-size: 10.000000pt; font-family: 'ArialMT';">The value of critical angle was frequently wrong in part (b) as the wrong pair of refractive indices was used. </span></p>
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<div class="question_part_label">b.</div>
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<p><span style="font-size: 10.000000pt; font-family: 'ArialMT';">In (c) there was often confusion between attenuation and dispersion. </span></p>
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<div class="question_part_label">c.</div>
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<p>This question is about a magnifying glass.</p>
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<p>(i) Define the <em>angular magnification</em> of a magnifying glass.</p>
<p>(ii) Derive an equation for the angular magnification of a magnifying glass with the image at infinity.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
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<p>An object is positioned 8.00 cm from a magnifying glass of focal length 15.0 cm.</p>
<p>(i) Calculate the position of the image.</p>
<p>(ii) Calculate the linear magnification.</p>
<p>(iii) The image is upright and magnified. State a further property of the image.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p>(i) ratio of angle subtended by image at eye to angle subtended by object at the <span style="text-decoration: underline;">near point</span>;</p>
<p>(ii) \({\theta _o} = \frac{{{h_o}}}{{25}}\);<br>\({\theta _i} = \frac{{{h_o}}}{f}\);<br>\(M = \frac{{{\theta _i}}}{{{\theta _o}}} = \frac{{{h_o}}}{f} \times \frac{{25}}{{{h_o}}} = \frac{{25}}{f}\);<br><em>Award <strong>[3]</strong> for use of symbol (e.g. D) to represent distance to near point (25 cm).</em></p>
<p><em><strong>or</strong></em></p>
<p>realizes object is at <em>f</em>;<br>obtains at least 1 correct angle as either \(\frac{h}{{25}}\) or \(\frac{h}{{D}}\) or \(\frac{h}{{f}}\);</p>
<p><em><strong>shows that </strong></em>\(M = \frac{D}{f}\) or \(M = \frac{25}{f}\);<em><strong><br></strong></em></p>
<div class="question_part_label">a.</div>
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<p>(i) \(\left( {\frac{1}{f} = \frac{1}{v} + \frac{1}{u}} \right)\)<br>\(\frac{1}{{15}} = \frac{1}{v} + \frac{1}{8}\);<br>\(v = \left( - \right)17.1{\rm{cm}}\);</p>
<p>(ii) 2.14 or –2.14;</p>
<p>(iii) virtual;</p>
<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
<div class="question_part_label">a.</div>
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[N/A]
<div class="question_part_label">b.</div>
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<p class="p1">This question is about an astronomical telescope.</p>
<p class="p1">The diagram (not to scale) shows the arrangement of the two convex lenses in an astronomical telescope in normal adjustment.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-10_om_14.22.03.png" alt="N10/4/PHYSI/SP3/ENG/TZ0/G2"></p>
<p class="p1">The telescope is used to observe a distant star. One of the focal points of the eyepiece lens is labelled \({F_{\text{E}}}\).</p>
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<p class="p1">On the diagram above,</p>
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<p class="p1">(i) <span class="Apple-converted-space"> </span>label, with the symbol \({F_{\text{E}}}\), the position of the other focal point of the eyepiece lens.</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>label, with the symbol \({F_{\text{O}}}\), the position of the focal point of the objective lens that is in between the two lenses.</p>
<p class="p1">(iii) <span class="Apple-converted-space"> </span>construct rays to locate the final image of the star.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
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<p class="p1">In a particular astronomical telescope, the eyepiece lens has a power of 40 dioptres and the objective lens a power of 0.80 dioptres. Determine the angular magnification of the telescope in normal adjustment.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
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<p class="p1">In an astronomical telescope the objective is often made up from a diverging and a converging lens, whereas the aperture of the eyepiece is usually restricted such that only rays close to the principal axis are viewed. State the reasons for this.</p>
<p class="p1">Objective lens:</p>
<p class="p1">Eyepiece lens:</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
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<p><img src="images/Schermafbeelding_2016-11-10_om_18.52.47.png" alt="N10/4/PHYSI/SP3/ENG/TZ0/G2.a/M"></p>
<p class="p1">(i) <span class="Apple-converted-space"> </span>same distance to left of eyepiece as \({{\text{F}}_{\text{E}}}\) is to the right; <em>(judge by eye)</em></p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>coincident with \({{\text{F}}_{\text{E}}}\) as labelled in (a)(i);</p>
<p class="p1">(iii) <span class="Apple-converted-space"> </span>three rays meeting at focal plane of the two lenses;</p>
<p class="p1">construction line XY;</p>
<p class="p1">rays refracted at eyepiece;</p>
<p class="p1">extrapolation to indicate final image at infinity with label;</p>
<p class="p1"><em>Do not penalize if rays do not have arrows.</em></p>
<div class="question_part_label">a.</div>
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<p class="p1">\({f_{\text{e}}} = \left( {\frac{1}{{40}} = } \right){\text{ }}2.5{\text{ cm and }}{f_{\text{o}}} = \left( {\frac{1}{{0.80}} = } \right){\text{ }}125{\text{ cm}}\);</p>
<p class="p1">\(M = \left( {\frac{{{f_{\text{o}}}}}{{{f_{\text{e}}}}} = } \right){\text{ }}\left( {\frac{{125}}{{2.5}} = } \right){\text{ }}50\);</p>
<div class="question_part_label">b.</div>
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<p class="p1"><em>objective lens</em>: to eliminate/minimize chromatic aberration;</p>
<p class="p1"><em>eyepiece lens</em>: to eliminate/minimize spherical aberration;</p>
<div class="question_part_label">c.</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p class="p1">In part (a), as in past papers, ray diagrams were often poor. Many candidates failed to identify the correct locations of the two focal points.</p>
<div class="question_part_label">a.</div>
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<div class="question" style="padding-left: 20px;">
<p class="p1">Candidates who recognised that the power of a lens is the reciprocal of its focal length had little difficulty with the problem on angular magnification.</p>
<div class="question_part_label">b.</div>
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<p class="p1">Most candidates were aware of chromatic and spherical aberration.</p>
<div class="question_part_label">c.</div>
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<p>A lamp is located 6.0 m from a screen.</p>
<p><img src="data:image/png;base64,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"></p>
<p>Somewhere between the lamp and the screen, a lens is placed so that it produces a real inverted image on the screen. The image produced is 4.0 times larger than the lamp.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the nature of the lens.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Determine the distance between the lamp and the lens.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the focal length of the lens.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The lens is moved to a second position where the image on the screen is again focused. The lamp–screen distance does not change. Compare the characteristics of this new image with the original image.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>converging/positive/biconvex/plane convex</p>
<p><em>Do not accept convex.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>\(\frac{v}{u} = 4\)<br><em>Award <strong>[3]</strong> for a bald correct answer.</em></p>
<p><em>v </em>+ <em>u </em>= 6<br><em>Allow <strong>[1]</strong> if the answer is 4.8 «m».</em></p>
<p>so lens is 1.2 «m» from object <em><strong>or</strong></em> u = 1.2 «m»</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«\(\frac{1}{u} + \frac{1}{v} = \frac{1}{f}\), so \(\frac{1}{{1.2}} + \frac{1}{{4.8}} = \frac{1}{f}\), so» <em>f </em>= 0.96 «m» <em><strong>or</strong></em> 1 «m»</p>
<p><em>Watch for ECF from (b)</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
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<p><span style="font-size: 11.000000pt; font-family: 'ArialMT';">real </span><span style="font-size: 11.000000pt; font-family: 'Arial'; font-weight: bold; font-style: italic;">AND </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">inverted</span></p>
<p><span style="font-size: 11.000000pt; font-family: 'ArialMT';">smaller </span><span style="font-size: 11.000000pt; font-family: 'Arial'; font-weight: bold; font-style: italic;">OR </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">diminished </span></p>
</div>
</div>
</div>
</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>An astronomical telescope is used in normal adjustment. The separation of the lenses in the telescope is 0.84m. The objective lens has a focal length of 0.82m.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the magnification of this telescope.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline why sign convention is necessary in optics.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A student decides to reverse the positions of the same lenses without changing the separation to form an optical microscope in normal adjustment. The student’s near point is 0.25 m from her eye.</p>
<p>(i) Show, using a calculation, that the image formed by the objective lens is about 0.19 m from the eyepiece.</p>
<p>(ii) Calculate the distance between the objective lens of the microscope and the object.</p>
<p>(iii) Determine the overall magnification of the microscope.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>F</em><sub>o</sub>+<em>f</em><sub>e</sub>=84 so <em>f</em><sub>e</sub>=84-82=2cm</p>
<p>\( \ll M = \frac{{{f_{\rm{O}}}}}{{{f_{\rm{e}}}}} = \frac{{82}}{2} = \gg 41\)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a sign convention is a way to distinguish between real and virtual objects <em><strong>or</strong></em> images <em><strong>or</strong></em> converging and diverging lenses</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) image will be virtual <em>v</em>=–25 cm</p>
<p>\(\frac{1}{u} = \frac{1}{{82}} + \frac{1}{{25}}\)</p>
<p>«=19cm <em><strong>or</strong></em> 0.19m»</p>
<p><em>Award <strong>[1 max]</strong> if v = +25 cm used to give u = –36 cm.</em></p>
<p>(ii) image will be real <em>v</em>=84-19=65cm<br>\( \ll \frac{1}{u} = \frac{1}{2} - \frac{1}{{65}} \gg \) so <em>u</em>=2.1cm</p>
<p>(iii) \({M_e} = \ll \frac{D}{{{f_{\rm{e}}}}} + 1 = \frac{{25}}{{82}} + 1 = \gg 1.3\) <em><strong>AND </strong></em>\({m_o} = \ll \frac{v}{{{f_{\rm{o}}}}} - 1 = \frac{{65}}{2} - 1 = \gg 31\) <em><strong>or</strong></em> 32</p>
<p>so \(M = \ll {M_{\rm{e}}}{m_{\rm{o}}} = 1.3 \times 31 = \gg 40\) <em><strong>or</strong></em> 41</p>
<p><em>Far point adjustment gives M = 9.3 (accept answers from interval 9.3 to 9.6), award <strong>[1 max]</strong> for full working.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about a converging (convex) lens.</p>
<p>A small object is placed a distance 2.0 cm from a thin convex lens. The focal length of the lens is 5.0 cm.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Deduce the magnification of the lens.</p>
<p>(ii) State and explain the nature of the image formed by this lens with the object at this position.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The object is coloured and the image shows chromatic aberration. Explain what is meant by chromatic aberration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how the effects of chromatic aberration may be reduced.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">(i) attempted substitution into thin lens equation; </span><span style="font-size: 11.000000pt; font-family: 'Arial,Italic';"><em>(allow incorrect signs)</em> </span></p>
<p><span style="font-size: 11.000000pt; font-family: 'Arial,Italic';">\(v = \left( {\frac{{2 \times 5}}{{2 - 5}}} \right) = \left( - \right)3.3\);<br>\(m\left( { = - \frac{v}{u}} \right) = \frac{{3.3}}{2} = 1.7\);<br></span></p>
<p><span style="font-size: 11.000000pt; font-family: 'Arial';">(ii) virtual because </span><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">v </span></em><span style="font-size: 11.000000pt; font-family: 'Arial';">is negative;<br>erect/upright because virtual/because </span><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">m </span></em><span style="font-size: 11.000000pt; font-family: 'Arial';">is positive;<br>enlarged/magnified because </span><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">m </span></em><span style="font-size: 11.000000pt; font-family: 'Arial';">is greater than 1;<br> </span><span style="font-size: 11.000000pt; font-family: 'Arial,Italic';"><em>Do not allow correct properties without an explanation.</em> </span></p>
</div>
</div>
</div>
</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">different colours/wavelengths/frequencies have different refractive indices/speed of light (in glass);<br>(image with colour distortions due to the) different focal points (of said colours/wavelengths/frequencies); </span></p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<div class="page" title="Page 16">
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">use of a chromatic doublet / use of a combination of lenses; </span></p>
</div>
</div>
</div>
<p><span style="font-size: 11.000000pt; font-family: 'Arial';"> </span></p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about convex lenses.</p>
</div>
<div class="specification">
<p class="p1">A convex (converging) lens is used to project an image onto a screen. The focal length of the lens is 10 cm. The object is placed at a distance of 15 cm from the centre of the lens on the principal axis.</p>
</div>
<div class="specification">
<p class="p1">Another object, as shown, is positioned so that the centre of the object lies on the principal axis of the lens. The object is normal to the principal axis. The lens has not been corrected for spherical aberration.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-02_om_17.04.29.png" alt="N14/4/PHYSI/SP3/ENG/TZ0/20.b_01"></p>
<p class="p1">The diagram shows what would be seen on the screen if the lens produced no aberrations in the image.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-02_om_17.05.11.png" alt="N14/4/PHYSI/SP3/ENG/TZ0/20.b_02"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Define <em>principal axis</em>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Construct rays to locate the position of the image.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-04_om_16.41.32.png" alt="N14/4/PHYSI/SP3/ENG/TZ0/20.a.ii"></p>
<div class="marks">[3]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Identify the nature of the image.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The lens is covered with a wide aperture. Using the diagram, sketch the likely appearance of the image if the lens <strong>produces </strong>spherical aberrations.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Outline why reducing the size of the aperture will reduce the effects of spherical aberration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">one point on axis identified – centre of curvature/focus/centre of lens <span style="text-decoration: underline;">and</span> second point on axis identified – centre of curvature/focus/centre of lens/perpendicular to flat side of lens;</p>
<p class="p1"><em>It is acceptable to choose 2 foci, 2 centres of curvature or a mixture.</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">one ray drawn correctly;</p>
<p class="p1">a second ray drawn correctly;</p>
<p class="p1">image correctly located and shown;</p>
<p class="p1"><img src="images/Schermafbeelding_2016-09-04_om_16.43.03.png" alt="N14/4/PHYSI/SP3/ENG/TZ0/20.a.ii/M"></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">real/inverted/magnified;</p>
<p class="p1"><em>Allow ECF from (a)(ii).</em></p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">central cross shown straight;</p>
<p class="p1">sides curved (inwards or outwards);</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">rays passing through the edge of the lens are brought to a different focal point than those passing through the centre;</p>
<p class="p1">by covering the outer edge of the lens/reducing the aperture (only the centre of the lens is used) bringing the light to one focus;</p>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">Rarely did candidates give a precise definition in (a)(i).</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">(a)(ii) was generally well answered.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">(a)(iii) was generally well answered.</p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Many drew correct outer lines in (b)(i) but failed to draw the correct central cross.</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">In (b)(ii), most could not relate spherical aberration to different focal lengths.</p>
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about a converging (convex) lens.</p>
<p class="p1">Anna is unable to read small print in a newspaper. She uses a convex lens to read text more easily. Anna looks through the lens at an arrow on the page.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-31_om_15.31.16.png" alt="N15/4/PHYSI/SP3/ENG/TZ0/20"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">On the diagram, construct rays to locate the image of the arrow. The focal points of the lens are labelled F.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Anna places a screen at the image position. Outline why she cannot see an image on the screen.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Anna uses the same lens with an illuminated object. She finds that a clear image of the object is formed when the lens is placed a distance of 20 cm from the screen. The lens has a focal length of 5 cm. Determine the magnification of the image.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1"><img src="images/Schermafbeelding_2016-08-31_om_17.15.29.png" alt="N15/4/PHYSI/SP3/ENG/TZ0/20.a.i/M"></p>
<p class="p1">any correct ray out of the three shown above;</p>
<p class="p1">second ray correct;</p>
<p class="p1">image correctly located and labelled;</p>
<p class="p1"><em>Accept rays without arrows and solid construction lines back to image.</em></p>
<p class="p1"><em>Accept correctly constructed image even if not located in the focus. </em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">the image is virtual;</p>
<p class="p1">no light rays pass through this point;</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>\(\frac{1}{u} = \frac{1}{f} - \frac{1}{v}\);</p>
<p>\(u = \frac{{20}}{3}\);</p>
<p>\(m = \left( { - \frac{v}{u} = - \frac{{60}}{{20}} = } \right){\text{ }}( - )3\);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">As usual, geometrical optics is well managed by all candidates, but weaker candidates made some mistakes in calculation and in explanation of the virtual image.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">As usual, geometrical optics is well managed by all candidates, but weaker candidates made some mistakes in calculation and in explanation of the virtual image.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">As usual, geometrical optics is well managed by all candidates, but weaker candidates made some mistakes in calculation and in explanation of the virtual image.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about optic fibres.</p>
<p class="p1">An optic fibre consists of a thin glass fibre surrounded by a cladding material. The refractive index of the glass is 1.62.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Calculate the critical angle for this optic fibre.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The diagram shows a straight optic fibre. Sketch the passage of a ray of light through the fibre.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-04_om_16.05.28.png" alt="N14/4/PHYSI/SP3/ENG/TZ0/19.1.ii"></p>
<div class="marks">[[N/A]]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The input power to the fibre is 150 mW. The attenuation per unit length of the glass fibre is \({\text{12.0 dB}}\,{\text{k}}{{\text{m}}^{ - 1}}\). When the light has travelled a distance \(l\) its power has fallen to 3.00 mW, at which point amplification of the signal is required. Determine \(l\).</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">\(\left( {\sin C = \frac{1}{n} = \frac{1}{{1.62}} \Rightarrow C = } \right){\text{ }}38(.1)^\circ \) <strong><em>or </em></strong>0.665 rad;</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">rays with an angle of greater than <span class="s2">\({38^ \circ }\) </span>shown with total internal reflection;</p>
<p class="p1">normal drawn onto diagram for at least one point;</p>
<p class="p1">pairs of angles of incidence and reflection the same;</p>
<p class="p1"><em>Judge by eye.</em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">attenuation/\({\text{dB}} = \left( {10\log \frac{{{I_1}}}{{{I_2}}} = } \right){\text{ }}10\log \frac{{3{\text{ mW}}}}{{150{\text{ mW}}}}\)\(\,\,\,\)<strong><em>or</em></strong>\(\,\,\,\)\( - 17.0{\text{ dB}}\);</p>
<p class="p1">\({\text{length}} = \left( {\frac{{{\text{attenuation}}}}{{{\text{attenuation per unit length}}}}{\text{ = }}\frac{{ - 17.0}}{{12}} = } \right){\text{ 1.42 km}}\);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">(a)(i) was well answered.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">In (a)(ii), many candidates were not careful to obey the law of reflection.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Most failed to determine the attenuation in (b).</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Optical fibres can be classified, based on the way the light travels through them, as single-mode or multimode fibres. Multimode fibres can be classified as step-index or graded-index fibres.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the main physical difference between step-index and graded-index fibres.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why graded-index fibres help reduce waveguide dispersion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>step-index fibres have constant «core» refracting index, graded index fibres have refracting index that reduces/decreases/gets smaller away from axis<br><em>OWTTE but refractive index is variable is not enough for the mark.<br>Award the mark if these ideas are evident in the answer to 14(b).</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«in graded index fibres» rays travelling longer paths travel faster</p>
<p>so that rays travelling different paths arrive at same/similar time</p>
<p><em>Ignore statements about different colours/wavelengths. </em></p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about the nature and properties of electromagnetic waves.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Electromagnetic waves propagating in a medium suffer dispersion. Describe what is meant by dispersion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A charge moves backwards and forwards along a wire, as shown in the diagram below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Outline, with reference to the motion of the charge, why electromagnetic radiation is produced by the moving charge.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>waves of different wavelength/frequency;<br>travel at different velocities;<br>the index of refraction of the medium depends on the wavelength/frequency;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>during simple harmonic motion the charge oscillates/accelerates;<br>(oscillating/accelerating) charges radiate/produce (varying) electric/magnetic fields / produce electromagnetic waves;</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<div class="page" title="Page 26">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">Too many candidates showed that they do not know the terminology and vaguely described other phenomena instead of dispersion, quite often scattering. Breaking into component colours was sometimes mentioned by the candidates but this was not accepted as correct as the question was about electromagnetic waves, not only about light. A reasonable number of correct answers were seen with reference of both different speed and index of refraction. </span></p>
</div>
</div>
</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<div class="page" title="Page 26">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">In (b) only the stronger HL candidates clearly connected accelerated charge with the production of electromagnetic radiation. Most SL answers simply repeated the production of electromagnetic waves, missing the importance of the acceleration of the electron and not relating it to electric and magnetic fields. </span></p>
</div>
</div>
</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about digital transmission and optical fibres.</p>
</div>
<div class="specification">
<p class="p1">A digital signal is to be transmitted along an optic fibre. The signal to noise ratio \(\left( {{\text{that is 10l g}}\frac{{{P_{{\text{signal}}}}}}{{{P_{{\text{noise}}}}}}} \right)\) in the fibre must not fall below 35 dB.</p>
<p class="p1">The following data are available.</p>
<p class="p1"><span class="Apple-converted-space"> </span>Attenuation per unit length of the optic fibre <span class="Apple-converted-space"> </span>\( = {\text{2.6 dB}}\,{\text{k}}{{\text{m}}^{ - 1}}\)</p>
<p class="p1"><span class="Apple-converted-space"> </span>Power of the input signal is \({P_{{\text{signal}}}}\) <span class="Apple-converted-space"> </span>\( = {\text{88 mW}}\)</p>
<p class="p1"><span class="s1"><span class="Apple-converted-space"> </span></span>Noise power in the fibre is constant at \({P_{{\text{noise}}}}\) <span class="Apple-converted-space"> </span>\( = {\text{52 pW}}\)</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State what is meant by attenuation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) Determine, using the data, the greatest distance the signal can travel before it must be amplified.</p>
<p class="p1">(ii) The optic fibre has a total length of 5600 km. The total transmission time along the length of the fibre is 28 ms. Estimate the refractive index of the core of the fibre.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">the loss of power in the transmission of a signal / <em>OWTTE</em>;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) power when signal to noise ratio is 35 dB is \(\left( {{\text{10lg}}\frac{{{P_{{\text{signal}}}}}}{{{\text{52}} \times {\text{1}}{{\text{0}}^{ - 12}}}} = {\text{35}} \Rightarrow {P_{{\text{signal}}}} = {\text{52}} \times {\text{1}}{{\text{0}}^{ - 12}} \times {\text{1}}{{\text{0}}^{{\text{3.5}}}} = } \right){\text{ 1.6}} \times {\text{1}}{{\text{0}}^{ - 7}}{\text{ (W)}}\);</p>
<p>attenuation is \(\left( {{\text{10lg}}\frac{{{\text{88}} \times {\text{1}}{{\text{0}}^{ - 3}}}}{{{\text{1.6}} \times {\text{1}}{{\text{0}}^{ - 7}}}} = } \right){\text{ 57.4 (dB)}}\);</p>
<p>distance \( = \left( {\frac{{{\text{57.4}}}}{{{\text{2.6}}}} = } \right){\text{ 22 (km)}}\);</p>
<p><em>Award </em><strong><em>[3] </em></strong><em>for a bald correct answer.</em></p>
<p><em>Accept alternative approaches eg</em>:</p>
<p>\({\text{10lg}}\left( {\frac{{{P_{\text{s}}}}}{{{P_{\text{n}}}}}} \right){\text{ = 92.3 (dB)}}\);</p>
<p>\(92.3 - 35 = 57{\text{ (dB)}}\);</p>
<p>\(\frac{{57}}{{2.6}} = 22{\text{ (km)}}\);</p>
<p><em>Award </em><strong><em>[3] </em></strong><em>for a bald correct answer.</em></p>
<p>(ii) speed of light in core of fibre is \(\left( {\frac{{5.6 \times {{10}^6}}}{{28 \times {{10}^{ - 3}}}} = } \right){\text{ }}2.0 \times {10^{ - 8}}{\text{ (m}}{{\text{s}}^{ - 1}}{\text{)}}\);</p>
<p>\(n = \left( {\frac{{3.0 \times {{10}^8}}}{{2.0 \times {{10}^8}}} = } \right){\text{ }}1.5\);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Spherical converging mirrors are reflecting surfaces which are cut out of a sphere. The diagram shows a mirror, where the dot represents the centre of curvature of the mirror.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A ray of light is incident on a converging mirror. On the diagram, draw the reflection of the incident ray shown.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The incident ray shown in the diagram makes a significant angle with the optical axis.</p>
<p>(i) State the aberration produced by these kind of rays.</p>
<p>(ii) Outline how this aberration is overcome.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em><strong>ALTERNATIVE 1 </strong></em></p>
<p>for incident ray, normal drawn which pass through C</p>
<p>reflected ray drawn such as <em>i</em>=<em>r</em></p>
<p><em>i = r by eye <br>If normal is not visibly constructed using C,do not award MP1.<br>If no normal is drawn then grazing angles must be equal for MP2. </em> </p>
<p><em><strong>ALTERNATIVE 2</strong></em></p>
<p>drawn second ray through C, parallel to incident ray </p>
<p>adds focal plane and draws reflected ray so that it meets 2nd ray at focal plane</p>
<p><em>Focal plane position by eye, half-way between C and mirror.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>i</p>
<p>spherical «aberration»</p>
<p> </p>
<p>ii</p>
<p>using parabolic mirror<br><em><strong>OR<br></strong></em>reducing the aperture</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about optic fibres.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> advantage of the use of an optic fibre rather than a coaxial cable for the transmission of information.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest why, in transmitting information in an optic fibre, infrared electromagnetic radiation rather than visible light is used.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A signal is fed into an optic fibre of length <em>L</em>.</p>
<p><img 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" alt></p>
<p>The noise power at the receiver is <em>P</em><sub>noise</sub>=4.2 μW. The signal to noise ratio \(\left( {i.e.10\log \frac{{{P_{{\rm{signal}}}}}}{{{P_{{\rm{noise}}}}}}} \right)\) at the receiver must exceed 25 dB.</p>
<p>(i) Show that the minimum signal power at the receiver is 1.3 mW.</p>
<p>(ii) A signal of power 25 mW is input to the optic fibre. The attenuation per unit length of the optic fibre is 0.30 dB km<sup>–1</sup>. Determine the maximum length <em>L</em> of the optic fibre.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">less</span> noise/attenuation per unit length/crosstalk;<br><span style="text-decoration: underline;">greater</span> bandwidth/security (though encryption);</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>attenuation/loss of energy depends on wavelength;<br>and is least for infrared wavelengths;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) \(10\log \frac{{{P_{{\rm{signal}}}}}}{{{P_{{\rm{noise}}}}}} \Rightarrow {P_{{\rm{signal}}}} = 4.2 \times {10^{ - 6}} \times {10^{2.5}}\);<br>(=1.3mW)</p>
<p>(ii) loss in dB=\(10\log \frac{{25}}{{1.3}}\);<br>loss=12.8 dB;<br>\(L = \frac{{12.8}}{{0.30}} = 43{\rm{km}}\);<br><em>Award <strong>[3]</strong> for a bald correct answer.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram is a partially-completed ray diagram for a compound microscope that consists of two thin converging lenses. The objective lens L<sub>1</sub> has a focal length of 3.0 cm. The object is placed 4.0 cm to the left of L<sub>1</sub>. The final virtual image is formed at the near point of the observer, a distance of 24 cm from the eyepiece lens L<sub>2</sub>.</p>
<p style="text-align: center;"><img src="images/Schermafbeelding_2017-09-26_om_15.46.06.png" alt="M17/4/PHYSI/SP3/ENG/TZ1/7a"></p>
</div>
<div class="specification">
<p>Two converging lenses are used to make an astronomical telescope. The focal length of the objective is 85.0 cm and that of the eyepiece is 2.50 cm. The telescope is used to form a final image of the Moon at infinity.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State what is meant by a virtual image.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Show that the image of the object formed by L<sub>1</sub> is 12 cm to the right of L<sub>1</sub>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The distance between the lenses is 18 cm. Determine the focal length of L<sub>2</sub>.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram draw rays to locate the focal point of L<sub>2</sub>. Label this point F.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.iv.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why, for the final image to form at infinity, the distance between the lenses must be 87.5 cm.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The angular diameter of the Moon at the naked eye is 7.8 × 10<sup>–3</sup> rad.</p>
<p>Calculate the angular diameter of the final image of the Moon.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>By reference to chromatic aberration, explain <strong>one</strong> advantage of a reflecting telescope over a refracting telescope.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>an image formed by extensions of rays, not rays themselves<br><em><strong>OR</strong></em><br>an image that cannot be projected on a screen</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>\(\frac{1}{v} = \frac{1}{{3.0}} - \frac{1}{{4.0}}\)</p>
<p>«<em>v</em> = 12 cm»</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>u</em> = 18 – 12 = 6.0 «cm»</p>
<p><em>v</em> = –24 «cm»</p>
<p>«\(\frac{1}{f} = \frac{1}{{6.0}} - \frac{1}{{24}} \Rightarrow \)» <em>f</em> = 8.0 «cm»</p>
<p> </p>
<p><em>Award <strong>[2 max]</strong> for answer of 4.8 cm.</em><br><em>Minus sign required for MP2.</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>line parallel to principal axis from intermediate image meeting eyepiece lens at P</p>
<p>line from arrow of final image to P intersecting principal axis at F</p>
<p><img src="data:image/png;base64,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"></p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">a.iv.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>object is far away so intermediate image forms at focal plane of objective</p>
<p>for final image at infinity object must also be at focal point of eyepiece</p>
<p>«hence 87.5 cm»</p>
<p> </p>
<p><em>No mark for simple addition of focal lengths without explanation.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>angular magnification = \(\frac{{85.0}}{{2.50}}\) = 34</p>
<p>angular diameter 3.4 × 7.8 × 10<sup>−3</sup> = 0.2652 ≈ 0.27 «rad»</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>chromatic aberration is the dependence of refractive index on wavelength</p>
<p>but mirrors rely on reflection<br><em><strong>OR</strong></em><br>mirrors do not involve refraction</p>
<p>«so do not suffer chromatic aberration»</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.iv.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graphs show the variation with time of the intensity of a signal that is being transmitted through an optic fibre. Graph 1 shows the input signal to the fibre and Graph 2 shows the output signal from the fibre. The scales of both graphs are identical.</p>
<p><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram shows a ray of light in air that enters the core of an optic fibre.</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgEAAACxCAYAAABds249AAAahElEQVR4Ae3dDXBV5Z3H8V/CDhUbUHnZMRFbah2gHdjNCmJ2oGMAG0y7DmmoVRQJDUV3XayLIwGkWF1ehhcnVIoswpiBINDokMZxXBAwhh3TBQrIGjqFDKZQY4IjIE0iWDrcu/Oc5MJNuEnu28k959zvncHcl+c853k+/+s8//ucc56T4vf7/eKBAAIIIIAAAkknkJp0PabDCCCAAAIIIGAJkATwRUAAAQQQQCBJBUgCkjTwdBsBBBBAAAGSAL4DCCCAAAIIJKkASUCSBp5uI4AAAgggQBLAdwABBBBAAIEkFSAJSNLA020EEEAAAQRIAvgOIIAAAgggkKQCJAFJGni6jQACCCCAAEkA3wEEEEAAAQSSVODvkrTfdLuDwKxZszq8w0sEEEAgPgIbN26MT0XUEncBZgLiTkqFCCCAAAJOE/DVlmhSyk9UUvtVjE3zqanyOWV0V1dTpeZlZGhSyXH5JLXuf7TmVZ6Ncf/x3ZyZgPh6UhsCCCCAAALXCaQOLdS7/sLr3k/0G8wEJDoC7B8BBBBAAIEECZAEJAie3SKAAAIIxFfA13hQm+dNUkpKilJSRqrgpXdV22Im40M/fI2HVf5SgTKs8mabSZpXUtl+G1+jDpe/pIIM83mKMgqKtfPIpx0qvKzGw+V6qWBk674zCvTSziM6E1Sq/eGAs6qcN1opk15R5cEtmjc+49p2e2rVErSdWmq152obTZ+2qMT0MeM5VTZ13rfgKrp6ThLQlQ6fIYAAAgi4QsD3ablmjcrTJj2hE81X5G/erntrnlX20xX6NNRY2XJQxY88obd6Pa7DV/zy+/260vCsem15XE+sP9Q2EF/Q4eJZGv3r85pc9Rf5/VdUu/AOHXlnjxqvqvjUcvgVPTL6VX0++U01+/3y1y7QHUf2qPRaoaul2z3ZvVSLd3xdM9+ul9//VzW8fofeyXlG6w9faC3mO63yp6eooGaCKk2f/NVa0L9Kv1i5u101sbwgCYhFj20RQAABBBwg8JVOvvsblWiGFi3M09C0VCntu/pxwQNSyW/07smOJwP61HSwQsUnclQw85+V3jYSpqZ/TzMeu0tVe46pwSQOTUf0RvEZFS16RvlD+0lKVdrQPC1cNEPpV3t9Xgff2KoTRfO0MH+40sz7acOVv3Ceiq4Vulq63ZP0oPaqt9JHf09j0o9oz/+dkU8+NVW9qtk779XaZVM13PRJ/TS8cIVeLxrVrppYXnBiYCx6bIsAAgggkHgB3yl9UPaBNPJ+DbYGS9OkVPWbsEwN/tbm+WqDm9n2WYNPLbX/o/K95835+7pwYKNmml/ZOfdbr5sO7dWWxju0ZLA1tLdVkKq0wXdqpE62vm76SO9uadDIJRmtCUBgN2kZGjbyRh0NvA7nr7WNtOVEg1o0UIfe3a3GkU9qRHrvoK3TNHjYHUGvY3vKTEBsfmyNAAIIIOBGgZZjKin4R/Ud9oh+feCclTTcPGmlDr32oFRzUvUtX+nMqZNB0/6hO+k7c0pHu5v2D72pI95lJsARYaARCCCAAAI9J/CVat/4T83cc6921Bcr/7bAL21zwl6dpDsl9datQ+5UeuAXfyeNS711iDLTFdkv/k7qSsTbzAQkQp19IoAAAgiEFLh06ZJqa2utf+Xl5TL/1q5dq6KiIpmVTc0Z+qWlpe23TR2icQ+Na/sFf+0swNYz8q8t2HNtoxbVn6iTRt7Vfqrd96UunP1rW7FU9Rt9nx5Lr9OJ+uDz9X1qqT+pmkBl/f5Bkx7LUI01hR94U1JLg07UXAx6I9Kn/TV6Uo7SrVmJa32S2toeaXWdlGcmoBMY3kYAAQQQiK/A+fPndfbsWV28eFF1deYXt7R//37rrxn433rrLev53Llzrb/f+MY3lJGRoaFDhyonJ8d6L/QSxDfoztxZWrDl37R4+Xh9Z8n3la5PVbWpTLuz5+rQT4YqteF31vat/2kbYFeWaVPVJC2ZcJtSfY06+PLzml1yTEp/oLVYv3H6+dos3T1tnoZVrlbh8DS11FZo6eJNatS4tvoGKvvnzyn37qf11LDteqVwhNJajqt86QqtbJRaWx2067Cfpqpf9hNamztFi5eO1uBF5oTHFtWWF2vxysNSevQ1BzeBJCBYg+cIIIAAAlELfPnll2ppaZH5Nf+3v/1NX3zxhVWX+fVuHnfffbeys7Ot51lZWdbfyZMna9CgQbrxxhtVUVFhvRfNf1LTv68l27Zpy68WKaOXGSDTlV20Qoe2PaRRaanW0r3X6jUD7FN6e9Ov9OzEweplPkifrlVrClSx41blzQ6U7K3b8pepqu9rWjrhJs00x/6zF+jNp36unKojgUJKvS1PL1d9XeuXTlXfmcdkhv6iNwu1Kmeh9lwtFcWT1G8q/+Vt6rt+qbL7TlGjRmj6qhf11Ko8VRVHUV+ITVL85uJIHo4UMFNZucPWKfO9XVoxYaCtbeQGQrbyUjkCSSFw9GjrufA333yz1d9bbrnF+rt582b16dMnKQzs7+RXqi2ZruwT/6rjKybIXLgYy4OZgFj0bN7WqWtN29xtqkcAAZcKZGZmhmw5CUBIlm7eNDcq+oWGT/tMS6xDEWa4v6zGg69p6S8u6pm374o5ATAN4MTAbsLAxwgggAACCPS8QNshi7Xf0b4JN7UuK5zyNY165ZImv71Rz4xqnW2JtV0kAbEKRr19h7WmzdrV4+eppPLautEh15oeP08bA+tIx2nt6Ki7wIYIIIAAAvYJpKZrVP6z2tzQuqyxOXrfsPlZ5Y9Kj9sveJIA+8LXRc1ta00/8JZ6/ftuXTFrTZt1oxfdqC0Tg9aNDlVD1X/rg/5zVWvKVz2hMf0IYSgm3kMAAQQQ6F6AEaR7IxtKtK01/ViBZo4JZHS9lZ79kB7LOd62bnQnu01/QAU//q7SzDrTQ7/ZfpnKTjbhbQQQQAABBEIJcGJgKBXb3xuoCSsOqUFNqq18S3svXJF0Tgd+/UutrJJyHrK9AewAAQQQQACBuB1WgDIiAZ9ajm9WQcZNGjZxnQ5cMKtB/b0m/Ve5XsvR9StPRVQ3hRFAAAEEEAhPgJmA8JziW8pXqzeeXqA9uTtUvzFftwUOyjRVal5NoxT6Kpv4tqFDbT/84Q87vMNLBBBAAAGvCwSGH6/301n9s9aUlkaO/e7V+1ibBvqaL+iss1pKaxBAAAEEPCxAEpCI4LbdcGL3ljJVNV62WuBrrNbLz/1SJS6+JWUiKNknAggggED0AiQB0dvFsOVAZf/HOm0a8ztNzPiatQjE4Pn/q9sL1mlH0agY6mVTBBBAAAEEwhfg3gHhW3m6ZCw37vA0DJ1DAIGYBfLy8mKugwrsEWAmwB5XakUAAQQQQMDxAiQBjg8RDUQAAQQQQMAeAZIAe1ypFQEEEEAAAccLkAQ4PkQ0EAEEEEAAAXsESALscaVWBBBAAAEEHC9AEuD4ENFABBBAAAEE7BEgCbDHlVoRQMAFAs3NzWpoaHBBS2kiAvYIcO8Ae1ypFQEEHCpgBv6PP/5Y1dXV2rt3r2bNmqWMjAyHtpZmIWCvAEmAvb7UjgACDhDoOPA/+uijmjhxopUA9O7d2wEtpAkIJEaAJCAx7uwVAQRsFmDgtxmY6j0hQBLgiTDSCQQQMAKXL19WXV2d3nvvPWuqn1/8fC8Q6FqAJKBrHz5FAAGHCwQG/mPHjmnr1q1i4Hd4wGieowRIAhwVDhqDAALhCIQa+EeMGKGysjJxjD8cQcog0CpAEsA3AQEEXCHAwO+KMNFIlwmQBLgsYDQXgWQSYOBPpmjT10QIkAQkQp19IoBApwIM/J3S8AECcRcgCYg7KRUigECkAgz8kYpRHoH4CJAExMeRWhBAIEKBjgN/Xl6e7rnnHk7ui9CR4gjEIkASEIse2yKAQEQCHQf+++67T2PHjlVpaan69u0bUV0URgCB2AVIAmI3pAYEEOhCgIG/Cxw+QiDBAiQBCQ4Au0fAiwIM/F6MKn3yogBJgBejSp8QSIAAA38C0NklAjEKkATECMjmCCS7wPHjxxVYspdj/Mn+baD/bhMgCXBbxGgvAg4Q+NOf/qQ//vGPev/99zVkyBBO7nNATGgCAtEIkAREo8Y2CCShQKiB//nnn+es/iT8LtBl7wiQBHgnlvQEgbgLMPDHnZQKEXCUAEmAo8JBYxBIvAADf+JjQAsQ6CkBkoCekmY/CDhYgIHfwcGhaQjYKEASYCMuVSPgZAEGfidHh7Yh0DMCJAE948xeEHCEAAO/I8JAIxBwjABJgGNCQUMQsEcgeODv37+/srKyNH/+fA0YMMCeHVIrAgi4RoAkwDWhoqEIhC/AwB++FSURSGYBkoBkjj5995QAA7+nwklnEOgRAZKAHmFmJwjYI8DAb48rtSKQLAIkAckSafrpGQEGfs+Eko4gkHABkoCEh4AGINC9wLlz5/TRRx9p//79VmFO7uvejBIIINC9AElA90aUQCAhAqEG/scff5yz+hMSDXaKgDcFSAK8GVd65VIBBn6XBo5mI+BSAZIAlwaOZntHgIHfO7GkJwi4TYAkwG0Ro72eEGDg90QY6QQCrhcgCXB9COmAWwQY+N0SKdqJQPIIkAQkT6zpaQIEGPgTgM4uEUAgbAGSgLCpKIhAeALBA//58+c1fvx4FRQUKCMjI7wKKIUAAgj0kABJQA9BsxtvC4Qa+B9++GF961vf8nbH6R0CCLhagCTA1eGj8YkUYOBPpD77RgCBeAiQBMRDkTqSRoCBP2lCTUcRSAoBkoCkCDOdjEWAgT8WPbZFAAEnC5AEODk6tC1hAs3Nzfr444+1c+dOBU7u4xh/wsLBjhFAwCYBkgCbYKnWfQKBgb+6ulqnTp2yzupn4HdfHGkxAgiEL0ASEL4VJT0oEGrg/8EPfsBZ/R6MNV1CAIHrBUgCrjfhHY8LMPB7PMB0DwEEwhYgCQibioJuFmDgd3P0aDsCCNglQBJglyz1JlyAgT/hIaABCCDgcAGSAIcHiOZFJsDAH5kXpRFAILkFSAKSO/6e6H3wwL937149+uijmjhxooYPH+6J/tEJBBBAwC4BkgC7ZKnXVoHOBv5Zs2apd+/etu6byhFAAAGvCJAEeCWSSdAPBv4kCDJdRACBHhUgCehRbnYWqQADf6RilEcAAQTCFyAJCN+Kkj0kwMDfQ9DsBgEEkl6AJCDpvwLOALh8+bLq6up04MABVVRUXD25j2P8zogPrUAAAW8KkAR4M66u6FVg4D927Ji2bt1qDfz33HOPpk6dysl9roggjUQAAbcLkAS4PYIua3+ogX/EiBEqKytj4HdZLGkuAgi4X4AkwP0xdHwPGPgdHyIaiAACSSpAEpCkgbe72wz8dgtTPwIIIBC7AElA7IbU0CbAwM9XAQEEEHCXAEmAu+LluNYy8DsuJDQIAQQQCFuAJCBsKgoGBDoO/Pfdd5+1Vj8n9wWE+IsAAgi4Q4AkwB1xSngrQw38Y8eOVWlpqfr27Zvw9tEABBBAAIHIBUgCIjdLmi0Y+JMm1HQUAQSSVIAkIEkD31m3Gfg7k+F9BBBAwHsCJAHei2lUPaqpqdGJEyeslfvMMX6m+qNiZCMEEEDAVQIpfr/fH0mLU1JSrivesQo7y5idB+8v1L7sKmPqDbW/4PbEUsaudodqc2Bf58+fV3FxsdatW6cvvvjCvN3u8dvf/rbd6x/96EftXpsX8SrTsa5Q+7KrjKk31P7i1bdw6qFv7b9LoeIRjZFbY2va7ZVHXl6eV7riuX5EnAR4TiDKDpkv9cqVKzV06NAoa0j8ZuXl5Vq+fLlmz56tG264gWV7Ex8SWoCAJwVIApwb1lTnNs25LauurtagQYNcmwAcPXpU5n/K/fv3yyQC06dPJwFw7teNliGAAAK2CXBOQBS0+/bt04wZM6LYMrGbmKl/88u/qqpKq1evto77J7ZF7B0BBBBAIJECzAREqH/p0iUtXLhQd911V4RbJq64abP5xT9gwABlZWXJJDHmxD8eCCCAAALJLUASEGH8jxw5orlz56pPnz5hbHlBh1/6F+tkwpSM51TZ5Atjm/gWMYcupk6dak39nzt3Tvn5+WG2Pb7toDYEEEAAAecJcDggwph8+OGH1q/pcDbzfVqpdcWn9cj0PL1felKnzlyW+t0QzqYxl6mvr9eaNWtUW1urF154QZmZmTHXSQUIIIAAAt4SYCYgwnj++c9/1ogRI8LY6qyq1ixTycg5WrTgAY1UnU7Ut4SxXWxFzNS/WcrX/OI3U//bt28nAYiNlK0RQAABzwqQBEQY2lWrVun222/vZiufWg5v0eKVt2rVsnwNzxiizPRuNonDx2bq/95775WZBdi1axdT/3EwpQoEEEDAywIcDogiut2eD+D7RLvXlehE4Yt6/Z9ulpShYSMvqOzUWfk0UPHOvMyUv0lOPv/8c73++uuuvXQxilCwCQIIIIBADALxHo9iaIrzNzWD7c9+9rNuGupTU9Wrml3yTT3z5ATdZoRTB2pI5s2qOdGgeB4QMFP/a9eu1bRp05Sbm6uKigoSgG6iw8cIIIAAAtcESAKuWYT17JZbbum6XMshbVi8SSos1FRrFuBa8cajp3QmThcImEv+zNS/eZhL/sw5ADwQQAABBBCIRIDDAZFodVv2sj7dXariqkY1Vk3R4JIOG6SfVH2LT0P7RZ97mdmIoqIia8VCpv47+PISAQQQQCAigehHo4h2443CAwcOtFbb67Q3TR9ozexyDVt1QM1+v3WjI3NzIb//iv7y3gKlN7ZdJthpBZ1/YFb7W7ZsmTX1/+STT2rjxo1M/XfOxScIIIAAAmEIkASEgRQo0r9/f/3+978PvOzw94IObyjWSs3QosdHK63dp6lKG3xnVJcJBlb7u//++zV48GBr6j8nJ6dd7bxAAAEEEEAgGgEOB0SoNnnyZOsSPDMgBz98teV6bu5pFe54RdkhpvtTbzWXCTboaARXCJgb/ZiFfsydCs05AB33Gbx/niOAAAIIIBCpAElAhGJjxozR6dOn2w/IvtOqWLFau7MLdSjn9tCXAKaZywSlLdYVAsPVr4v9cqOfLnD4CAEEEEAgbgIpfnPQmkfYArt377aW4p09e3bY24Rb0Ez979y5U1OmTNGOHTusy/66XZMg3Mq7KWcuL+SBAAII2CFgbl3Ow5kCnBMQYVxGjx5tLctrBux4PgKr/e3fv1/c6CeestSFAAIIINCZAIcDOpPp5H1zcmB2drbM3QTjcTve4Bv9bNiwgXX+O3HnbQQQQACB+AswExCFqVk10CzTG8tsgNmWG/1Egc8mCCCAAAJxEyAJiILSnK1v/r355ptRbC2Z8wq40U9UdGyEAAIIIBBHAQ4HRIk5f/58mWv3v/3tb4d9WIAb/USJzWYIIIAAArYIMBMQJas5N8As2ztu3DiZk/q6epipf27005UQnyGAAAIIJEKAJCAGdXNI4MMPP9ScOXOsxXxCVcWNfkKp8B4CCCCAgBMESAJijEJmZqaVAJjr+821sIFZATP1b16b982MgVlXoKeu+Y+xS2yOAAIIIJAkApwTEIdAm+V8zQ19TALw6quv6uGHH9ZNN92k4uJisc5/HICpAgEEEEDAFgGSgDixmuP+n332mY4fP64FCxbopz/9Kb/842RLNQgggAAC9giQBMTBlRv9xAGRKhBAAAEEelyAJCAG8sCNfszx/7lz54Z9qWAMu2RTBBBAAAEE4ibAiYFRUJqpf3PW/4ABA5SVlaXt27eTAEThyCYIIIAAAokVYCagE38z0H/yySdXP7148aLq6uqsY/4mAZgwYYJ1ox+zXgAPBBBAAAEE3ChAEtAWNTOlP2zYsHYxNFP8gUdzc7P+8Ic/qKamRua2u2bZXy893nnnHS91h74ggICDBLiVsIOC0aEpJAFtIGbhH7/f34FH1k2CzD0C1qxZo169eqmsrMxzCcB1neYNBBBAAIGkEOCcgC7CHHyjn8LCQmvw57r/LsD4CAEEEEDAVQLMBIQIV8cb/Zgi06ZN065du0KU5i0EEEAAAQTcKUASEBQ3c8nftm3bVFpaqiVLllxd7c8czzKvOQkwCIunCCCAAAKuF+BwQFsIzRn/5tbA5rFv376rCYB535wvwGEA13/X6QACCCCAQAeBpJ8JMFP/RUVFGjRokHWjHzPgBx719fVavnw5hwECIPxFAAEEEPCUQNImAWbqf/369dblfqtXrw652M+LL77IYQBPfd3pDAIIIIBAsEDSHQ4IXu3P3P3PTP2PHTs22OTq89zcXA4DXNXgCQIIIICA1wSSaiYg+EY/ZjVAkwR09cjPz+/qYz5DAAEEEEDA1QJJkQRwox9Xf0dpPAIIIICATQKePhxgpv7N5X7c6Membw/VIoAAAgi4WsCzMwHV1dWaM2eOsrOzudGPq7+iNB4BBBBAwC4BzyUB5rI+s86/ufRvw4YNyszMtMuOehFAAAEEEHC1gGcOB5ip/7Vr18qczJeVlWVd+kcC4OrvJo1HAAEEELBZwBNJQOBGP01NTdbCPpzVb/O3huoRQAABBDwh4OrDAR1v9BO82p8nokMnEEAAAQQQsFHAlUlAZzf6sdGJqhFAAAEEEPCcgOsOB3R2ox/PRYYOIYAAAgggYLOAa2YCurrRj81GVI8AAggggIAnBRyfBIRzox9PRoZOIYAAAgggYLNAit/v99u8j6iqN5f87dy5U1OmTNHmzZv14IMPqk+fPlHVxUYIIIAAAgggcL2AI2cCIr3Rz/Xd4h0EEEAAAQQQ6E7AUUlA8I1+XnjhBVb76y56fI4AAggggEAMAo46HJCSkqIdO3YoNzeXqf8YgsqmCCCAAAIIhCPgqJkAh56eEI4jZRBAAAEEEHCdgOvWCXCdMA1GAAEEEEDAoQIkAQ4NDM1CAAEEEEDAbgGSALuFqR8BBBBAAAGHCpAEODQwNAsBBBBAAAG7BUgC7BamfgQQQAABBBwqQBLg0MDQLAQQQAABBOwWIAmwW5j6EUAAAQQQcKgASYBDA0OzEEAAAQQQsFuAJMBuYepHAAEEEEDAoQIkAQ4NDM1CAAEEEEDAbgGSALuFqR8BBBBAAAGHCvw/zmA2ES9RJwkAAAAASUVORK5CYII="></p>
<p>The ray makes an angle <em>A</em> with the normal at the air–core boundary. The refractive index of the core is 1.52 and that of the cladding is 1.48.</p>
<p>Determine the largest angle <em>A</em> for which the light ray will stay within the core of the fibre.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the features of the output signal that indicate the presence of attenuation and dispersion.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The length of the optic fibre is 5.1 km. The input power of the signal is 320 mW. The output power is 77 mW. Calculate the attenuation per unit length of the fibre in dB\(\,\)km<sup>–1</sup>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>calculation of critical angle at core–cladding boundary «\(1.52 \times \sin {\theta _{\text{C}}} = 1.48\)» <em>θ</em><sub>C </sub>= 76.8<sup>º</sup></p>
<p>refraction angle at air–core boundary 90<sup>º </sup>– 76.8<sup>º</sup> = 13.2<sup>º</sup></p>
<p>«\(1.52 \times \sin 13.2^\circ = \;\sin A\)» <em>A</em> = 20.3<sup>º</sup></p>
<p> </p>
<p><em>Allow ECF from MP1 to MP2 to MP3.</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>attenuation:</em> output signal has smaller area</p>
<p><em>dispersion:</em> output signal is wider than input signal</p>
<p> </p>
<p><em>OWTTE</em></p>
<p><em>OWTTE</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>attenuation = «\(10\log \frac{I}{{{I_0}}} = 10\log \frac{{77}}{{320}} = \)» «–» 6.2 «dB»</p>
<p>\(\frac{{ - 6.2}}{{5.1}}\) = «–» 1.2 «dB\(\,\)km<sup>–1</sup>»</p>
<p> </p>
<p><em>Allow intensity ratio to be inverted.</em></p>
<p><em>Allow ECF from MP1 to MP2.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about the compound microscope.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A convex lens used as a magnifying glass has a focal length of <em>f</em><sub>e</sub>. Derive an expression for the angular magnification when the image is at the near point <em>D</em>.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The convex lens in (a) is used as the eyepiece of a compound microscope.</p>
<p><img 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" alt></p>
<p>An object is placed 1.5 cm from the objective lens. The focal length <em>f</em><sub>o</sub> of the objective lens is 1.0 cm.</p>
<p>(i) Draw rays on the diagram to show the formation of the intermediate image.</p>
<p>(ii) Calculate the distance of the intermediate image from the objective lens.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Lenses used in the compound microscope are subject to spherical aberration and chromatic aberration.</p>
<p>Explain what is meant by</p>
<p>(i) spherical aberration.</p>
<p>(ii) chromatic aberration.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(angular magnification =linear magnification so) \(M = \frac{D}{u}\);<br>\(\frac{1}{u} + \frac{1}{D} = \frac{1}{f}\);<br>so \(\frac{D}{u} = \frac{D}{f} + 1 = M\);</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) ray through centre of objective lens and ray through <em>f</em><sub>o</sub>;<br>to show formation of intermediate image;</p>
<p>(ii) \(\frac{1}{v} = \frac{1}{1} - \frac{1}{{1.5}}\);<br><em>v</em>=3.0cm;<br><em>Award <strong>[2]</strong> for a bald correct answer.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) rays parallel to principal axis at edge of lens brought to different foci;<br>from those near to the centre of the lens;</p>
<p>(ii) different colours have different refractive indices/speeds;<br>different colour refracted at different amounts / image formed for each colour;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about the digital transmission of information.</p>
</div>
<div class="question">
<p>Digital information that is transmitted along optic fibres is often subject to dispersion due to light taking different paths along the fibre.</p>
<p><img 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" alt></p>
<p>In a particular optic fibre of length 2.00×10<sup>4 </sup>m, the refractive index of the cladding is 1.41 and that of the core is 1.44.</p>
<p>Two possible light paths are:</p>
<p style="padding-left: 30px;">Path A: along the central axis of the fibre.<br>Path B: the path followed by light that is initially incident on the cladding at an angle just greater than the critical angle.</p>
<p>The speed of light in the core of the fibre is 2.10×10<sup>8 </sup>ms<sup>–1</sup>.</p>
<p>Show that the difference in transmission time between path B and path A is approximately 2.0 μs.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>ratio of \(n = \frac{{1.41}}{{1.44}}\left( { = 0.979} \right)\);<br>path difference between B and A\( = 2.00 \times {10^4} - \frac{{2.00 \times {{10}^4}}}{{0.979}} = 4.00 \times {10^2}\left( {\rm{m}} \right)\);<br>time difference\( = \frac{{4.00 \times {{10}^2}}}{{2.10 \times {{10}^8}}}\);<br>≈2.00×10<sup>–6</sup>s</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>The diagram represents a simple optical astronomical reflecting telescope with the path of some light rays shown.</p>
<p style="text-align: left;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify, with the letter X, the position of the focus of the primary mirror.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>This arrangement using the secondary mirror is said to increase the focal length of the primary mirror. State why this is an advantage.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between this mounting and the Newtonian mounting.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A radio telescope also has a primary mirror. Identify <strong>one </strong>difference in the way radiation from this primary mirror is detected.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>where the extensions of the reflected rays from the primary mirror would meet, with construction lines</p>
<p> </p>
<p><em>eg:</em></p>
<p><img src="images/Schermafbeelding_2018-08-13_om_08.46.36.png" alt="M18/4/PHYSI/SP3/ENG/TZ2/09.a/M"></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>greater magnification</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Newtonian mount has</p>
<p>plane/not curved <strong>«</strong>secondary<strong>» </strong>mirror</p>
<p><strong>«</strong>secondary<strong>» </strong>mirror at angle/45° to axis</p>
<p>eyepiece at side/at 90° to axis</p>
<p>mount shown is Cassegrain</p>
<p> </p>
<p><em>OWTTE</em></p>
<p><em>Accept these marking points in diagram form</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>waves collected above mirror/dish</p>
<p>waves collected at the focus of the mirror/dish</p>
<p>waves detected by radio receiver/antenna</p>
<p>waves converted to electrical signals</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about a magnifying glass and a telescope.</p>
</div>
<div class="specification">
<p class="p1">A thin converging (convex) lens is used as a magnifying glass. Object O is placed between a focal point of the lens and the centre of the lens. The focal points of the lens are shown, labelled F.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-12_om_05.40.30.png" alt="M14/4/PHYSI/SP3/ENG/TZ2/18.a"></p>
</div>
<div class="specification">
<p class="p1">The position of the lens in (a) is changed so that a virtual image of the object is formed at the near point of the eye. The eye is very close to the lens.</p>
</div>
<div class="specification">
<p class="p1">The lens in (a) has a focal length of 6.0 cm and is now used as the eyepiece of an astronomical telescope. The objective lens of the telescope has a focal length of 90 cm. The telescope is used in normal adjustment.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) Define the term <em>focal point</em>.</p>
<p class="p1">(ii) On the diagram, construct rays to locate the position of the image of the object. Label the image I.</p>
<div class="marks">[5]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) Define the term <em>near point</em>.</p>
<p class="p1">(ii) Outline the advantage of having the image positioned at the near point of the eye.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) State the separation of the objective lens and the eyepiece lens.</p>
<p class="p1">(ii) Determine the angular magnification of the telescope.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>the point on the principal axis;</p>
<p class="p1">through which rays parallel to the principal axis pass after going through the lens / from which rays are parallel to the principal axis after passing through the lens;</p>
<p class="p1"><em>Allow marking points on a labelled diagram.</em></p>
<p class="p2" style="text-align: left;">(ii) <img src="images/Schermafbeelding_2016-09-12_om_08.39.07.png" alt="M14/4/PHYSI/SP3/ENG/TZ2/18.a.ii/M"></p>
<p class="p1">any correct ray of the three shown in the diagram;</p>
<p class="p1">second ray correct;</p>
<p class="p1">image shown correctly, between O and \({{\text{F}}_{\text{1}}}\);</p>
<p class="p1"><em>Accept rays without arrows and solid construction lines back to the image.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1"><span class="s1">(i) <span class="Apple-converted-space"> </span></span>closest point on which the eye can focus (comfortably); } <em>(allow closest distance)</em></p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>gives maximum angular magnification (without straining the eye);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>separation = 96 (cm);</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>\(M = \left( {\frac{{{f_{\text{o}}}}}{{{f_{\text{e}}}}} = } \right){\text{ }}\frac{{90}}{{6.0}}\);</p>
<p class="p1">\(M = 15\);</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about a convex lens.</p>
<p>The diagram below, drawn to scale, shows a small object O placed in front of a thin convex (converging) lens. The focal points of the lens are shown, labelled F. The lens is represented by the straight line XY.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p style="text-align: left;"> </p>
</div>
<div class="question">
<p>(i) Define the term <em>focal point</em>.</p>
<p>(ii) On the diagram above, construct the paths of two rays in order to locate the position of the image formed by the lens. Label the image I.</p>
<p>iii) Explain whether the image is real <strong>or</strong> virtual.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>(i) the point on the principal axis;<br>through which parallel rays pass after going through the lens / from which rays are parallel after passing through the lens;</p>
<p>(ii) <img src="data:image/png;base64,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" alt></p>
<p>any two correct rays out of the three shown above;<br>image correctly located and labelled;</p>
<p>(iii) virtual because no rays pass through the image / image cannot be formed on a screen; <br><em>Mark is for explanation, not for statement of virtual.</em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>The diagram shows planar wavefronts incident on a converging lens. The focal point of the lens is marked with the letter F.</p>
<p style="text-align: center;"><img src="images/Schermafbeelding_2017-09-27_om_08.02.15.png" alt="M17/4/PHYSI/SP3/ENG/TZ2/08"></p>
<p>Wavefront X is incomplete. Point Q and point P lie on the surface of the lens and the principal axis.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram, sketch the part of wavefront X that is inside the lens.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram, sketch the wavefront in air that passes through point P. Label this wavefront Y.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain your sketch in (a)(i).</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Two parallel rays are incident on a system consisting of a diverging lens of focal length 4.0 cm and a converging lens of focal length 12 cm.</p>
<p style="text-align: center;"><img 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"></p>
<p>The rays emerge parallel from the converging lens. Determine the distance between the two lenses.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>line of correct curvature as shown</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYAAAADcCAYAAAB5/HaHAAAeC0lEQVR4Ae2d71MVV5rHHxiRSBQVgooC/gDEX+g6BiQyTuJsJjU71kwqW/tiXmRra/JXTM2r/CXWVu282KmayU7GjbuTyZqoYcaB6Iwig3hRgqASEaIIKGpg67mx8XLpvtzL7dN9uu/nVBnu7T59nud8npv+dp+fRXNzc3NCggAEIACBgiNQXHA1psIQgAAEIJAkgADwQ4AABCBQoAQQgAINPNWGAAQggADwG4AABCBQoAQQgAINPNWGAAQggADwG4AABCBQoAQQgAINPNWGAAQggADwG4AABCBQoARWFGi9C7vac+PS/d8fSdeoSGXzm/KjlmopXUDksdzt+qOc6h6Tlxp/IO8crUs7vyAzXyAAgYgS4A0gooHLy+2iCtn3/X+QquKnMtb9uXQOPUopbk5mhi7I6e5RmS1rlPbWWm7+KXT4CIE4EUAA4hTNHOpStHa3vP697VImDyXRcVGGZp6vCDIzJJ0dCZku3iQt/3RYakuLciiVrBCAQJQIIABRipavvq6Q8oY2aW9cIzKdkI7OIZnRpqGPz0hi+jtSdahN9q2lhdBX5BQGAcsIFLEYnGURCdqdmZty7r9OS2K6TLbUrJQ7w/flpboj8uN/3CnlPPwHHQ3sQSBQArwBBIrbQmOltdLa3ihlMim3hse/bfc/2sjN38JQ4RIE/CaAAPhNNHLlFUnphlrZUvbtT6H45XIpX8mjf+TCiMMQWAYBBGAZ0GJ1ydwD6T93XhLTs8lqzY7+Tc5eGRc2iYhVlKkMBFwJIACuWArl4DN5cKVDPr85KcVVLfLOOy3JoaGjF87LlQfPCgUC9YRAwRJAAAo29HMyc/eSfHZhRGbLtsv3Xt8t69fvlu8f2iTFsyNy4WyvPOA1oGB/HVS8MAggAIUR58W11PH+p7tlbHaNNLa3SUO5DvlcIWv3tcmhqhKZHb0g//P5TZlZfCVHIACBmBBAAGISyNyq8UiGOv8iiWmRssbD0lq76sXl87OEZ2U68Ze0WcIvsvEJAhCIPgEEIPoxzLEGz+RB96fyf4mHUlzZLD9wWepBZwknm4LSZwnnaInsEICA3QSYCGZ3fPAOAhCAgDECvAEYQ0vBEIAABOwmgADYHR+8gwAEIGCMAAJgDC0FQwACELCbAAIQcHxOnDjhm0U/y1KnMpV35coV6evr8813CoIABMInwHq/4cfAeg/+/Oc/y8jIiDx9+lTGx8fltddes95nHIQABJYmgAAszaigc3R3d8utW7fk7bfflidPnsjvfvc7qaiokKampoLmQuUhEAcCNAHFIYqG6nD//n3p6uqSN998U0pKSuTll1+Wt956Szo6OkTPkSAAgWgTQACiHT+j3p87d05aWlpk3bp183aqqqqSx/QcCQIQiDYBBCDa8TPmvdPh29zcvMiGc8zJsygDByAAgUgQQAAiEaZgndTO3i+++ELa2to8Des5zaN5SRCAQDQJIADRjJtRry9fviw7duwQbe7xSnpO82heEgQgEE0CCEA042bM66mpKbl06ZLs379/SRuaR/PqNSQIQCB6BBCA6MXMqMf6RL979+7kiJ+lDOmooAMHDvAWsBQozkPAUgIIgKWBCcutGzduyKuvvpq1eX0L0GtGR0ezvoaMEICAHQQQADviYIUX77//frLpR8f8Z5s0r4rAX//612wvIR8EIGAJAQTAkkCE7YbTjr9r166cXdFr9A2AyWE5o+MCCIRKAAEIFb89xp3RPLk8/TveO28Bvb29ziH+QgACESCAAEQgSKZd1Kf/fG/e+hagfQHOm4RpnykfAhDInwACkD/DyJfgjPzJpyL6FsC8gHwIci0EgieAAATP3CqLOpNXn9ydcf+68udyk5ahbxLMDl4uQa6DQLAEEIBgeVtn7erVq1JTU5Mc9799+/a8/NN5ATqHQMskQQAC9hNAAOyPkVEPtflnz549yTX/N27cKFu2bMnLXkNDAxPD8iLIxRAIjgACEBxr6ywNDAxIeXl5cs0fXff/2LFjefuoawRpmVo2CQIQsJsAAmB3fIx6l0gkZN++fUkbf/jDH+TIkSO+2NMydQ9hEgQgYDcBBMDu+BjzTidt6eQtbf9/9OiRfPTRR7Jz505f7GlfwsTEBBPDfKFJIRAwRwABMMfW6pJ1tI6O3dfhm9euXZN3331XVq1a5ZvPWna+cwt8c4aCIAABVwIIgCuWeB90hn7qTVqTbvze2trqa6WdiWEMCfUVK4VBwFcCCICvOKNR2PDwcLLjV4dtatJN3vfu3eur81q2dgirLRIEIGAnAQTAzrgY9Uo7aBsbG5M2nPZ/57ufhrVMOoP9JEpZEPCXAALgL0/rS9POX+2gdSZ9Oe3/JhynM9gEVcqEgH8EEAD/WEaipOvXryfX7HGcNdH+75Stf3V9ILVJggAE7COAANgXE6Me6TINulyDk0y0/ztl61+WhkilwWcI2EUAAbArHka90YXeSktLZd26dfN2dPy/zgUwldSW2sxnkTlTvlEuBAqdAAJQQL+AmzdvSnNz83yNdSbw8ePHfR3/P194yge1qbZJEICAXQQQALviYcwbHY+vE7NSn/Z7enqkvb3dmE2nYLWpS04zJ8Ahwl8I2EEAAbAjDsa9SB/7rwb7+voWdAibckLnBOgCccwJMEWYciGwPAIIwPK4Re4qbYJJX+vn1KlTyeUggqiM2qYZKAjS2IBA9gQQgOxZRTanNr2kD/8cHx9P1qeioiKQemkzkPpAM1AguDECgawIIABZYYp2Jm16qa+vTy785tRkaGgokPZ/xx5LQzgk+AsBewggAPbEwpgn2vRSV1e3oHzdsMXvBeAWGHD5QjOQCxQOQSBEAghAiPCDMO00/6SO/lG7nZ2d88tBBOGH2nCagYKyhx0IQCAzAQQgM5/In3VG/+i6/6lJZwDX1tamHjL+2WkGYlKYcdQYgEBWBBCArDBFN9PIyMii0T9BdwCn0tu2bRujgVKB8BkCIRJAAEKEH4RpnYCV3vwTdAdwaj31rUN9IkEAAuETQADCj4ExD5y1f7TpJTWF0QHs2HfWBtJlqUkQgEC4BBCAcPkbta7NP866/6mGtAN4w4YNqYcC/bxlyxbRtxASBCAQLgEEIFz+Rq3rk3768E812N/fL1u3bjVqO1Ph6tOXX36ZKQvnIACBAAggAAFADsPE1NSUzMzMJPflTbd//vx50afwsJK+fYyOjjIrOKwAYBcCzwkgADH9Kejwz/TOX62qswR0mNXWIanqG4vDhRkFbENABAGI6a9A2//dmn/0yVuHYoadtAlKfSRBAALhEUAAwmNv1LI+Xbt19N69e1eampqM2s6m8I0bN7JLWDagyAMBgwQQAINwwypan/J1G8b04Z/qTxhLQLhx0OGg2kehfRUkCEAgHAIIQDjcjVrVphWvTl4dAfTKK68YtZ9t4fQDZEuKfBAwQwABMMM11FLv3LkjmzZtcvUh7BFAqU6pj/QDpBLhMwSCJYAABMs7EGte7f82jABKBaD9ANpcRYIABMIhgACEw92YVb2h6v67bu3/09PTsn79emO2cy2YfoBciZEfAv4SQAD85Rl6aZna/8NcA8gLjPYD6MgkEgQgEDwBBCB45kYt6lLPXu3/2jewevVqo/ZzLVz3JKYfIFdq5IeAPwQQAH84WlOKV/u/OqgLsIW5BpAbJBWre/fuuZ3iGAQgYJgAAmAYcJDFO0ssu7X/qx+6C1hlZWWQLi1pq6qqinWBlqREBgiYIYAAmOEaSqlff/216/o/jjPaB6BNLrYlFQFHvGzzDX8gEGcCCECMoqvt/143eN0cpq2tzcrabt68mX4AKyODU3EngADEKMJjY2OeHcA6BLShocHK2qpoOfsUW+kgTkEgpgQQgBgFVjuAdWy9WxocHBTdj9fGpHMTmBBmY2TwKe4EEICYRFjb0HUCmK6175YmJyelurra7VTox1S0JiYm2CAm9EjgQKERQABiEnHtANbOVK/U19fnujy0V/6gj+uEMDqCg6aOvUIngADE5BeQqQNYq/jgwYOMAhE2hjVr1tARHHYQsF9wBBCAmIQ8UwewVlGXgS4rK7O2ttoRrM1UJAhAIDgCCEBwrI1a0k7UTDd4m5aBdgOhAvDw4UO3UxyDAAQMEUAADIENstinT58md9fymgEcpC/LtaUdwTqKiQQBCARHAAEIjrUxS9p5qp2oXsm2fQDc/NTRS7qNJVtEutHhGATMEEAAzHANtFTtANZO1EzJpn0AvPzUUUw6YY0EAQgEQwABCIazUSvaeZppmWftH1i7dq1RH/wonJFAflCkDAhkTwAByJ6VtTl1BJDXGkDqtG640tTUZK3/jmMqYk+ePHG+8hcCEDBMAAEwDDiI4nUWbZQ7gB1GKmIqZiQIQCAYAghAMJyNWlEB8FoDSA3bPgvYgbNy5crkaCbnO38hAAGzBBAAs3yNl66jZnT0TKZk+yxgx3dncxjnO38hAAGzBBAAs3yNl66jZjKtAWTcAQMGdF4DCQIQME8AATDP2KgFHQG01BuA7ctApAJiUbhUGnyGgFkCCIBZvsZLVwHINAJIHbB9GYh0SIwESifCdwiYIYAAmOEaWKlxu1nqpvXsDhbYzwdDBU4AAYj4D2CpVUCjVj0dCUSCAASCIYAABMM5NCs2bwbvBkUng/EG4EaGYxDwnwAC4D/TQEtcahlomzeDdwOlAjAzM+N2imMQgIDPBBAAn4EGXZzeLOMwCzhobtiDAAREEAB+BVYR0E1t9K2GBAEImCeAAJhnbNRCeXm50fKDLlzfZmgCCpo69gqVAAIQ8cgvJQA9PT2yZ8+eiNcS9yEAARMEEAATVC0rM9NeAZa5ijsQgECABBCAAGFjKjsCLAqXHSdyQSBfAghAvgRDvn6pdYBCdm9Z5uNYp2WB4CIIGCaAABgGbLr4pdYBMm2f8iEAgegSQACiGzs8hwAEIJAXAQQgL3xcDAEIQCC6BBCA6MYuK8/v3LkjjALKChWZIFBwBBCAiIb8/v37Sc+7u7tlcHDQsxZDQ0OydetWz/O2ndDF60ZGRuTMmTMZ62Wb3/gDgSgSQACiGDUR+fDDD5OeP378WE6fPh2L5RN0K8hPPvlEnj17JrrR/aeffiqO0EU0TLgNAasJrDhx4sS8g++9917yc+ox56TXOee45ku/zjmXflzzep1zjudS3nKu8duHbMtLr5fjey6MfvKTn0hRUZEWlUxzc3Ny8uTJ5Of08nQm8G9/+1v5xS9+8Tx3eHFSB9L9c5zS43qzn52ddQ4lP3/wwQee1yxVnp7Phavjm9t1zrmolef4TZ0y//aUj6b0+Dr80o9rXq9zznG/y1uuD8mKefynaE7vHqTACGgQU38gyzE8NTUlv/71r+cvVTE4fPiw65IPv/zlL+XnP/+5NDY2zue39YMKgN7wnaT1euONN2T79u3OIf5CIHQCfvw/HHolnjuwwhZH8ENkbmJI/t7XK93dwzLtACmulMbv7pNdTTukqvTbp35dMO3YsWPJJpLi4mLZtWuX683fKSIqf9etW5es12effSZar3379nHzj0rw8DOSBBAAK8L2TCb6z8mpswMvbvyOX7NjkvjijCQu/l2af/xDadnwUvKMPhVrG/mhQ4ekubnZyR35v1qvRCIhBw8eFF0SggQBCJgjgACYY5t1yXMPeuXM53rzL5HKxv2yd1eTNFTpjf6ZTAz1yqWLf5PE2Kh0nzotL73zljSvJWxZwyUjBCDgSYBRQJ5ogjoxKdf/cllGZ0uksvlN+dHRA89v/mp/hZTXNsvRn/5Uvl+3WmT2rvRcvi1smBhUbLADgXgT4FEy7Pg+HpEbt2dEVjfLkVerpdTNn6K1Ut+yW3qHu2T0xqDcba+T2kKV7olu+fA3XTLmxkmKpaxmr7x6sDlFRF0zchACEBC2hAz9RzA7ekfuzIp8p3qTVL4Y2bnIr6LyjbKprFjkmwm5P/liqOSijAV9YFamh7vl7MmTcm7oUUGToPLmCOQ7is+cZ7mXzBtA7szCuaKoRF7SUUCTC83rUg9x6gReWLsM3ypb5F/ebpYFG2LOTcjNP30qp/vG5HrvLWmpbZBvu8wzlMMpCBQwAQQgasEvLpVVKzO8KrjUZ3p6flCpy1n7Duks4JKSktwdKyqXukN7ZXPirAzfuSOjsw2F21SWOz2u8CAwO3RO/uOPCfnG47we/k7jD+Vfj9ZK1Fpmo+ZvhhBE81RxVbVUa8vOnREZyzAlb+7BsHz59TciZWtl7fP5ANnUuLW1VQYGBrLJak0eFQCdE0CCAATMEuANwCzfpUt/aZPs2Fwqw8NX5U9f1MiPWp53BD/ul4//86zcXt8ohw5uldJrvTI6Wyo1390tVbm9ACztQ1xyzNyV7rMXZXhWpLimWqp4vIlLZK2oR1Sf8jPBQwAy0Qnk3GqpP7xfem93yWj3J/K/j515APXy+vFvpPNPndL1SSLZX19Wd0Ta6lcv8Gp0dHTB94L5MtYlvznR5V7d4k1y6PA22v/d6XAUAvMEEIB5FOF9KFq7W17/waR8erpXxhIX5Kz+W+TOrDyeGpP7D59JefmLsM3MxGtWgK4HVF6+oGt3EQnvAykT6Zgs542JMxB4TuDFnQQkIRJYIeV1r8lP/7lG/v7ll9J/MSFjzkjP5FpAO2TtgxtyMdErn3xwb8GSECE6bcS0LgmdlQC4jQIy4hGFQuBbAt8k/ij/ri/jaSnKTUMIQFoww/xaVF4re/frv6MubuyTpl3X5fKlu7K+/MV0Mb1Z6lMznaYuyDgEAQhkJIAAZMRj08kiKa1qkJY3GxY4pQKgT81xSePj47JmzZq4VId6xIhAlJ/0vcLAOAkvMjE5rqtrdnZ2RqY2T548YQ/jyEQLR6NOAAGIeAQrKyuTe+h6VaOsrMzrlJXHVQBIEIBAMARoAgqGszErK1euNFZ2GAWPjY0l9wLwtF3eLG+/F5/9DzzryQkIBECAN4AAIJs0sXr1atH1gEgQgAAEciWAAORKzLL8KgCZkjYB9ff3Z8pi1bnh4WFGNFkVEZyJMwGagCIeXb3B603TK23ZskXOnz/vddqq485opmUtBGdVTXAmTgSKa4/Kv73nNjQ7+rXkDSDiMdQN4uOSdD4D+wDHJZrUIwoEEIAoRGkJH/WmGYc1gXQEUGnpi0luS1Sb0xCAQJ4EEIA8Adpwud40Mw2fbGtrk1u3btngakYfdBJYdXV1xjychAAE/COAAPjHMrSS9KapN0+v1NDQIFHYFGZyclLiNqzVKyYch4ANBBAAG6KQpw86EiiTAORZfGCXP3z4UCoqKgKzhyEIFDoBBCAGvwAVAN1FyyvV1tbK4OCg12lrjjME1JpQ4EiBEEAAYhBoXQk0UyewNhFp84rNaWpqKtkBzBBQm6OEb3EjgADEIKJ603SWhY5qdbSPgiGgUY0efkeVAAIQ1cil+a0CoE/RbikKK4KOjIyILmxHggAEgiOAAATH2qilTCOBorAiqHZiL7WshVGAFA6BAiSAAMQk6Dp6xmtROH2y7ujosLqm2onNCCCrQ4RzMSSAAMQkqLokhFdHsN5YBwYGrK6p+k4fgNUhwrkYEkAAYhJUHQk0MzOTsR/A1rkC3Pxj8iOkGpEjgABELmTeDtfU1CQ3iHfL0d7eLrrZio1JhemVV16x0TV8gkCsCSAAMQpvpo5graZXE1HYCFQAaP8POwrYL0QCCECMop6pI7i1tVXu3r1rZW11oToEwMrQ4FTMCSAAMQqw9gN4bQ6jQyy9RgmFiUA3gdERQHQAhxkFbBcqAQQgRpHXkUBeM4K3bt0qQ0ND1tVW30q074IEAQgETwABCJ65UYu6BeRXX321yIatewNr+z8zgBeFiwMQCIQAAhAI5uCMaFu6LquQnmzdG1ibpTZt2pTuLt8hAIEACCAAAUAO0sTGjRs9R/vYuDOY9lls2LAhSETYggAEnhNAAGL2U8g0IUx3Brt37541NXYmgLEEtDUhwZECI4AAxDDg2qnqNuRzz549Vi0JoU1VTACL4Q+QKkWGAAIQmVBl76i2qd+8eXPRBXrcpqGgtP8vChEHIBAoAQQgUNzBGNN+ALf5ALYNBVUfGQIazG8CKxBwI4AAuFGJ+DHtBygtLV20LpDebH/1q19ZUTva/60IA04UOAEEIKY/ALf5AKtWrRLdHcyGVUG1iWrz5s0xpU+1IBANAghANOKUs5fa3j84OLjoOl0V1IYZwbdv32b8/6LocAACwRJAAILlHZg1be7RNnZdayc12TASSH3SJiB9SyFBAALhEUAAwmNv1LKOrdcF1tKHg+7YsUP6+vqM2l6qcBWm+vr6pbJxHgIQMEwAATAMOMzit23btmg4qIrChQsXwnQr6RPLP4QaAoxDIEkAAYjxD6G2tlZ0rf3U1NjYKOfPn5dHjx6lHg70M8M/A8WNMQh4EkAAPNFE/4QOB9V0//79BZU5fvy46zyBBZkMfdG2fx2iqktXkyAAgXAJIADh8jduXTtar1+/vsDO/v37paenZ8GxoL7o8E8dikqCAATCJ4AAhB8Dox7U1dUtWv9Hm4HC6ggeGBigA9hoxCkcAtkTQACyZxXJnPoGMDMzI1NTU/P+7969O5SOYG2KUl+cpql5h/gAAQiEQgABCAV7sEZ16Kd2vDpJRSGMjmBtilJfSBCAgB0EEAA74mDUC20Gunbt2gIb77777qJjCzIY+KLNP+oLCQIQsIMAAmBHHIx6oU/8ExMTC5qBgp4R7DT/qC8kCEDADgIIgB1xMO5FejNQc3OzdHZ2GrfrGKD5xyHBXwjYQwABsCcWRj3Rppfu7u55Gzt37gx0aWiaf+bR8wEC1hBAAKwJhVlHnNFAzqQwXRpaN4lPJBJmDT+fiKajf2j+MY4aAxDIiQACkBOuaGfWZqDUSWHHjh0LZEKY2ty1a1e04eE9BGJIAAGIYVC9qqTj/7UpxkkHDhwIZEIYk78c4vyFgF0EEAC74mHUG2cClrNAnD6Vnzp1yqhNx5Zj26gxCocABHIigADkhCv6mZuamuaXiK6oqBDdQN5kP4Cu/aM2SRCAgH0EEAD7YmLUI+0H6O3tnd8pzGQ/gO78pbaY/Ws0pBQOgWUTQACWjS6aF+oyzLob140bN5IV0H4AU/MBnJ2/WPo5mr8VvI4/AQQg/jFeVMPUpSEOHjxobD7AlStXWPphEX0OQMAeAgiAPbEIzBNdj1+XhtA5ATofQDeIuXTpkq/2tWy1wdr/vmKlMAj4SgAB8BVndArTEUDaPq+pvb19wSxhP2qhZTP23w+SlAEBcwQQAHNsrS7ZEQDtqD18+LD8/ve/981fLVP7GBAA35BSEASMEEAAjGC1v9DUzmDdIeyrr76S8fFxXxzXm39VVRX7/vpCk0IgYI4AAmCOrfUl65LQzgJxP/vZz+TixYu++Kxl7t2715eyKAQCEDBHAAEwx9b6kvUpXZMu1aDDQU+fPp23z87MXxZ+yxslBUDAOAEEwDhiuw0cOnQoORPYGQ766NGjvBzu6ekR3WuABAEI2E8AAbA/RkY9rKmpkdHRUZmcnEzaSd07OFfDOvRTy2Lmb67kyA+BcAggAOFwt8ZqSUmJ7N+/X/r7+5M+aYfwcpMO/dSytEwSBCBgPwEEwP4YGffQGRKaj6GpqSnW/ckHINdCIAQCCEAI0G0zqU/suldAPuny5cvJMlj3Jx+KXAuBYAkgAMHyttaaNt1o0if5XJPz9O+Ukev15IcABMIhgACEw906q/rk/v7774s+yeeaePrPlRj5IWAHAQTAjjhY44V25ObyFsDTvzWhwxEI5EwAAcgZWbwv0L6AXN4CePqP9++B2sWbAAIQ7/jmXDttx9e1fLJ5C+DpP2e8XAABqwggAFaFI3xntC9ARaCjo2NJZzRPS0sLi74tSYoMELCTAAJgZ1xC9UrnBeiMXv3nlZzzLPnsRYjjELCfAAJgf4wC91DnBRw5ckTOnDnjalvX+9dzmodZv66IOAiBSBBAACIRpuCd1K0cy8vL55eLTvVAO371HNs9plLhMwSiRwABiF7MAvO4tbVVurq6FjQFadPP1atXk9tIBuYIhiAAASMEEAAjWONR6Lp165I3+o8//li02UdX+9TP2vTDkg/xiDG1KGwCKwq7+tR+KQJNTU3JrSJPnjwp09PTUl9fT9PPUtA4D4GIECiam5ubi4ivuBkigStXrkhlZaVUV1eH6AWmIQABPwkgAH7SpCwIQAACESJAH0CEgoWrEIAABPwkgAD4SZOyIAABCESIAAIQoWDhKgQgAAE/Cfw/XVS0PXam42IAAAAASUVORK5CYII="></p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>line of approximately correct curvature as shown</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAX8AAADiCAYAAACmy8dOAAAgAElEQVR4Ae2de2xVx53HfyaAMQ9jHuZtkwQ7PA3FDhThGJK2KRQIpWnVRBXa3UaKlN3sRkl2td1slSpaqWH/qBRtdtNKySqNViRKdtuEEIxCoNBATIjBUDCYh3nbPB3zMGBiSPHqe+mY4+Nz7r3nce+Zc853JOveM+fMzO/3mevfnfubmd/kdHZ2dgoTCZAACZBArAj0ipW2VJYESIAESCBBgMafHwQSIAESiCEBGv8YdjpVJgESIAEaf34GSIAESCCGBGj8Y9jpVJkESIAEaPz5GSABEiCBGBKg8Y9hp1NlEiABEqDx52eABEiABGJIgMY/hp1OlUmABEiAxp+fARIgARKIIQEa/xh2OlUmARIgARp/fgZIgARIIIYEaPxj2OlUmQRIgARo/PkZIAESIIEYEugdQ52psoFA5+V6WfPBdmmRQilb9LDMGtHPcFdEOs7I9o83SH1rPyl9eIlUFeV1v88rEiCBUBLgyD+U3eaf0DmDJ8u8ilHS61aL1G+sk6YO4/EO16Wp9jOpb/2z9C/9psym4fcPPGsigYAJ0PgH3AHBN99bBk+rlAeKB4q0N0pNbZN0JITqlI6mnVLTeEV6FVbI9x4oltzghaUEJEACPhGg8fcJZKiryRksJVVzpLQ/7P8XUtt0XTov75VP/nBQ2nuNkop5k2VwTqg1pPAkQAImAjk8xtFEJLaXGOlvlQ/WH5T2/qNkXF6rNLfmSvG8BfLtksFC2x/bDwYVjygBjvwj2rHO1cqR3KJyqSwdJNJ+VpoTfv45UkXD7xwlS5BACAjQ+Iegk7InYj8ZcfcY6Z9o8C4ZUDBQ+mavcbZEAiSQRQI0/lmErXtTnW2NsqWmUdoTgt6Ulrptsvfy17qLTflIgARcEKDxdwEtkkU6L8jeT7+Qk+13SeGsR+QHs7D886zUbd4vl42rPyOpPJUigfgRoPGPX59baPyVnN9RI3Utf5b+xd+U+dMKZci0OVJR2EdutfxJNu+9ILT/FtiYRQIhJkDjH+LO80d0rPKpk431LXKrf6lUVpVKPpb25AyVafO+IYW9bkrL9j/IZ03X/WlOu1puyOlVz8rk4mKZ/NQqOX3LSsBbcnXnq7KwuFiKF74qO69aPmRVkHkkoC0BGn9tuyZLgnU0SW3Czz9ISivLpSj3zqLOrt2/ckUaa3aadv9mSb6MN9NXxix9XlYsGiPX1v67/OJ/9slVc5tX6+SNf/2NNMj98tzLfyXlA/lvY0bE6/AR4Kc4fH3mn8SdF6T+k0+lsf0uGVb2gEX4Buz+ve3+6b771z8RtKipV7Es/cW/yKIBp+WTX7wob+y8ZBDrkux8Y4W80iAy5bkX5MnyAsM9viWB8BLgJq/w9h0l95UA3D//LN9+5n25NuWfZNXv/l7KB4pc3flf8qNlv5KGrjyOl3zFzsoCI8BPcmDo2bBeBO64f6ThN/LS7xrllnL3DFgk//Yff0N3j14dRmk8EuDI3yNAFo8WgVunV8nfffsZWSvflX94QuTN/9wr81/9X/n1smLhSClafR13bWj84/4JoP4mAgb3j4gMWPSq/OHXy2QMLb+JEy/DToAf6YB68M033/S15WzVd/PmTdm9e7fgNZoJ7p+/lZ99Y4CIVMnP/nEhDX80Ozr2WvEkr9h/BNIHcOnSJamurpa8vDw5efKkLFy4UPr06ZN+BWF5sld/KRiB0wuGSsEg/ouEpdsopzMCHPk74xXbpzHSh+G///775dFHH5Xhw4fLxx9/HHoeFy5ckFWrVoVeDypAAk4J0Pg7JRbT5zdt2iT33nuvTJw4MUEAXwJI9fX1oSbyq1/9KtTyU3gScEuAxt8tuRiVO3jwoLS1tSVG/UptuHuqqqpk+/btcu3aNZUdqlfMXRw+fFgWLFgQKrkpLAn4QYDG3w+KEa4D7p4dO3bI/Pnze/j3CwoKZNasWVJTUxNKAr/85S/l2WefTcxhhFIBCk0CHghwNssDvDgUheGHu6ewsNBS3UmTJgl+GZw6dUrGjh1r+YyOmfDzl5SUyNy5cy3EK5Jl//0nWWZxh1kkEBUCHPlHpSczoEdLS4scPXq0m7vH3AzcPxUVFfL555+bb2l7ff36dXnllVfkpz/9qbYyUjASyDQBGv9MEw5x/bt27ZLp06f3cPeYVbrnnnskPz8/8QvAfE/H63Xr1smiRYuktLRUR/EoEwlkhQCNf1Ywh7MRTPKWlZWlJfzMmTMTcwO6b/7C0s5nnnlGnnzyybT04kMkEFUCNP5R7Vkf9II7J92EOQH8HThwIN0igTz33nvvyQsvvCBDhw4NpH02SgK6EKDx16UnNJLj2LFj8tJLLwncOU4SRv979uzRNvQDRv0rVqyQxx57zIlafJYEIkmAxj+S3epNqbq6OlcV6D7656jfVbeyUEQJ0PhHtGPdqoVRv5ek6+ifo34vvcqyUSRA4x/FXvWgE0b9Tnz95qbU6L+5udl8K9BrjvoDxc/GNSRA469hpwQlEjZqITn19ZvlxejfrevIXJcf1xz1+0GRdUSNAI1/1HrUgz779u1LjPq9RrnE6B/JqwvJgyrdim7evJkrfLoR4QUJCE+m44fgNgHs5sXfuHHj5J133pGPPvrIExq4jvbu3eupDj8Kq928S5cu9aM61kECkSHAkX9kutKbIohuid28V65ckXPnzsmMGTM8VQjXETaJ4QslyISgc5WVlaGKOxQkL7YdHwI0/vHpa1tNEZJ5//79iQBu2KSF0Ad+JHyZ4EslyPT6668zhk+QHcC2tSVA469t12RPMARvmzx5sgwYMEC2bNniabWPUWpEA8WXSlDx/rdu3ZoQhzF8jL3C9yRwmwCNPz8JiV25CG+MtHbtWikvL/eFCr5M8KWCL5cg0po1axLx+oNom22SgO4EaPx176EMy4cVOYjIiRU6WOo5cuRIX+Pe4EsF8f6znaAL/P1YdspEAiTQkwCNf08mscppbGyUadOmJXSGi+ahhx7yVX+17FPtIfC18iSVrV69OhG5My8vL8lTvEUC8SVA4x/fvk/44tXyTmDAxiyvq3yscCIsdDYnfrG8EwHc/Jq4ttKJeSQQdgI0/mHvQQ/yY2UPJmVxGhcS/P04ltHvhDaOHDmStYlfuHuefvppX91XfjNhfSQQNAEa/6B7IMD2YfwxIYuUCX+/Ug1fLmgnW/F+sLxz4cKFqnm+kgAJWBCg8beAEocsNdFbUFCQUDcT/n4jx+LiYqmvrzdmZeQ95jCQMuG+yojArJQEAiJA4x8Q+KCbPXnypNx3331dYsDfn8n18GPHjk20denSpa42M/Fmw4YNwlAOmSDLOqNGgMY/aj2ahj44Zxc+ePjiVYLxVy4glef3K0I+4BdGphImet99911O9GYKMOuNFAEa/0h1Z3rKYNPVhAkTuiZ6EfJ427ZtGY9/gzYzueFr165diTg+PJ83vc8Bn4o3ARr/GPb/oUOHBD54lZqammT58uXqMmOvmF/AhrJMrfnHjt4lS5ZkTH5WTAJRIkDjH6XeTEMXxNlBtE3jgS2Y/J09e3Yapb0/gnkGzDf4nfDrZeXKldzR6zdY1hdZAjT+ke1aa8Ww3NLo68dTtbW13b4MrEv6k4vzAuD3x7yDn2nnzp2JA1u4o9dPqqwrygRo/KPcuxa6Ybml0eWDRzBiLioqsnja/ywEe0PIB7/X/P/+97+XuXPn+i8waySBiBKg8Y9ox1qphWWWHR0d3SZ24X+fM2dOVnfD+u36gQ4NDQ1c22/V6cwjARsCNP42YKKYjYlds8vnxIkTvsXvT5cZXD9YaupX2rRpkzz++ON+Vcd6SCAWBGj8Y9HNt5U8fvx4D5cPll5OnDgxqxSU68evVT+I4EmXT1a7kI1FgACNfwQ6MR0V1CoftdNWlYG7ZOrUqeoya69+uX7wBeLHmcNZU5wNkYAmBGj8NemITIthtcoHbSIC5rBhwzLdfI/6cWiMHxu+sHKILp8eeJlBAikJ0PinRBSNB+DbHzVqVDdlsDYeKYgdsdjwlZubKzhPwEviKh8v9Fg2zgRo/GPQ+1hTj5E/JlqNCRPAlZWVxqysvsdGMy8bvvDlVV1dzVU+We01NhYVAjT+UenJJHoow68ObVGPYmfvlClT1GXWX7HfADK4TdjYhUNbmEiABJwToPF3zix0Jc6ePSvjx4/vITcOVjcv/ezxUAYzsNkL+w4wGe0mIRJpVVWVm6IsQwKxJ0DjH4OPACZWMcFqTlj6qQ5YN9/L1jVcUW53+7722msZOXYyW7qzHRIIkgCNf5D0s9A2dvViYlWd2GVsEv7yTB7gYmzL7j1cP/hl4jTt3r1bFi9eHMhktVNZ+TwJ6EiAxl/HXvFRJkzqmtf2o3oV1sHHplxVNWLECFcjf8QoWrBggas2WYgESECExj/in4IzZ8702NULlb/88kspKSkJXHvs9nWz5BO7eoPYnBY4MApAAj4RoPH3CaSu1cCfjtG1OWUzhr+5bfM1lnw6cf1giSd29QbtsjLrwWsSCBMBGv8w9ZZDWeHawYSueYknqsFKH6svBYdN+PI4Np/hF0q66cCBAzynN11YfI4EbAjQ+NuAiUI2RtNjxoyxVOXy5cuBr/RRgjn1+2Oyt6KiQhXnKwmQgAsCNP4uoIWlyOnTp3uEdFCy4wAX845fdS/br/hlgl8o6YZ6QAjnyZMnZ1tMtkcCkSJA4x+p7uyuDIyplWvn+vXriQd1OvIQv1DS8fsrf7/VCqbu2vOKBEggGQEa/2R0QnwPht/O349J4OXLl2ulXbp+f/r7teo2ChNiAjT+Ie68ZKIn8/fji2Hw4MHJimf9HjahpbPTl/7+rHcNG4woARr/iHYsVs/YhWo+f/581k/vSoUZ6/3z8/MFO5KTpT179ljGKUpWhvdIgAR6EqDx78kkEjl2/n4op9MyTyNs+PGxft8uYa5Ch5AUdvIxnwTCRIDGP0y9laasavSM0bRV0mmZp1E+/FJRB8wY89V7HecqlGx8JYGwEaDxD1uPpSHvxYsXky7jDOroxlSiw/gnO9R93759gZ4/kEp+3ieBMBGg8Q9Tb6UpK0bPdv5+VIHQDsnup9mM749hdVJbW5vg5DGrVFtbG+j5A1YyMY8EwkqAxj+sPZdE7tbWVtvNXbpE87QTH18Aym1lfga/WKwOpTE/x2sSIIHUBGj8UzMK3RPwjVvF74ci7e3tWkTztIM6fPhwy81emOzFLxZu7rIjx3wScEaAxt8ZL+2fxqgZSyatgrlBeB3X+Buhwh119epVY1biPSd7eyBhBgl4IkDj7wmffoUx2Qvjb5d0XONvlBXGH2cNmBMne81EeE0C3gjQ+Hvjp11pjJpHjx5tK5fVqNr24QBu2AV4w94EhIBgIgES8IcAjb8/HLWpJdnOXgjZ0NCg/QlYVjt9cdg8J3u1+ZhRkAgQoPGPQCcaVcBSSbvNXcbndH4P43/t2rVuInJnbzccvCABzwRo/D0j1KsCGH+7lT6QVNcNXkaKcFsZd/pieSqOemQiARLwjwCNv38sA69JhXFOJoiuG7yMMg8cOLCb8cfy1MrKSuMjfE8CJOCRAI2/R4A6Fb9x44bk5ubqJJIrWWD88QtGJa70UST4SgL+EaDx949l4DXBVZJspU9jY6MsXrw4cDlTCQC3FX7FqIQVSvhCYCIBEvCPAI2/fywDrwnGv2/fvknlGDJkSNL7OtxUG9TUpG8YVijpwI0ykIATAjT+Tmhp/mxHR4eWAdvcYMPh8vD1Ix0+fNhNFSxDAiSQhACNfxI4YbsFV0n//v1txQ6T7xxzF2pD2rZt26S0tNRWL94gARJwToDG3zkzbUtg5J9qjX9YfOcqxg8CujGRAAn4T4DG33+mgdWYLKZPYEK5bBhzFxj5M6CbS4AsRgIpCND4pwAUptupjD9CP4Rp5H/lypUw4aesJBAqAjT+oequ5MKmWuPf1NQUuvg4YZqnSN47vEsCehGg8derPzxJo+PRjG4Vwlp/uHyQwvJrxa2uLEcCQRCg8Q+COttMSUCt9Q+TqyqlUnyABDQiQOOvUWd4FSXVCBkHvYQpwY119OjR0LmqwsSYssaXAI1/hPo+lfEPW1hkHOzy9ddfR6iHqAoJ6EOAxl+fvqAkFgQuX75skcssEiABrwRo/L0S1Kh8st29GonpSJQNGzZwd68jYnyYBNIjQOOfHqdQPJVqd28olDAImSxCqeExviUBEnBBgMbfBTQWIQESIIGwE6DxD3sPpik/wj3zKMQ0YfExEogBARr/CHTyzZs3U2rR2toauqMQz58/L1OnTk2pGx8gARJwToDG3zkz7UpcunRJO5n8EOirr76SMWPG+FEV6yABEjARoPE3AeGlPgSGDx8u+AJgIgES8J8Ajb//TFkjCZAACWhPgMZf+y5KLWBUd8HicJpbt26lBsAnSIAEHBOg8XeMTK8Cp06dknXr1iWEevvtt0Udeq6XlM6lqampka1btybO8V2/fr3zCliCBEggKQEa/6R49L8JI6lGxxgpb9++XX+hU0iICexDhw51PYUvOJxPzEQCJOAfgd6qqjfffFO9Tbw+8cQTiVdzPjLt7tnlp1MGz5jbsqtP5Tspo5sMZtnd6IQy5glRRMHEn6pPMcWySRyMgmvzPciCpPLxXpW7fefOPbt8J2WMbVnVp5au5uTkJJrHl9tHH33UJZ9VGSWn3T1zfioZcN9NGatyiqub+tyUoQy3bZcTDqqPnJTBs6qcuZ9UvpP63JRJVwY8Z045nZ2dneZMXmeeAD4sxs5222JdXZ3s3r07URzG8lvf+pZlCOTGxkb57W9/Ky+//LLbprJWDsZ/1apVcuTIEfn888/lxz/+ceJPxfjPmiBsiASSEPDrfzhJExm91TXyz2grrNwZgc42aWo4IPvrG6S5XU149pFhpdNl6qSJUlLYr6u+iooK6d27t+BLYMmSJYIwyGFPMPLLli2TNWvWJPTCexr+sPcq5deNAH3+mvVIZ9sh2fDe+7L+i70Gww8hb0prY51s/uj/5MPtZ6TDILfaCBUFw6/UgrGHXn379pWoBaxTOvKVBIIkwJF/kPTNbXdekL2ffiEn229Jr2GlUj51kkwsKZRcEelsa5K9u3dKXWOrtNZvkE/6LZYlZUPltlfcXBGvSYAESCA5ARr/5HyyeLdTvjqyU+pabkqvYTNk0cJyGZF7x7Tn5BdJWdVoGT96i6zdfExa9u2X5vvmSpHhmSwKq0FTF6X+w9WyvfXP1rL0Hydl98+U6X/58rR+iLkk4J6AH3N27lv3XpJuH+8MfarhmjQfPSe3pECmzp3ezfDfaaC35E+YIVML+4i0N8nx8zfu3IrgO5ziBbePq9TeLPWbq+WDLSe7uchc1cVCJBBBAhz569Kpty7KmTMdIncVy6hhfeylyhkko0YNEGm5IhcutYsUwSkUzYRVP+alrD01HSmzfvQ9Kcs3jmO+lraT22XTxv3SeuSQNM0qkpJ+d35F9ayDOSQQPwI0/qHr87sktx8M/pUuyaN4fCOUKy4uFmxic556S35xmUwdc1Q2N38pZ1puSEmEvySd82EJ5wQ6pGnLB7K+sT1J0f5S+vAPpCoknzXjcCmJUrylH4Hekpd3+xcCV8Po1zuUiAR0J8CRvy491GuIjB6dK43NLXK29aYUwa9vlTovyYnjF0RkgAwZHF2Xj5Xq6ed9JS3122RHc4dIr2IZXehy3iD9BvlkbAiEa3SfrFto/JPRyeq9ATLu3pHSq/mk7Nu6R8Z3rfa5Koc/+VA2nx4opRXT5e7c47IPK4LGTZcyuy+IrMqducbOnDmTRuXnZPvv3hLriEZ9pLCiXCbQ358GRz4SNwJ0+2jT4znSb0K5VBT2kVutu2Xtx5/JnsMt0iEDpWT+d+WBCSJHtm+S9Z8dk/b+98gDc+6WO/t8byuhYuJoo5IPgpSXlwsCuzlN2Cdx/7yF8l3uhXCKjs/HhABH/jp1dM5QmTb/AWnb9JkcbG2UHZvxZyHgV21y7lK7TMjP77bJC9Ew7Xb5jhs3TlauXBmK2D5GjXHofHt7skk2q9U+xhr4ngT8JNAujevflsYeVYbPHcSRf49ODDYjJ/8eqVz6fXn4m+VS2m3JJ2L7lMus+0tlmLTKwQ0fympTmIdkkufl5SW7reU9hHFG3CImEiAB/wnwP8t/pt5rzMmXoqnfSPxVWdRWNnGSHN6zT84MGZQI/WDxSCSycD4BzvE9ceKElJaWRkInKhF2AuEb4dsRp/G3I6Nzfm6hlMx6UEpMMp49e9bW7WN6NDSXEydOlKtXr4ZGXgpKAmEhQLdPWHoqZnLC5WM3fxEzFFSXBDJCgMY/I1iDqTTVCBmTpxcuYI9AOFJubq5A5traWguBh0jZ9/9annhisSm0g8WjzCIBEuhBgMa/B5LwZly5cifkg5UWlZWV0traanVLuzx8SQ0aNEiiGrpCO+AUKHYEaPwj1OWYII1KunHjhgwcOFCGDRvmMr5PVEhQDxLIDAFO+GaGayC1wk8elYSRPwK7DR06VI4dOxYVtahHaAnkSlHV4/KE1fK7kOrEkX9IO85O7GS7fAcPHixh+YLArxiM/JHmzJnjapevHSPmkwAJiND4R+hTgNUx2OVrl7Bs8vz583a3tcpvbm7u8veXlJSk2OWrlegUhgRCQYDGPxTdlJ6QWB0DX3nYk/r1okJVFxUVJTZ6hV0vyk8COhGg8depNzzKMnr06JRLOVMtB/Uogi/FzTGKoFcY5PZFeVZCAlkiQOOfJdDZaAbn3SYzklgz39DQkA1RPLUBHfLz87vqsF/r3/UI35AACTgkQOPvEJjOj2NlTLK1/mFZMw/jD11UQnyfw4cPq0u+kgAJ+ECAxt8HiLpUUVBQIJgoTZYuXryY7LYW93CIi9H4jx07VrZt26aFbBSCBKJCgMY/Kj0pIn363D768dq1a5ZaITJmdXW15T2dMtva2kRN9iq5Fi9eLI2NPaOoq/t8JQEScEaAxt8ZL+2fxqEtyQ8/0V4FgfHHrxhjuvvuu0OzR8EoN9+TgK4EaPx17RmXciEeDkI72yXdN0zZRfMM0x4FO/bMJwGdCND469QbPsgCX3myFT+6b5hCWAdM8JoTV/yYifCaBLwRoPH3xk+70jD+X375ZVK5dA7xAOOvwjoYlcBGr5qaGmMW35MACXggQOPvAZ6OReErT2bcZ8+erXWIB3xxjRo1qgdatfoHXw5MJEAC3gnQ+HtnqFUNWPGDDVLJvgCSuYWCVgZymyd7lUw4j6CpqUld8pUESMADARp/D/B0LYoAb3Yj5KlTp2q7yxeGH7KrJatmvvjVwvDOZiq8JgF3BGj83XHTuhRcJHbGH4LrutELMltN9irYnPRVJPhKAt4J0Ph7Z6hdDfCZ20366rzRC0tUlW/fCiomfVeuXGl1i3kkQAIOCdD4OwQWhsfhOknm84cO169f104VyDxy5EhbufDFoPs+BVvheYMENCNA469Zh/glTrIvgOXLl6eMAeSXHOnWg5AUVjt7zeUrKipk//795mxekwAJOCRA4+8QWFgeHzNmjO1OXx2Pc0QMf4SmSJVg/Ovq6lI9xvskQAIpCND4pwAU1ttwkSA6plXSMVQC/P04tCVVmjx5Mo1/Kki8TwJpEKDxTwNSGB8ZMWKErd8f9w4ePKiVWqdPn7bc3GUWEuGdz507l3Q1k7kMr0mABHoSoPHvySQSOQiJjDN9rQ50x3zA8ePHtdETZ/aqNf7pCLVo0SI5cOBAOo/yGRIgARsCNP42YKKQrUbJZl3gW9cprv/58+fT8vcrPeD337Jli7rkKwmQgAsCNP4uoIWlCNb7W4V3zsvLE2yYSrYRLJs6njx5Mi1/v5IJfv+1a9eqS76SAAm4IEDj7wJaWIrAt293rCPi5LS2tmqhyqlTp9Ly9yth8YsG+wFQjokESMAdARp/d9xCUUr5/a02fE2ZMkX27dsXuB5Y39/R0ZGI6eNEmIceeojr/Z0A47MkYCJA428CErVLjJKtXD9wCemw4sepv1/1z4wZM2Tjxo3qkq8kQAIOCdD4OwQWtseLi4stV/aMHz/eMj/b+sHfbxW/P5UcM2fOTMT50TFMRSrZeZ8EdCBA469DL2RQBrXeH8spjUmXAG+Yk0hnZ69RdrzHpPXixYtl165d5lu8JgESSIMAjX8akML8CGLjw7haTfwGHSQNE7bYi4C5CTfphz/8oezevdtNUZYhgdgToPGPwUcALh4rvz/Wy584cSIwApAJS07dJiz5fPfdd90WZzkSiDUBGv8YdD+WRR49erSHpojxY5Xf48EMZeBULsxJuE1qySdH/24JslycCdD4x6D3cSauVaiHII90RNgJN0s8zd21dOlSqa+vN2fzmgRIIAUBGv8UgKJyG+6VI0eOdFMHcwFBnYyF4Gz33ntvN3ncXGC9/+rVq90UZRkSiDUBGv+YdD+WU5oPP8eKmaAmfQ8dOuTJ5aO6Da4fJO72VUT4SgLpEaDxT49T6J+CkYSbxRzlM4hJX3VqlzLcXuHC9bNp0yav1bA8CcSKAI1/jLobbha4W4wJxj/bE6Zu1/Yb5Ta+p+vHSIPvSSA9AjT+6XGKxFNYWQN3izFhGeiePXuMWRl/75fLRwmqfkFk+0tMtc9XEggjARr/MPaaS5lhJHFIOtwuKqmdvtkKk6BcPm529SqZrV7h+tm6davVLeaRAAlYEKDxt4AS5Sy4fsy7fZcvX97jF0GmGKBtyICdx34muH644ctPoqwr6gRo/KPewyb94Poxr4tHeGfzSiBTMd8u/Xb5KMHwqwZ6cPSviPCVBJIToPFPzidyd2Ekzat+ysrKpLa2NuO6YqUR3E7KR+93g4j1w+Md/abK+qJKgMY/qj2bRC+4XYwbvu67776sbPZCm2g7Uwmnk7322mvaHE+ZKT1ZLwn4QYDG3w+KIasDAdGMbh4VHrmxsTGjmqBNtJ2pBD2efuJZToMAAAUISURBVPpp2blzZ6aaYL0kEBkCNP6R6cr0FUGsHyTjrliMmjN5rKNqS7WdvrTOnly4cKG8/vrrzgrxaRKIIQEa/xh2OlRGRE+coqUS/P7r1q1Tl76/oi20memE4x2RMv0rJtN6sH4SyDQBGv9ME9a0fvje9+/fL+qEL/j9q6urJRPr/dEG2sqkv9+I+Sc/+Yls2LDBmMX3JEACJgI0/iYgcbnE6VkTJkzoiuev/P7mHcB+8MCZAWjL7YldTmWYN2+erFixghO/TsHx+VgRoPGPVXd3V9Yc7mHBggU99gB0L+HuCvsKSkpK3BV2UWro0KGJid/Nmze7KM0iJBAPAjT+8ehnSy0R4x/r7lWkTxzu4nds/JaWlkTbmVrbb6mYiDz66KPyzjvv2N1mPgnEngCNf8w/ApMmTUr444EBcX4Q9fPChQu+UTl8+HBWJnrNAkMXJO74NZPhNQncJkDjH/NPgjL+auJ30aJFvq2Tz/ZEr7krn332WVmzZo05m9ckQAIiQuMf84+Bmvg9cOBAgkRVVZXU1dX5QgV1YlNXtiZ6zULPnDlTampquOzTDIbXJEDjz88ACCAg2sGDBxMwYDARIsGPJZ+oM5sTvebexAqm5557Tt5//33zLV6TQOwJcOQf+4+ASGFhYYICwi/4teQTdeXm5nbVHRRmLPtkvJ+g6LNdnQnQ+OvcO1mUDcc5ql2xTz31lDzyyCOeWt+7d69MmzbNUx1+FMayzxdeeEHee+89P6pjHSQQGQI0/pHpSm+KYNknlmXiT4VIcFsj6kDYaNSpQ3rssce46UuHjqAMWhGg8deqO4IVZvr06dLQ0OBZiF27dgWyvNNOcDX6X7t2rd0jzCeB2BGg8Y9dl9srjGWfOGbReMav/dPWd9SvB9SlU8Lo/4033vBlIlsnvSgLCbglQOPvllwEy+FcXRjtPXv2uNYOo378gvD7jF7XAv2lIEb/2MOQycilXmVkeRLIJgEa/2zSDkFbatPXSy+95FhaXUf9ShGEfHjllVc4+ldA+BprAjT+se7+nspjQ5bb07Z0HfUrLRHy4fHHH5e33npLZfGVBGJLgMY/tl1vrzjcNkhOfP+6j/qVtlz5o0jwNe4EaPzj/gmw0F+FY9ixY4fFXess3Uf9Smq18ofr/hURvsaVAI1/XHs+Db2x8gcj+lQJzyA0tG4rfOzkVqN/da6w3XPMJ4EoE6Dxj3LvetQN7h+M6FOlTz/9VLBDWLcVPnZyY/T/6quvJsI+2D3DfBKIOgEa/6j3sAf9cKg7RvSI02OXcEpXfn6+Nrt57eQ05+PUMkb8NFPhdZwI0PjHqbdd6Dp//vzEgSgq3r+xCkwIY0/A7NmzjdmheI8Adi+++KL8/Oc/D4W8FJIE/CZA4+830YjVh4if48aNszwRa+PGjQk/f0FBQSi1/s53viPDhg2TVatWhVJ+Ck0CXgjQ+HuhF5Oyc+fOTYR9ME6QqgNf1LLQsKJ4/vnn5erVq2EVn3KTgGsCNP6u0cWnICZyH3zwQfnjH/+YOOwdfn6c0oVTv8IyyWvXW9j4tXz5crvbzCeByBKg8Y9s1/qr2NixYxMunurq6kS45mXLlklY3T3+kmFtJBBOAjmdnZ2d4RSdUgdBAEcznj17VjARzEQCJBBeAjT+4e07Sk4CJEACrgnQ7eMaHQuSAAmQQHgJ0PiHt+8oOQmQAAm4JkDj7xodC5IACZBAeAn8P3A4MQXvOZ/OAAAAAElFTkSuQmCC"></p>
<p> </p>
<p><em>Judged by eye.</em></p>
<p><em>Allow second wavefront Y, to have “passed” P as this is how this question is being interpreted by some.</em></p>
<p><em>Ignore any waves beyond Y.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>wave travels slower in glass than in air<br><em><strong>OR</strong></em><br>RI greater for glass<br><br>wavelength less in glass than air</p>
<p>hence wave from Q will cover a shorter distance «than in air» causing the curvature shown</p>
<p> </p>
<p><em>OWTTE</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>realization that the two lenses must have a common focal point</p>
<p>distance is 12 – 4.0 = 8.0 «cm»</p>
<p> </p>
<p><em>Accept MP1 from a separate diagram or a sketch on the original diagram.</em></p>
<p><em>A valid reason from MP1 is expected.</em></p>
<p><em>Award <strong>[1 max]</strong> for a bald answer of 12 – 4 = 8 «cm».</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about the simple magnifying glass and the compound microscope.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A converging lens is used as a magnifying glass. On the diagram draw rays to construct the image of the object, o.</p>
<p><img 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" alt></p>
<p> </p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The lens has a focal length <em>f</em>. When the image is formed at the near point, the distance <em>u</em> of the object from the lens is given by</p>
<p>\[u = \frac{{fD}}{{D + f}}\]</p>
<p>where <em>D</em> is the near point distance.</p>
<p>Deduce that the angular magnification <em>M</em> is given by</p>
<p>\[M = 1 + \frac{D}{f}\]</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A compound microscope consists of an eyepiece lens of focal length 6.0 cm and an objective lens of focal length 2.8 cm. An object is placed 3.4 cm from the objective lens and the final image of the object is formed by the microscope at the near point.</p>
<p>Determine the</p>
<p>(i) angular magnification of the eyepiece. Take the near point distance to be 25 cm.</p>
<p>(ii) distance from the objective lens of the intermediate image formed by this lens.</p>
<p>(iii) overall magnification of the compound microscope.</p>
<div class="marks">[5]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img 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" alt></p>
<p>ray 1 correct;<br>ray 2 correct;<br>virtual rays converge/image shown;<br><em>Ignore arrows on any lines drawn.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>\(M = \left( {\frac{{{\theta _{\rm{i}}}}}{{{\theta _{\rm{o}}}}} = } \right)\left( - \right)\frac{v}{u}\);<br>\( = \frac{D}{{\frac{{fD}}{{f + D}}}} = \frac{{D\left( {f + D} \right)}}{{fD}}\);<br>\(\left( {M = 1 + \frac{D}{f}} \right)\)<br><em>Check for correct manipulation.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) \(M = \left( {1 + \frac{{25}}{6} = } \right)5.2\);</p>
<p>(ii) \(\frac{1}{v} = \frac{1}{{2.8}} - \frac{1}{{3.4}}\);<br><em>v</em>=16 cm;<br><em>Award<strong> [2]</strong> for a bald correct answer.</em><br><em>Award <strong>[1]</strong> for ECF giving v =1.5 cm.</em></p>
<p>(iii) magnification of objective\( = \left( {\frac{{16}}{{3.4}} = } \right)4.7\);<br>overall magnification = (5.2×4.7 =)24;<br><em>Award <strong>[2]</strong> for a bald correct answer.</em><br><em>Award <strong>[2 max]</strong> for ECF from (d)(i) and (d)(ii).</em></p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>A converging (convex) lens forms an image of an object on a screen.</p>
<p><img src="data:image/png;base64,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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify whether the image is real or virtual.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The lens is 18 cm from the screen and the image is 0.40 times smaller than the object. Calculate the power of the lens, in cm<sup>–1</sup>.<span class="Apple-converted-space"> </span></p>
<div class="marks">[3]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Light passing through this lens is subject to chromatic aberration. Discuss the effect that chromatic aberration has on the image formed on the screen.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A system consisting of a converging lens of focal length F<sub>1</sub> (lens 1) and a diverging lens (lens 2) are used to obtain the image of an object as shown on the scaled diagram. The focal length of lens 1 (F<sub>1</sub>) is 30 cm.</p>
<p><img 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"></p>
<p>Determine, using the ray diagram, the focal length of the diverging lens.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>image is real <strong>«</strong>as projected on a screen<strong>»</strong></p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><strong>«</strong>\( - \frac{{18}}{u} = - 0.40\)»</p>
<p><em>u</em> = 45</p>
<p>\(\frac{1}{{45}} + \frac{1}{{18}} = \frac{1}{f}\)</p>
<p><strong><em>OR</em></strong></p>
<p><em>f</em> = 13 <strong>«</strong>cm<strong>»</strong></p>
<p><em>P</em> = \(\frac{1}{f}\) = <strong>«</strong>\(\frac{1}{{13}}\)<strong>»</strong> = 0.078 <strong>«</strong>cm<sup>–1</sup><strong>»</strong></p>
<p> </p>
<p><em>Accept answer 7.7</em><strong><em>«</em></strong><em>D</em><strong><em>».</em></strong></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>refractive index depends on wavelength</p>
<p>light of different wavelengths have different focal points / refract differently</p>
<p>there will be coloured fringes around the image <strong>/ </strong>image will be blurred</p>
<p><em><strong>[3 marks]</strong></em></p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>any 2 correct rays to find image from lens 1</p>
<p>ray to locate F<sub>2</sub></p>
<p>focal length = <strong>«</strong>–<strong>»</strong>70 <strong>«</strong>cm<strong>»</strong></p>
<p><img src="images/Schermafbeelding_2018-08-12_om_07.38.29.png" alt="M18/4/PHYSI/SP3/ENG/TZ1/08.b/M"></p>
<p> </p>
<p><em>Accept values in the range: 65 cm to 75 cm.</em></p>
<p><em>Accept correct MP3 from accepted range also if working is incorrect or unclear, award </em><strong><em>[1]</em></strong><em>.</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about an astronomical telescope.</p>
<p>A particular astronomical telescope is being used to observe the Moon. The ray diagram shows the position P of the intermediate image of the Moon formed by the objective lens.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The telescope is in normal adjustment.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram above,</p>
<p>(i) label with the letter F the <strong>two</strong> focal points of the eyepiece lens.</p>
<p>(ii) draw rays to determine the location of the final image of the Moon.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diameter of the Moon subtends an angle of 8.7×10<sup>–3</sup> rad at the unaided eye.</p>
<p>(i) Determine the diameter of the image of the Moon formed by the objective lens.</p>
<p>(ii) The focal length of the eyepiece is 30 cm. Calculate the angle that the final image of the Moon subtends at the eyepiece.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(i) F at P and second F at the same distance to the right of the eyepiece; <em>(judge by eye)</em></p>
<p>(ii) <img src="data:image/png;base64,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" alt></p>
<p>first construction line or ray; <em>(judge by eye)</em><br>second construction line or ray;<br>extension of these to the left as parallel lines;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) <em>d</em>=ƒ<sub>0 </sub>tan<em>θ≈</em>ƒ<sub>0</sub>θ ;<br><em>d</em>=90×tan(8.7×10<sup>-3</sup>)=0.78cm;</p>
<p>(ii) angular magnification is \(M = \left( { - \frac{{{f_0}}}{{{f_{\rm{e}}}}} = } \right)\left( - \right)3\);</p>
<p>hence \(\theta ' = - 3\theta = \left( - \right)0.026{\rm{rad}}\);</p>
<p><em><strong>or</strong></em></p>
<p>\(\theta ' = \frac{{0.78}}{{30}}\);<br>\(\theta ' = \left( - \right)0.026{\rm{rad}}\);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
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<p> </p>
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<div class="question_part_label">a.</div>
</div>
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<p> </p>
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<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>A magnifying glass is constructed from a thin converging lens.</p>
</div>
<div class="specification">
<p>A converging lens can also be used to produce an image of a distant object. The base of the object is positioned on the principal axis of the lens at a distance of 10.0 m from the centre of the lens. The lens has a focal length of 2.0 m.</p>
</div>
<div class="specification">
<p>The object is replaced with an L shape that is positioned 0.30 m vertically above the principal axis as shown. A screen is used to form a focused image of part of the L shape. Two points P and Q on the base of the L shape and R on its top, are indicated on the diagram. Point Q is 10.0 m away from the same lens as used in part (b).</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Sketch a ray diagram to show how the magnifying glass produces an upright image.</p>
<p><img src="data:image/png;base64,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"></p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the maximum possible distance from an object to the lens in order for the lens to produce an upright image.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Determine the position of the image.</p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>three</strong> characteristics of the image.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram, draw <strong>two</strong> rays to locate the point Q′ on the image that corresponds to point Q on the L shape.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the vertical distance of point Q′ from the principal axis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A screen is positioned to form a focused image of point Q. State the direction, relative to Q, in which the screen needs to be moved to form a focused imaged of point R.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The screen is now correctly positioned to form a focused image of point R. However, the top of the L shape looks distorted. Identify and explain the reason for this distortion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.iv.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>with object placed between lens and focus</p>
<p>two rays correctly drawn</p>
<p><img 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"></p>
<p><em>Backwards extrapolation of refracted rays can be dashes or solid lines</em></p>
<p><em>Do not penalize extrapolated rays which would meet beyond the edge of page</em></p>
<p><em>Image need not be shown</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«just less than» the focal length <em><strong>or</strong> f</em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>\(\frac{1}{{10}} + \frac{1}{v} = \frac{1}{2}\)</p>
<p><em>v</em> = 2.5 «m»</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>real, smaller, inverted</p>
<p><em>All three required — OWTTE</em></p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>two correct rays coming from Q</p>
<p>locating Q′ below the main axis <em><strong>AND</strong> </em>beyond <em>f</em> to the right of lens <em><strong>AND</strong> </em>at intercept of rays</p>
<p><em>Allow any <strong>two</strong> of the three conventional rays.</em></p>
<p><img 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"></p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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"></p>
<p><em><strong>OR</strong></em></p>
<p>2.5 <em><strong>or</strong></em> 10 × 0.3 «m»</p>
<p>«–» 0.075 «m»</p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>towards Q</p>
<p><em>Accept move to the left</em></p>
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>spherical aberration</p>
<p>top of the shape «R» is far from axis so no paraxial rays</p>
<p><em>For MP2 accept rays far from the centre converge at different points</em></p>
<div class="question_part_label">c.iv.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.iv.</div>
</div>
<br><hr><br><div class="specification">
<p>A ray of monochromatic light enters a graded-index optic fibre.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw the path of the ray as it travels through the graded-index optic fibre.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the graded-index optic fibre reduces waveguide dispersion.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>curved, symmetrical path</p>
<p><img 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" alt></p>
<p><em>Refraction on entry not required and ignored in diagram for simplicity.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>waveguide dispersion means that rays not parallel to the central axis take longer to transmit</p>
<p>in a graded-index fibre rays away from the central axis travel at a higher speed <em><strong>OR</strong></em> rays are «refracted» closer to the central axis <em><strong>OR</strong></em> effective diameter of the fibre is reduced</p>
<p>because refractive index is greater in the centre <em><strong>OR</strong></em> refractive index is less at the edge</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about an optic fibre.</p>
<p>Monochromatic light enters an optic fibre, from air, along direction A that is at an angle<em> θ</em> to the axis of the fibre.</p>
<p><img 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" alt></p>
<p>The refractive index of the core is 1.62 and the refractive index of the cladding is 1.52. The critical angle at the core-cladding boundary is 70º .</p>
<p> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the greatest angle of incidence <em>θ</em> that can be used with this fibre.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Sketch the path of the light in the core on the diagram above.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>refracted angle inside core = 20º;<br>sin <em>θ</em>= sin 20º x 1.62;<br>34º;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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" alt></p>
<p> </p>
<p>refraction angle on entering core sensible and smaller than incidence angle; equal angles of reflection at cladding; <em>(judge by eye)</em></p>
<div class="question_part_label">b.</div>
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<p>There were very few correct answers although this is fairly basic geometrical optics. Some attempted to use the equation n<sub>1</sub> sin<em>θ</em><sub>1</sub> = n<sub>2</sub> sin θ<sub>2</sub> for refraction at the core/cladding boundary. </p>
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<div class="question_part_label">a.</div>
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<p> Very few answers showed refraction on entry, but many showed total internal reflection correctly.</p>
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<div class="question_part_label">b.</div>
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<p>This question is about a thin converging (convex) lens.</p>
<p>The diagram shows an object placed in front of a thin converging lens.</p>
<p><img 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" alt></p>
<p>The focal points of the lens are labelled F.</p>
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<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Using the diagram, determine the power of the lens.</p>
<p>(ii) On the diagram, construct lines to show how the image of the object is formed by the lens.</p>
<p>(iii) State and explain whether the image is a real image <strong>or</strong> a virtual image.</p>
<div class="marks">[7]</div>
<div class="question_part_label">a.</div>
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<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Argus uses an astronomical telescope to observe a telecommunications tower. The height of the tower is 82 m and the distance from Argus to the tower is 4.0 km. The image formed by the telescope has an angular diameter of 0.10 rad and is formed at infinity.</p>
<p>(i) Determine the angular magnification of the telescope.</p>
<p>(ii) The focal length of the eyepiece is 15 cm. Calculate the focal length of the objective lens.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">(i) identifying focal length from diagram </span><em><strong><span style="font-size: 11pt; font-family: 'Arial,BoldItalic';">or </span></strong><span style="font-size: 12pt; font-family: 'TimesNewRoman,Italic';">f</span></em><span style="font-size: 11.000000pt; font-family: 'SymbolMT';">=</span><span style="font-size: 11.000000pt; font-family: 'Arial';">5.0cm;<br>\(\left( {P = \frac{1}{f} = \frac{1}{{5.0}}} \right) = 0.20\left( {{\rm{c}}{{\rm{m}}^{ - 1}}} \right)\) <strong>or</strong> 20 (D) <strong>or</strong> 20 \(({m^{ - 1}})\);<br></span><em><span style="font-size: 11pt; font-family: 'Arial';">Award </span><strong><span style="font-size: 11pt; font-family: 'Arial,BoldItalic';">[2] </span></strong><span style="font-size: 11pt; font-family: 'Arial,Italic';">for a bald correct answer. </span></em></p>
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<p><span style="font-size: 11.000000pt; font-family: 'Arial';">(ii) first ray from tip of object correctly refracted by lens;<br> a second ray from tip of object correctly refracted;<br> correct extrapolation back to tip of image;<br> </span><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">Accept rays without arrows and solid construction lines back to the image. </span></em></p>
<p><span style="font-size: 11.000000pt; font-family: 'Arial';">(iii) image is virtual;<br> image cannot be formed on a screen / rays do not cross; </span></p>
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<div class="question_part_label">a.</div>
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<div class="page" title="Page 17">(i) \({\theta _0} = \left( {\frac{{82}}{{4 \times {{10}^3}}} = } \right)2.05 \times {10^{ - 2}}\left( {{\rm{rad}}} \right)\);<br>\(M = \left( {\frac{{0.1}}{{2.05 \times {{10}^{ - 2}}}} = } \right)4.9\);<br>
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<p><em><span style="font-size: 11pt; font-family: 'Arial,Italic';">Allow ECF in second marking point for using incorrect angle.<br>Award </span><strong><span style="font-size: 11pt; font-family: 'Arial,BoldItalic';">[2] </span></strong><span style="font-size: 11pt; font-family: 'Arial,Italic';">for a bald correct answer. </span></em></p>
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(ii) \(\left( {{f_{\rm{o}}} = 4.9 \times 15} \right) = 74\left( {{\rm{cm}}} \right)\) <em><strong><span style="font-size: 11pt; font-family: 'Arial,BoldItalic';">or </span></strong></em><span style="font-size: 11.000000pt; font-family: 'Arial';">73 (cm); </span><span style="font-size: 11.000000pt; font-family: 'Arial,Italic';"><em>(allow ECF from (b)(i))</em><br><em>Allow 75 (cm) due to rounding. </em></span></div>
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<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p><span style="font-size: 10.000000pt; font-family: 'ArialMT';">The magnifying glass ray diagram was almost always correct in (a). All candidates knew that the image was virtual, but often gave vague statements about what this means. </span></p>
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<div class="question_part_label">a.</div>
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<p><span style="font-size: 10.000000pt; font-family: 'ArialMT';">Part (b) was also done well with only a few candidates making POT errors when finding the angular magnification of the telescope. </span></p>
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<div class="question_part_label">b.</div>
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<p>A ray diagram for a converging lens is shown. The object is labelled O and the image is labelled I.</p>
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"></p>
</div>
<div class="specification">
<p>Using the ray diagram,</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>determine the focal length of the lens.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>calculate the linear magnification.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram shows an incomplete ray diagram which consists of a red ray of light and a blue ray of light which are incident on a converging glass lens. In this glass lens the refractive index for blue light is greater than the refractive index for red light.</p>
<p><img 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"></p>
<p>Using the diagram, outline the phenomenon of chromatic aberration.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>constructs ray parallel to principal axis and then to image position</p>
<p><strong><em>OR</em></strong></p>
<p>u = 8 cm and v = 24 cm and lens formula</p>
<p>6 <strong>«</strong>cm<strong>»</strong></p>
<p> </p>
<p><em>eg: <img src="images/Schermafbeelding_2018-08-13_om_08.38.23.png" alt="M18/4/PHYSI/SP3/ENG/TZ2/08.a.i/M"></em></p>
<p><em>Allow answers in the range of 5.6 to 6.4 cm</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>m</em> = <strong>«</strong><span class="Apple-converted-space">–</span><strong>»</strong>3.0</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>completes diagram with blue focal point closer to lens</p>
<p> </p>
<p>blue light/rays refracted/deviated more</p>
<p><strong><em>OR</em></strong></p>
<p>speed of blue light is less than speed of red light</p>
<p><strong><em>OR</em></strong></p>
<p>different colors/wavelengths have different focal points/converge at different points</p>
<p> </p>
<p><em>First marking point can be explained in words or seen on diagram</em></p>
<p><img 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"></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about an optical microscope.</p>
<p>A compound microscope in normal adjustment consists of two lenses, an objective lens of focal length <em>f</em><sub>o</sub> and an eyepiece lens of focal length <em>f</em><sub>e</sub>. The diagram shows the position of the intermediate image I formed by the objective lens of the microscope.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Construct rays on the diagram to show how the final image is formed.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The intermediate image forms 14.8 cm from the objective lens. The distance between the lenses is 18.1 cm. The focal length of the eyepiece lens is 3.8 cm.</p>
<p>(i) Determine the distance of the final image from the eyepiece lens.</p>
<p>(ii) The angular magnification of the objective lens is ×6. Calculate the angular magnification of the microscope.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how the effects of chromatic aberration in the microscope eyepiece can be reduced by illuminating the object with light that has a narrow range of wavelengths.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img 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" alt></p>
<p>at least two rays from O correctly refracted at eyepiece;<br>completed extrapolation of these rays to form a virtual image;<br><em>Ignore rays refracted by the objective lens.</em><br><em>Award <strong>[1 max]</strong> ECF in second marking point.</em><br><em>Allow virtual image positions to be either side of objective lens.</em><br><em>Award <strong>[0]</strong> for formation of a real image.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) <em>u</em>=(18.1-14.8=)3.3 (cm);<br>\(\frac{1}{v} = \frac{1}{{3.8}} - \frac{1}{{3.3}}\);<br>(–)25.1(cm);<br><em>Award <strong>[2 max]</strong> ECF for wrong u value (eg. 14.8 (cm) giving an answer of v=5.1(cm).</em><br><em>Award <strong>[1 max]</strong> if positive sign appears in second term in right-hand side of equation.</em><br><em>Award <strong>[3]</strong> for a bald correct answer.</em></p>
<p>(ii) \({M_{eye}} = \left( {\frac{D}{f} + 1 = \frac{{25.1}}{{3.8}} + 1 = \frac{{25.1}}{{3.3}} = } \right)7.6\);<br>overall magnification=(6×7.6=)46;<br><em>Award <strong>[2]</strong> ECF from (b)(i).</em><br><em>Award <strong>[1 max]</strong> ECF from first to second marking point.</em><br><em>Award <strong>[2]</strong> for a bald correct answer.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>each colour/wavelength has a different refractive index / <em>OWTTE</em>;<br>a range of wavelengths focuses different colours/wavelengths at different points/distances;<br>reducing the range of wavelengths reduces the range of image distances/reduces the coloured edging to images/reduces dispersion;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
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<p><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPSMT';">This question is about light and optical instruments. </span></p>
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</div>
<p>A thin converging glass lens has focal length ƒ=0.20m.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>An object is placed 0.10 m in front of the lens.</p>
<p>(i) On the diagram, construct rays to locate the image of the object, O. The focal points of the lens are labelled F.</p>
<p><img 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" alt width="826" height="406"></p>
<p>(ii) Explain whether the image in (a)(i) is real or virtual.</p>
<p> </p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The object in (a) is now moved so that it is located 0.40 m from the lens. Calculate</p>
<p>(i) the distance of the image from the lens. </p>
<p>(ii) the linear magnification.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The refractive index of the glass in the lens is greater for blue wavelengths than for red wavelengths.</p>
<p>The diagram shows two rays of blue light incident on the lens.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>On the diagram, sketch the paths of the rays if red light is used instead of blue light.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(i)</p>
<p><img 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" alt></p>
<p>any correct ray out of the three shown above;<br>second ray correct;<br>image correctly located and labelled;</p>
<p><em>Accept rays without arrows and solid construction lines back to image.</em></p>
<p>(ii) virtual because no rays pass through the image / image cannot be formed on a screen;</p>
<p><em>Mark is for explanation, not for statement that image is virtual.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) \(\frac{1}{v} = \frac{1}{{0.20}} - \frac{1}{{0.40}}\left( { = 2.5{{\rm{m}}^{ - 1}}} \right)\);<br>⇒<em>v</em>=0.40(m)</p>
<p>(ii) \(m = - \frac{v}{u}\);<br><em>m</em>=-1;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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" alt></p>
<p>the refracted rays converge on the principal axis farther from the lens than for blue;</p>
<div class="question_part_label">d.</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p>(i) Rays were generally well done, but the image was sometimes not drawn at the intersection of the rays, and frequently the image was not labelled. There were very few correct answers to (ii), although this is a standard definition. Many candidates stated that the image is virtual because it is on the same side of the lens as the object. While this is true, it is not an explanation of why the image is virtual rather than real. </p>
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<div class="question_part_label">a.</div>
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<p>(i) and (ii) were very well done although some candidates omitted the negative sign in (b)(ii). </p>
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<div class="question_part_label">b.</div>
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<p> Was very well done, with only a few candidates put the focal point nearer the lens.</p>
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<div class="question_part_label">d.</div>
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<br><hr><br><div class="specification">
<p>Both optical refracting telescopes and compound microscopes consist of two converging lenses.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the focal lengths needed for the objective lens in an refracting telescope and in a compound microscope.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
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<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A student has four converging lenses of focal length 5, 20, 150 and 500 mm. Determine the maximum magnification that can be obtained with a refracting telescope using <strong>two</strong> of the lenses.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
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<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>There are optical telescopes which have diameters about 10 m. There are radio telescopes with single dishes of diameters at least 10 times greater.</p>
<p>(i) Discuss why, for the same number of incident photons per unit area, radio telescopes need to be much larger than optical telescopes.</p>
<p>(ii) Outline how is it possible for radio telescopes to achieve diameters of the order of a thousand kilometres.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
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<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram shows a schematic view of a compound microscope with the focal points <em>f</em><sub>o</sub> of the objective lens and the focal points <em>f</em><sub>e</sub> of the eyepiece lens marked on the axis.</p>
<p style="text-align: center;"><img 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"></p>
<p>On the diagram, identify with an X, a suitable position for the image formed by the objective of the compound microscope.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Image 1 shows details on the petals of a flower under visible light. Image 2 shows the same flower under ultraviolet light. The magnification is the same, but the resolution is higher in Image 2.</p>
<p style="text-align: center;"><img 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"></p>
<p>Explain why an ultraviolet microscope can increase the resolution of a compound microscope.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPS'; font-style: italic;">f</span><span style="font-size: 7.000000pt; font-family: 'ArialMT'; vertical-align: -3.000000pt;">OBJECTIVE </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">for telescope </span><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPS'; font-style: italic;">> f</span><span style="font-size: 7.000000pt; font-family: 'ArialMT'; vertical-align: -3.000000pt;">OBJECTIVE </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">for microscope <br></span><span style="font-size: 11.000000pt; font-family: 'Arial'; font-weight: bold; font-style: italic;">OR </span></p>
<p><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPS'; font-style: italic;">f</span><span style="font-size: 7.000000pt; font-family: 'ArialMT'; vertical-align: -3.000000pt;">OBJECTIVE </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">for telescope</span><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPS'; font-style: italic;">> f</span><span style="font-size: 7.000000pt; font-family: 'ArialMT'; vertical-align: -3.000000pt;">EYEPIECE </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">for telescope but </span><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPS'; font-style: italic;">f</span><span style="font-size: 7.000000pt; font-family: 'ArialMT'; vertical-align: -3.000000pt;">OBJECTIVE </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">for microscope</span><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPS'; font-style: italic;">< f</span><span style="font-size: 7.000000pt; font-family: 'ArialMT'; vertical-align: -3.000000pt;">EYEPIECE </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">for microscope</span></p>
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<div class="question_part_label">a.</div>
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<p>\(\frac{{500}}{5}\)<br><em><strong>OR</strong></em><br>100 times</p>
<div class="question_part_label">b.</div>
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<p>i <br>RF photons have smaller energy, so signal requires larger dish</p>
<p>RF waves have greater wavelength, good resolution requires larger dish <br><em>Must see both, reason and explanation. </em><br><br>ii <br>use of an array of dishes/many mutually connected antennas «so the effective diameter equals to the distance between the furthest antennas» <br><br></p>
<div class="question_part_label">c.</div>
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<p>between <em>f</em><sub>e</sub> and eyepiece lens, on its left</p>
<p><img src="data:image/png;base64,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"></p>
<p><em>Accept any clear indication of the image (eg: X, arrow, dot).</em><br><em>Accept positions which are slightly off axis.</em></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
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<p><span style="font-size: 11.000000pt; font-family: 'ArialMT';">resolution improves as wavelength decreases </span><span style="font-size: 11.000000pt; font-family: 'Arial'; font-weight: bold; font-style: italic;">AND </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">wavelength of UV is smaller<br></span><span style="font-size: 11.000000pt; font-family: 'Arial'; font-weight: bold; font-style: italic;">OR<br> </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">gives resolution formula </span><span style="font-size: 11.000000pt; font-family: 'Arial'; font-weight: bold; font-style: italic;">AND </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">adds that </span><span style="font-size: 12.000000pt; font-family: 'SymbolMT';">λ </span><span style="font-size: 11.000000pt; font-family: 'ArialMT';">is smaller for UV </span></p>
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</div>
</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram shows a diverging mirror.<br><img 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" alt>Object O has a height of 2.0 cm and is 6.0 cm from the mirror surface. The focal length of the mirror is 4.0 cm and the radius of curvature is 8.0 cm.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Construct a ray diagram for object O. Label the image I.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the linear magnification of the image.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the advantage of parabolic mirrors over spherical mirrors.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img 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N9Evxj/8IDAQK8g92DHEKtQ4zBSuNYe1YjtkXJRUtFiMcKxxDjevdzxHAns+1j3sxxgTmRKYjrIlMycgh5dDrGksaazHmbPQA8bWVzZPEeIOZK5SkdJx6yOu5/wz4vOTy7ILSwtqj3ZVtxb8vjUZOl8GXyG+axQuWKFfqXDOZ+q2PMZ1aU19bU36x5dePfX6kWmBtFL6o02TT6X45tzW6pa29uGr7xrX7mG72C8znmD2Cl1c0eX9i3jbtset9vevaF34u6m3DvSV9h/9n7twOUHHYO3hx4MP3k4/mj68aeRb0+Wn8Gj+OeEF4wvWcc4XnGP804IvBaaFH4jPCXylv/t2vTou6aZzPfkD0qzVLPPPlZ/ivqsPYedu/vl8FfDr2vzjd+8vjN8b11wXVj8cfSn6M/LizqLPUuGSzeX1ZYvrPCuHFr5vGqz2vCL4ZfPr2trzGueaw0b+otCt+AC5BAmBRuH88e7U5lR69DI0UoSJOmE6YUZBBgFmSSYpVkUWZXZdNktOJw4KVyh3Pt5cnhL+Kr5WwR6iI8E3wh9Fl4RpRXjFheSkJXUlCJJs0u/3XZZJkXWXk5Ybk6+QyFb0W27GHpuua6UpeyoQlSZUW1S26duqEHQeKh5UousLa49q3NJN1pPTW+F1KmfbGBgiDe8Z5RlbGFCZzJgmmtmY85kPmyRb+lmxWc1bn3OJtBWxvaLXbP9XgdNR+DY7XTY2cKFweWha4Gbmzuf+7hH+U6fXRK7Puz+yzOMrECe92qmxHqrei/6tPsm+Gn4rfhfDzgQqB34K6gzODnEOJQ2dDCsMHznHuE97yOaIvdFGUYzRD+POR8bGae3l2Hvq/iGhOR9Dvsl9q8eGE6sSTp40DVZMYWQMp1661BZ2r50t8NqGZwZC5kjWa3ZhUfictxytY+KHWM6tnL87YnhvBv5dQVFhalFkSfJxTYleqcUS0VPc5YRzkBnFs9+Kf9QMVX5+txE1fj5ierJmne1n+q+X1itx11kbOC9JNGo3GR02anZtyWm9XDb6Sud7TPXWDq0rwffKOkc6MLe0u1O7OnqJdzxuHupj74/4v6LB/aDD4ZdHr57nPpE8unT0RMv3MYkxuGJqclHUwPTgzOjH+Y+0c9t/+r5LW9haJFp2X21bl3/zd/h1gtOGYACEQCcXgDggH7mf0bzTD4AOGgAsKFDbWoAnjAG8KN4AOV6/H5/rGew6PsGC6gALWAEbIAHCAEpNOvURPNqW7ATzaFjwCGQh2aWl0EPeALeg19o7iiBZoyOUAiUBpWhmeFj6AtMB0vDZnAAnAnXwffhLwgboo54IulIA/IMg2BkMe6Yw2jeNoMVw1KwFdg3aE4WhLuEW8ST8Efwo1SSVHup+qgFqKOp76M5VDLNK1od2jMEhOBPeECnSldJz0SfRP+FwYdhlNGOsY/JmKmb2YD5NosZyyCrC+trtjC2FfYjHKIctzkDuRi5Wrk9eQg87bxBfLx8Q/zpAjoCP4mXBfcIyQt9EW4SiRXVFEPE+sXzJciSMpLLUveki7eFyOjKcsh+lLstf0YhQdFlu/IOjh1LSmPKXSq1qvlqSeqhGp6adlom2ro66rrKekokFX0NA5KhuZGLsa/JXtMjZpXm1y2eWy5b89sY2AbbFdn3Oiw6yTr7upx1HXMX8KDsrNn11VOHnOs14a3kk+M77W8YcDrwW7BFSHUYNtxrT3ekRFRu9GKsT9zjeJOE6/uVDzQl7TjYlkJKfZBGTv+ZkZ+llP085/BR9WNfT9Tn7ylUP0lb/OrUtdNlZ9LKIyt9q8jV5FqvC1cusl6KaxprsW7ruUrquNfp0fWzp/LOzj7JAdzg0iP8E/nRuJdvJuKmlGeEP5K+FC1ILS2sz5//qr8Gqr8N8NjQPxWcQPVv2tJ/FWKGxFH9HaBg6BB0GtX/ETSH6i8Fm6L6Z/zRXwMhI4eRS8goBouRx+zEZGHaMZ+wstgwbCP2B04bl4YbwvPhg/BXqeipvKhaqRmoA6lv04jQpNJM05rTNhJ4CGloTkyhe4TmvzcYVBgaGeUY65nkmJqYVZk7WcxZnrD6sv5gy2QXYG/hsOeY58znUud6xZ3Oo8jzijeHT4dvnr9aYDeRE93hjgnZCrMIj4icEvUWkxVbEu+VKJIMkNKWZpH+sK1H5qxskpynvL6ChCKD4o/tkzuGlG4qN6qUqx5VO6AepuGl6aRlqW2ko6erradJ0tLXNdA3NDOyN/YwCTCNMUszL7SotbxhNWL92ZbaTtSe5EBxTHWqdr7vMu/G427sEbnzzK5BT5is7BVCqfAe8+X0c/TPC3gdpBycEzKNvvtK96xE7oy6GSMWmxP3M9474eF+0oHmJOmD5Sn8qcVp3OmlGcKZddlKR7pzHY++P34wjyu/rdClaLW44pRV6WpZ/VlyBUflcNWxavta1guc9QoNto3xl+ta3l6RvprQ8bTTqKurx6l39d6t+5WDtQ9Hn+iMvhq7M4mfrpvt+5r489WW/jCqPjWgR7XnA+Ko8jrAEtU9BCSiqleD62AEfIZoIDFIH/KCkqFKqBf6ADPBarAXfAS+Ak8j7IgJkoBcRKYw/BgXzAnMIJaIjcL248RwKbg3eBN8PRUXVTrVD+pg6jc0nujK9qKdIUTRwXR59FL0PQwURixjHZMTM8LczBLMKsb6hq2KPZhjB8cvzn6u09wRPOa8EnxUfB/5Hwt0EhsEK4VKhAtFCkRLxCrE6yVuSD6Smt1GLSMlayMXL1+j8GI78w5LpRzlIVV2NXf1So1PWlraOToTesqkHP13hvpG5SaQKcWsx0LSMtdqwWa37V37HQ7lTkzOyS7f3PzdX+10QrWyJN+nWHoP+zr7vQrwCXwT7BsyGxYRvhRxKIo5uiJWMe52vFvC5/2pibxJl5OtUqYPJaVzH27OtMmaOXIoV+Do1eNOJ+byswvFi3qKvU6B0rIynTNj5Qcqiee6zwfWMNQ2XND76/5F14a3jZFNq80ZrSxtxe38V890CFwv7WS/mdm10h3U87hX/c6pu8t9dv1V938+IA1mDA08pHtk+vjgSPOTt8+YR7Wee71Ie1kzdvvV6/Gl1yyTYm/UpozfOk6T3wXPRL3f/+Hg7KGPaZ8Of06fS/+S+jV5/sC3vd8jF4J+eP10X7RfMlnWWlFYFf3FtUZY1z/Sd7vi5i5AIAGAHVtbmxcDAH8cgNVja2vL5WtrqxVosoG+UzqDN//b2XjXMAJwhhGCIPieYMm//cfyP77VthUrd6WmAAACgGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+MzQ4PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjU5NzwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K8OzmSgAAQABJREFUeAHs3XusdVdV//+FogIqCCooBSmFioqCFCuFIBdFjQFSEcULAQIqyCUkJBINJvozAYlGCSlC5KIUiVEIiFBRkT/wghAKlKJy8UarcgcVUC6K+vzWa7bv4+zmPG1p++XrV+dM1plzjTnGZ3zGZa29zj57P8+1TuxjW2NlYGVgZWBlYGVgZWBlYGXgamXgs66W9TJeGVgZWBlYGVgZWBlYGVgZGBlYD1WrEVYGVgZWBlYGVgZWBlYGroEMrIeqayCJC2JlYGVgZWBlYGVgZWBlYD1UrR5YGVgZWBlYGVgZWBlYGbgGMrAeqq6BJC6IlYGVgZWBlYGVgZWBlYH1ULV6YGVgZWBlYGVgZWBlYGXgGsjAeqi6BpK4IFYGVgZWBlYGVgZWBlYG1kPV6oGVgZWBlYGVgZWBlYGVgWsgA+uh6hpI4oJYGVgZWBlYGVgZWBlYGVgPVasHVgZWBlYGVgZWBlYGVgaugQysh6prIIkLYmVgZeDKZ+A///M/t//4j//Y/A9Zn/zkJ8dh3TkkOsk+8IEPbOeee+72wQ9+cPu3f/u3I1trAwa8MFv/+7//+5EMnjHjfuITnxg+6KdrXmNlYGVgZeCqZmA9VF3VzC27lYGVgauUAQ9L17rWtcbDkPmzPuuzjh6KrD0kGR527HuYevGLX7x9+MMf3j77sz976NNJ10zP4UHLeQdZD1QemNJl/7mf+7lDHyZfa6wMrAysDFzdDFxrv8Gt/1D56mZx2a8MrAxc6Qx4gOnBipEHnW5DHoIM5//6r/+6fc7nfM54kHL+8Y9/fLvOda4z9npoIvNw5LwHrQGw/4BFzt+1r33t8W6Uc8ODVr6s530PWWusDKwMrAxclQysd6quStaWzcrAysBVzsBLX/rS7a1vfet2zjnnbN/0Td+0PfzhD9/e8Y53jMP6rLPO2n72Z3928+c5Dz7vf//7t2c/+9njIcuD1kte8pLtNa95zXa/+91ve+hDH7q97W1v2573vOdtb3jDG7azzz57e8QjHrG95z3v2T72sY9tT3/607f73ve+213ucpftZ37mZ7b3ve99R++A/eEf/uH2ile8YnviE5+4ffM3f/PmvHe1rnJwy3BlYGXgf3UGrv2/OvoV/MrAysBnJAO9M+XPc895znO2D33oQ9spp5yy3fve995e/vKXbz/6oz+6ffSjH93ucIc7bHe+8523Zz3rWdsNbnCD8cD13ve+d3vKU56y3e1ud9tudrObjQcsn7PyQOZdKg9fz3zmM8fD0l3vetfx7paHo0c/+tHbm970pu1bv/Vbt+td73rby172su1Vr3rV+HzWzW9+8+13f/d3t1e+8pXbLW5xi/HQ5R2t9S7VZ6QdlpOVgf+xGVgPVf9jS7sCWxn475kBDy4eajxc+XOeh5of//Ef3570pCdtD3zgA8ef6d75zndu559//vbIRz7yU4LwJ7wzzzxz+7mf+7nxAOWdLA9r97jHPbYnP/nJQ/+1r33t9id/8ifbL/7iL273ute9xp/3HvzgB2/f+73fOx6uHvWoR413wbwT9oxnPGO7yU1uMv6s6MGqPxF+iuMlWBlYGVgZuIIMrIeqK0jQ2l4ZWBm4ZjPgXaTb3/72R5+FuulNb7pd97rXHe88ecjx7tP1r3/9o4ecQ+/sb33rWx+9I+VzV2H6bJR3xV796lePB7Zv+ZZvGeb+bHj66advd7zjHcefHgk9QHmY8o4YG6PPWY2T9WNlYGVgZeDTzMD6TNWnmbClvjKwMnD1MuBhxjtUn/d5nzcebHwrz0MPmYcaDzjW/qx3sj/HeZCCY7Cnb7B1+DzVjW984/EOFTkc+h7Y+MpPvugks15jZWBlYGXgqmRgPVRdlawtm5WBlYGrnAEPOD3A+FObd5e802Sd3LkHILOD3EjP2oOVAc/DUbZkp5122nbxxRePf46BHLaHr3e/+93js1zh8GHg4DjZQ9xQWj9WBlYGVgauIAProeoKErS2VwZWBq7ZDHgA8pDjc1AeZAyzh5/efaLTw1QPOj0I0SfL3sOS0UMZHB9qv+ENb7g99alP3d71rneNb/0997nP3d7+9rdvd7rTnQa2d8q8G7bGysDKwMrANZWB9ZmqayqTC2dlYGXgSmXAA5EHpN5pYuQhykOS4aFonj1o9YDlwckDGH0PRWZj1mHvW4JPeMITtp//+Z/fzjvvvPHtPw9QPqB+z3vec2DMD2kDZP1YGVgZWBm4mhlY//jn1UzgMl8ZWBm44gx4+PGw48Hp9a9//fgg+m1ve9vxUOTfjrrwwgu3e+zf3uvPcW95y1vGZ5/OOOOM7SMf+cj25je/eXzI3IPYBRdcsN3oRjfabnOb2wx7D0uve93rxofXffCcHw9fDt8i9G9geYDyoOWbhh7q6PDhX2n3TzgkWw9aV1zLpbEysDJw8gysh6qT52btrAysDKwMrAysDKwMrAxc6Qysz1Rd6VQtxZWBlYGVgZWBlYGVgZWBk2dgPVSdPDdrZ2VgZWBlYGVgZWBlYGXgSmdgPVRd6VQtxZWBlYGVgZWBlYGVgZWBk2dgffvv5LlZOysDKwP/DTPgQ+8dPozuH/N8/vOfP77h9/3f//3jA+r/DWkvSisDKwP/CzKw3qn6X1DkFeLKwP+kDPjnE/p2n3+j6nnPe974fwPf8573jH/g839SrCuWlYGVgf+3MrC+/ff/Vr0W25WBlYE9A/7pAw9U55577vZLv/RL2wMe8IDt0Y9+9Hi3yj+PsMbKwMrAysD/jQysd6r+b2R9+VwZWBm4yhnwQOV4znOes/3CL/zCeKB6zGMes33+53/+kF9l4GW4MrAysDJwNTOwPlN1NRO4zFcGVgb+z2bAO1L9K+xmf/7rgeohD3nI9vjHP378Y57+Qc/5X2n/P8tqoa8MrAysDHxqBtaf/z41J0uyMrAy8N8oA96V8sDk+NjHPjb+3OfPft/93d89Hqj8dzWG/XkeJ+vHysDKwMrAZzAD652qz2Cyl6uVgZWBTz8DPpTu237+ixufn3r2s5+9PexhD9se+9jHHv33MlDpGD1cjZP1Y2VgZWBl4DOYgfVQ9RlM9nK1MrAy8OlnwDtVn/zkJ7enPvWp45t+j3jEI7ZHPvKR4099HqQ8RPVA1fzpe1kWKwMrAysDVz8DJ32o6sOgPsPgRtVvi920zH2+oT103OD6TTHdaJLDTc6uQZYdHXvO+/p0++bZH90+b5Gcnd9q589XzPZ85ou8PbLW5vhZG8048Uk/rmRGcuf5mOfiGcrTjxmnOPiDZ7C79rWvfcThOC78hB8evfznzrnPqZhnX/aLOf6dh0fHmq0j/Gb7Rp+DueTskp/syo8XyepD3oDDZ/GSk+Xf2gHHfNwgx82IIxkMOTQ7L3Y6/MFsPsRlY3/mMXOc45kxrPnJHq61UZzWOMT5ZHGlV3xxCc8sp/N+NuaG/eovJjziP9viM+uVp+RyaTiPC/tkYQ3B9CPdROznYV/exMK/82c84xnjeNzjHjfeoYpzfUAHzsxtvge0z0961sXNT/HQNapb+nTTGQqX/qBPd46djTH7Ta89+2w6nLdHln9yaxzFG5940iU38meeZfZgyOts39oMn05rscJuZE8279Xj9PI787emEx96sOiaZ117Rr7MRrj56pwtvmGJoZjycYgfNj7Zh+Gcj+o828blMBY6s15xxlXf+I/C6Vjbd4SDe/ZitTbib42ffoZT7OG3bzayZ2NtbjhvvzyYD/WyiSN7fo30rcs7/daw4kinvrI2YHafukTyX/WdMdo7nONafPaLyfqQS/7mfNFr8GmUb/bWeOuD7Mitq2/2h/Oxn6liiCRgw0yWs5zkoIDsN+wZSEXavvWMkx8+ajj7YcKwDnve4yP8kiBgOo4uMDJ+4Stm8dTsYRdX5zNXWAasOM9xxWXGYJM+TPqdD7BLf2RjXzzw891cDEzIDHEY8Y1DuXNuL3k5JrPOrvw2Z8NnNck2/s7jRj+f+JBXF+d0uyEUaz5m29Zmx8c//vHxFfmwiweeEZZza6M8sceD7cy5nmBTbOyc0w87n3DYdBNIzh8ZDLHSm/lZ04Vnb963NuqP+Zx+nOmEmU6Y9sjCoCfOzu054tucrHjDF0Nruo5qWF7YWodNv/hmrmTx8w9z+swTXgbM8MPCGxZ5az4M+X3a0562PetZzxoPU96lgmHQL57ZjjxecB1qZcSZb4Nd8dlLZsY5vjMf6ziEx6dhz3GI75wvmLjFL7vm/JjrT+tiYu+8Izs84krGF/t8kbElD8te/UsWx+b80yOjw292ZoMcboOuvfTJ2ZVP55/4xCe261znOkd5Imuwdb+AyS78ch0/s5Ef+9WZLH/WHbBhZgdD3vJHXlzWMIv5uLhmGX2DPrtyTUZvPidrxEe+42+v2sx6+Qu/83Q6t2+Izbq45eFktvI167GPc7jsDZxnfuR06dlzWDsa5dWMw6xHVvyzj3wVT3xmfLaO/HUOjz7dYobtPB9xIxO//JeHQ05syK5oHPtQhRwSCoJYAXhKLrjZQQRLagHM5GEiFBabmrkklMDw5jkuYYRNJ8z8h11SneNUw1rj42bvYoqHGVb86cCU5MPi0Im3NR+zf3uNOGaTfJ7p0zOKh3+c+C/+ONJL3wxbPHPM7GEZ8L3AsY+n2N3Yii88+tZswgjHXjkqP+2xSRaGPceMg6Neiqv92bdYDPUqZ2HTjRdM8aTDhsx+I1x2Rud0rGffcNILo3jM9JOH5fy4eMjsicEabr1E7jxMctj0egCx31FMcW+OC94wjPjCIiumdPMJQ+4Ma76a6djzwoc/W7IGPTKH3oln9s7pJ6+/kmef7+ziGGf9ec4552y/+qu/Ov7c53NU173udQfPMPhxZFvMsOHUQ8npWjt6Ye8eAMM1Yg/XRvhk9uTWKL74p8+v/GVH3zk9R3v2YRQL+1lmjy48coP/GRdnB91s5ZtM7NbJB8D+w16crfEzw+bLurryH384s11rvtl1bnbAa53v+M82/PHT/Sk/ZPRxOQ6PDA57Iw7O0ycz0iEnkxvDOX/ZwIubfRzKBR267K2zoTcPmO21ts82bLj2nOefDlmj/NmXG72frprYN5KVW3x7rYYfb3rO8xF+57DsO+Abhzzbn3HkAxZZPtiGaw+enMfbNSces/3DnMLJd3swyY05v875oh9v+/gYcZaXWc7GkQz2fE6/awg2HuYrGid9qPrzP//zAfilX/ql21ve8paxvv71r7/94z/+43aLW9xiEL3oootGYr7kS75ku/jii7dv/MZv3P7yL/9y++d//ufthje84UjWRz7yke2MM87YLrzwwnETu+lNb7q9733v277wC79wu+Utb7nx4+Z285vffHvnO985Zi/0f/d3fzd83PjGN97e/e53b7e97W23D33oQ8PPF3/xF4+Hgfe+973bN3zDN2x/8Rd/MXze6EY3GrPA73CHO2znn3/+SBLsd7zjHRvfdN72treNvPCP96mnnjrOccdLnDje7na3GzP/4lGcD3/4w9ud7nSn7bWvfe1o3C/7si/b/umf/mnYf9VXfdV2wQUXDD05Eo99zfM3f/M3Ix9f9EVftL3//e/fTj/99GHzV3/1V+Pf17ne9a63FQ+udE477bRN/oyv/dqv3V7zmteM9SmnnLL9wz/8w8DFXQ5ddHzKG5k43vSmN21f8AVfsKkPLuedd95oirve9a4DW9Owgy0nYvvyL//y4VOjy7m6aVQ+YZvh/emf/ungImax3frWtx5NpxYuaH3zwQ9+cGC/613vGv7FQ6Zx73jHO26vf/3rx1pN1BZnOm94wxsGVtg3u9nNLhOPOsobDHWSN3k14OgJtZQ7tedTT3zlV37l4C1umH//938/Zv7/7M/+bNStOOkacMSj/h/4wAe2r//6rx/96F/vZicW/TvHA1vM+lid3/zmN494bnKTm4zrR/70hdzqqbh8zdd8zaiB64quGuCu3+RVn1V7NwL5efvb3z78u07Uj099oA/dENQTl7nfyOH87d/+7Xab29xm+HBdsxWrvJ155pkD2zoMvfTVX/3V2xvf+MbBm0/8xOKaEafZufrgJ9d//dd/PfKHMzz9JvfiucENbjBuarjf5S53GXX4l3/5l5Hb3//93x8fSn/oQx868oufvIjHtesB1L3J9aU+rtNyaI2LeHCE/brXvW74wlufuEm6xsUj1+T6CZYeUx9y8bt+9IR4xIaHeGB/3dd93YgHpnj4FI/rR/+Ix/UgXpzlBW9941qVn7k+/r0tXMRALmfy5b6HD2w5xAlfcrwc+rP7njrQlR/xqA971ypeZte2fnPt0XNfwY9P90Zx0pnvEx/96EdHz9JxXd3qVrca15V3lmHiir8+d2/S4/WQeOVNzK5ZudJ7ePNXj8ulIed6vBzyjWc+8dLL6qBu/LqW+cDdfVQd5AqmnpADftTNNWCNn312ekiuxON+xFb+xFNPkMuba00d3YPgqoX17W9/++GbLV4eHuTRfULtvUbKhfuInvmKr/iK4dP9xD3LvRYndaGv93Fwr1V7+eAHX/hw9Lj7hBrKiW/K8iv+ud8O6+Nhgj4533IEhxwv1xufes3hPuBwP/SaL99yp/bixVXd1F7M+hA/s0MODfGQywNf6l/vixO2WX3m+7v7IWw5YMunPPU84bruHiwePeaaxVlsekLd+ITPp4OcT3mY7x846yv6PaCNAE7y49iHKhcnUMlRcI3r4gGIXDcATgxBSLZG02A97UmGPc2tuORu6JpBEmDTh6shFR6GAPMJX+Bu/uxdVLjAVUjJo4sLDA2Ftxc8crE4VzwyNzVyuvA8THih0JzO6dtzsblw+SHHUQxuUpp9jkfTiUXhXYh0xYk3fnxqLj7guaFpUnr0yR01WNjidMPhX1HJ8YOnPm7UYoOBMzxc+ITHp7zwqfG9SP3Wb/3WyN+DHvSg7d73vvew03hw6cHmkz2fLkwYGlM8NWl54beeYKOeBjwXpiaV74YLQRwatdqz47Pmrodw8YDpwpYL8cgFufqQsy1fuMLRQ8nUQU8Y5RDGYX3wNfgRT/2GO31+9O2p+0VMt3q6metJN5HilBNyN399Lh7+4PTQC6/6yK04Ych1+mY+3SzKNzvXGp+uQxjqTq72bur8khv8qgNdvHCkb42LHperhvrIo9zSFase8yLopuTmixd8fi7eb4Suh+IjVx89Lod41Z9iEA9suRCrgz++uq7qtx/5kR8Ztufu/3zCXB8+68OuN3XzIieHxQPH2s3fDR/vauk6xs0L0hynHtcn7hX0YciVftNX7OmLVzzkcjvHg5MXTRzjAkPsbuoO2Ozl6q1vfeu4ybuHyIWhJ9RH7cWuZrjIr97yomBNZo8/HLzw40eOoxcIMrWCQ66e7gdyxQ+O+FUfvA26Bj+uIfcVOg7Y7ld+GXTfg8E/uV6BwQ95/eleqyfUCgZ8h3sZ+ZxveXDuHlcOcfUCKh55E4+DHz0hJ3RcG7jY04cenOf7B99eQMutc/vyiv9hPHzqTdg4GcWJN/s5HteyB5nqI7dzPOzpk+tNscyvV/yIx7UpDj7p6tf53lT+YIvHw7Dad32Lh5+uK2vY+kpe3W/Dht/rLFw4cmK4rnCBW6/oB9eQ185yIg73ILnxmq8OBmy9Uh/iS0c8ekUfGrDJDH1b/F1v4qGjD831mxzqQ9dV8cMRj2tWHHM8coi3fOCCtxj8kqCHYOsdvPGA7b5n8El+eePY97IkT9LciAxkESBXDCTmgQCZGQFFEZSmQkIhI2J2gcOko7B0DDdt9unbt5eu89aS4QWLzEUFF0cXhDUOsAxrRYQrwQ6x0OfTuX0yQ1I1AP3itkdPTPGjO8dDRzw48ekFDgc6bMnZu5HzJ7b8K6o1nXjKJxmsOR527B1w6dDlX374a59MQ7lh//RP//T416df+MIXbr/yK7+yvehFL9q+7/u+bzv77LNH09A1xACXn3Jo3Qt2e2QGOX/si1f/6AnxqLdhn03ndJOJOc74O+RejflrH576VOfw6csh7of10R9xmX3O8bBphO2cHGc+6zcymPIq9/bxqFbOiwV3NVE/g8/D+tCHbbZnTV9u6sNhfOmPegwPfvmgD9se32QGPDdsMrrOzeKRCz6rR7WQK3IxGnpWbLD5gcXWWl/xxYY9G3I+wxOPWiYPnw+DnB1uuNAtLjF2DOX9Rz7p42TQd13BKh74uJLNcTovH7g72PNbnN3LxGDAtsYljnT0ynHx4FY8YcsJXef8GDBgVwtyfuQ8WXUQA0w+DTzIHNmQiw1P2HJlHYb9ciRuujgd1odeA184Zvp8wRAPPvDNhtlDKX9wHeVfbGKCY+AtTj1uLZ50+cEpjvbLFX9hw6F32G/0vajzBYNN3L124EKHnE7xwDqMR+xs6dVvcsAnu/ThdQ+yzwfOcmLPKNfy03XFHo7cGNZdM/bm+4HcwoAXJnwPOHzGD4a+8oCPexzE4D4BQ17cm+AcFw9de/TpGvDJ2MuL+Lre5E5v2remC0Oc/NTbeNmnZw0bv3KsPt2D6bATDzxz+caHnVzCn+O358GObvjFwyc7crZ8sCULvzp1/YiB7MqM//rwyaQNGIiDI4lDyPBiaT0fbtCKKgADQUQV1NOfcwE4rOH5zQr2HIwnUT7T58O6humcDEfvhJUc/qz9pg0bFzJ65Lg4rOOOhydoeMnM7HAxKjS5OF008Zvj6a1w+PmUKz7Z5pet31hhkaU/x8OnprMHVzwVlB48uJov7uK1liv7yc3s6Vt7h+wnf/Int5e+9KWbPwM+97nP3e5///uPb1b5DYYO3W5IcuGA6V2g4p9jwpEOvuzrF/XB1yA36MmLGI248hlHcvGzUR86HWQw/HYyc5BPvVOvHPabdzXJ2BhmPOQw7OZ6Vjzp8lm/0XPugiTTK9WRPo5ikavk5mJnT6e5eMjodQ2I6bjrTYz80i+P1nTVzXqOX/35gG0v/upJFmczPXL2Bl0+5IRf+vbC4zPMZjVXnzikSz7rw3KIE0e+HOzMxZG8uX5Lpxhm3mwNvtWneMjpq03XDz3cyP3GL4fdbO0ZMIpPb/Ktz8WZnL1D/XC0pmfwr2b1G5vsvPOoX+S5GPGe+y25mU+6dMLo+uGznjDLd9fgILL/wFs8xXFYn9mXtXjUJ35w+IHtfotDtbZWBzbw+YaRT3KDnlFPwKNvhlV9Zi7ugcWTPQxr8dBlr5/IxKUO5M6b/TIkHvdMMoMd3vXEHA8M/MlmHPrsyBp8qg95+bUvHoe1PaP6xIWtfISRbnlhc9z1o19dm/ixZycu97zuB3zaJ68+1umz0W/FmC65+I14W4vFu1K97pCJB7aeIIednL6881le7HVdFau5+OnOfMR4XH3UBsf6kx0Mrx31whwPn8UdF35xz1+8ydwTyGE6rmh89v+3j0MlDoC4sXgKRdIgF0C/QTk32vdE2UVTYC4EWPMQSE+xyQUJt6dZ5OF3cZLPAcURPry4wMNbgpOxo+Opk8whDk1Ct9+e0sOXvt8Q+M9GTNaw5wELv/bjCaMn9zA0Fn/9hgCHPi50+m2tnNrXoHPzkoU961nLIwxY1rDlyJGcvd8OzzrrrPFgJV7vXr3gBS8YzenPM96RJA/TLE5P+TCdm8lwqT7kYuGb3G8L85BPsci7AaNRT8BoiCM5PPpd3PJokOOqLnDhH4724TVccHN9yPMx/3YolnzOOaTLJwzy8kLfwI9fg9/iCqP62GOrP/NFFlfxsHVu3zl+cYLP3r46GNnSl3P66ZjZ0pHbdNnR7foJxz79fsOzhuEw9FZ4XVdyK54GjGKAP9tbVzs5LU8e/O3d5z73OeJoH9Z8zfJBxqc4rQ229I2uT2tyOvLIr3Uy53KibjMOu3oCv/Thdy2TGWb5EKf8h28vHnTC0A/5hEde39TjbGHZh00eLn17ePEZv2JXH7HSyScecYENi52Zbnr2wqvHyRr84TMPPYCfXNqD5RBjvPkx9Bt8e0a+2DlwSTdO9Vu4bMQG29oh9uxcn+HyUW75DIMuf7DpzsOeOA1rNnTcy/V42DgYeHS9hQWbLXyzgaP4YNeH5PANvGGyJWMnt+oW76G4/yCDERdya7Hy0QiHrB4no9s1GzZ/6oNDuaLnnL0Y64liMtsT5zxgw2AvHoOuHHTN1q90jK63cbL/gNuRzIyvnBswiwde9yAye+KxJjfHpftW/SnG+OCtRjP2cHaSH5ftnkuVAHJoWBsckFU4MucOOjWqNaKRtD8XD45zepKnMdP1BOmJ1p4AFIKuRDbI6acDHw6ZNX4GPx3pOjeyMXvyZ0/HCF9T2C+R9tnTrRD0yfg0k4snP3h306ALQzyefq3h0zXTY5+tWUzFE49wynEcya35DAdXMpz4hNFFUrz+hvwTP/ET24tf/OLtu77ru8Y3rX7gB35ge/KTnzx+i6BXvmFbww2HLzHhW0z2HBo0OX5zPHg12OFmFGcy+PzBsWZnj8/k2fgNqd/k6JVDuPQNPRVPF0o9Rh9O/nB1TrcDhrVhz/Abkt/wiofPRlyrA9t45M/MBhc5c94Bh59s2NsTpyNc9vQceIuhYa2H2BnlBNZ843POPx7WYbPJpzg758eATZdNhz03LXN+zQ4cm8NyDoM+DsUj7jkWekbcnBcPWzd4HMjaw6/7B7l9uniETde5PfXMnq/W9QrdMOyRkxnkDqMXTzr8kePiHH/+DHLvbLhGrcslTPGbs5/3rcntpwuf3Dl8WA5yebVu8ImLIy5hyQsch30zmX08zWTdD+zByJ6/huuLb/vu711/7PGPU7azT3v5bR8uGdt4W8uVc2uDbTZmuEZrHK3pm8VZ/sJKDgu2I/721Dj79vnxjkp5K07nDnqt8RELHXjm1npZ3gw2ybtm7WUDz/0Ab+t4s7We6wOnnJP3ekXuwSw/fLKdawAPPh3vjHonLH9k1nI426bPF7yO6lSuxRN/fqoPewO+d/Rcn7CS2ccxe88PZA6vP8c9T7AvznSLkxx/Bz0zXo1y1/lx87HvVFH06XoO/RbWtxU0lA9mFrwPsCkmPR8I9O6Gi9WHuwRpz4XkBsvOn70k1YfT7Avan5wqDrl3UPjxYTI63r6Ehwc9OBpBsvj3Toh9H3akD4+NvwP7oBqfkgMbb0mxViDneGsmyaNPDp9/f7/2QsKnJnKxeCvQ39L5tha7DzLaFye5mPn0wUwxljdyg45c4QlbnuhcvH840YcKxQMThnjEChtv+VV4dmY3Nh9E7kENNju8xIDz7JMvtpparB5CYOPiA7c+vC6PL3/5y7dzzz13cOXHbw24sHNhw+CTH3Jx8kVOhqdv7YiHH7HBUQ919FuYt2fFWQ7DVhPYLiyxdaEWj1pZqwP+/OPsguPXBxnhqo96y6c9veUtaxz4lCs3L8OHS9UHR32g38qVuOCT1+PFKTbY+k08/pSjx+MkL/KAJ2x+9J0YxMYWR9+m9E6Q3uPH7K1ueOLkDz5sMdgjL0785BguPGu2husXPz3KP11cyMVDDw5sudLzuLim+GInZ2z81ib34uEHnn5rXb/5IDSfeOpb/eWQF/0GGyZsWOz4FKc1uS9V4KonyfFUN/3RdQUHrt7Jp5qorXjUlB0udMVpiBM3daaLgyFvrilH/UYuV3qWfzGrj2sWZr2s38jxl7f6k//6x7XsfiMe8eNoDaMail08+sM9SHy48A1bH1Q3/unyp1/F6YPvrjG9IDb7Hv7wxpF/OnRh9u06fuGoj77Uh2ounzjSlyc+ce06kiv7rj194L5Hxi+u+qnedw3KkXjsiwfOHI+8ssGVT/WWw3qfvesWRj7p6M3utfIsb92D8aoP1V2dcREPbJhyJVbxz/WRB7kUk9hxcw3DVje2agWXXz0GWz30u31x1od6T55dN3zKpfurGPQrrmqix9UHNl69RpRb8fMhTrG51+LGpyGv9mAfxiOX8Mn1iuH6kUN8yXu9snZtqgfu+LKRe3/VEK945EiPyQGfciy/9NnxiXvPE+Ryq5Z6wRouPfF0/cCGKTb7rgl49YQcyo1rGRdxy6G8kdmTK/7kQzxqDM9a3xezHOIndvHgYcbF3DESdrIfewDHjr3AJ/ZCntgJndgLe2J3emK/ME7spMe8J2HMZHT2ZB6d22Ozkz6xJ3Ws6ZHZ2wkf4To3YOyNdGJvzKFHN/098CMMOGz2JJ/Yk3oZ+Z60E3vShzw9GAYe+41icAxXTHzuiR6YcLPbG3PI6CbbG3jERJacT/HEey/Q0OdzL/zgyd4w470/sF7GPnz65ZvMsV+MJ/ZmHlzskRl745zIV7zFszf6CZziSBe3/QYw5PmiIx/l0Lk9PvYHmsHxSU960on966sn9q8Bn9g/5H7i1a9+9VGc8NmIJ97sw4C9N/LgTUYXtlzLV/mrr9TnMB46sJOHn9y5tUMO4F500UVHcZIXp16kX67kZb9YR19bN+jDoGuET56+tX3c95vsuCbCbQ8XscaBvjjUUs5mLtb6zZy9Wd3UOVlx4iEvztkYdNRejzby4ZrFL/385zMM+zjzmb4YDbr1Cj0Hn2RqTT8bePsNddixp6v2/O4vskc8wnHNqn984/NDP/RDJx784Acf3Xtmn9b04MM25ITMgZvDvnzN+vb1eD2RPR092z2rmOirs/1w2Djm+wR/bOpxdnNO4HafsAfLvmuTDVkY1nhn36yH1DMe1ce9Ws/ls1lPwMYVhqEO+wvH6JVw7cNSzzi0lzx+Ybs3qZ1BhhMc/WPuHA6M/UVuzNnbl4/DeOzDVZ8w+LDGjw1MPBtdJ/mly6c4zc7hOuRQH8YjbH3sSNfMj9qXi/DZXrTfJ5zbM8hwU08y52GpQX1Fnr4+dNBXl0a1z59YHV33caOPs9druHGhy9/sMxvYcOnwSe54x/4absTdmp746RpmuvqKvvPDeNQNRj7s03duzV5N6Fx0aQ7DsU/Pa77h3GFfzbpntQdL38s7HQeZQXeOj5xPvMNNl133NzrkZHKFe7Vhd0Xjv94Pnp66dsPxm8oe+Hia9nTmyTw5VWty805iPO2Zd4fjKdHe3rzjCTNoMmNvsIHP1hNls6f5PZAjbLr2PKWTw4ZhhuEp3b7zPQkDC+feCWBP396emMEzmdnYEzns8IgfDPh8kuXDOS6HA282Rn8+KSd7MYYchgMe3unHT67I8TCKKR7k4jLg0C3+bPzmszf0URww6Ip/v/CGrXVDPPtFN3xWX+8K4eyfPPixH/ux8Vkrfw70zzH416yf+MQnjt8AxGewk5P9QjiKDwbeflPBjU96+MF2lGu/ueB5GA+ZoW50OxcPX/JXv9mDbcalfLBnu19w46CfX3v7zWz0KH71Vxydk8N08OcQB3wya7H4DS6O7A/rQ2bQ5zMOMOjitb+IjLhmbP711hwPHDzIjfzSkfPqHXe+1ZiNQU4mPj6dO9g55FZM8ag+ZPLIXz7hqQ88+sUFT5ziirsZvj43zzjllr5RztmETR6+HsfFsO/gs3jgJ4fNZ7bioUsuJj6z508fxg2+NT6uH/rW2cjhfkOnNvSKFQZ+/BjN1XgI9x9xUrfqQ4Y/e71szWecYNEns3atFSM+RrjW+NETI37W5nJlTd8+X3w6J3eQyR8+1mGb1bgcxrEeJ6ffu8z29azchQPD+jAeOmKCzw5mg24x4GftcA2ajbjgvL8oDlk+7RVP+s0nq49Y1NTgEwYb+Q7Xmrx4xBAPaz7FT2akC9e+/MsVXHve4SM3+Kw+MKpBGK5Z+Gzp4mKGrZ6N7MgddFwPjWrsPGxreREX/HioDzkMe/QdcgWHXDxqR84fuYEHOTsYzuNGBhtO/Uxmn/+uCbIO+vrCwI+uPT7tZW/fGsZcO7jxY4u7YXavce2LRRzVZCic5MexD1UFWKNkC9RADHnndK0N63SO27PvYC+p88VSY8HJtpms4pegAs93WBKkIEZ8zOzpsg/XTD8ZTLKGRDboOPJLDte5GY61OTn9fJK1NjvnK3t4Ysg/efphwmvYFxN98rnYydjTsx8u2Tycw7c/67LB0b8389jHPnZ72ctetn3P93zP9nu/93vjs1c/9VM/Nd6CDZutA44DrnjsW+efzjyy56uDLk7zILMPK55hmcXfRcguLDNb++qZLR1r+0a5pxsnvhzpkHfEx3n7zfEK11wNrdk6ioVd/Ulu4Ougk4yew3kcxQy7uMpbXOjZKw5xhkNmxAOuvRnDmrz8pgPTOn54hGsv//Bb069G5S0cetazLX3+2Vs72i+e7OEVWzrJYBvsywceDjjJzF6giiUf7IqNLBv68brEwyUx4GHgYTinay6esbH/gCu3cBr6lA+jWljTJSczh999gAx3cphxZtvILr/mRvlxjq89WPlpnvdmPHblio49s4FzdmZY6VaHuLCj3/2XPh0jTuWFLpw+2wY3Gd0wrOE4DDO9fKYLax7kfIdjj4wtuXVcrdnDnvXpkvU5OzoO+uGZ6ZRjNTWcq6W9bKwNuEa57bzc2kvGV0f7ztmGqz/5IouH2THH4zyf+aiHyRvFGd/6tFqShxOH/IZhJsPVA9Icg9jSbw0Hptle+3DYkhvll4yO2M3tkxtmsTVmvGSH87H/+CdgvyX4u2iJiKQnOn+LjSC55HgK9ffYikguOEcBkLFz45pvNGQwPG32+SYytubk7BvWHp76TEzyEtANLD+e5ONNF7YE4e2CpBdncj7Ji4eshisnZHh3ceGazMynC0lDwo6/3zb8LR5efmsYunCMsPmzxsUMW+ywreGaDT7LCTl9eH4j8HdkceeDTzq9u8Y+7HRwtGYnTjj+fatf+7VfG0/83/7t3775F6/9w3MGjnQNT/g+ExFncnj40DM7cChX/JMVb3UoPnL64tdvRrpm/amHDHoGv/GCUx7x8zf39ujaryfChTPzjku/BdmTc7W0hoefuonFIDPYJC8WOl1X9StZ+ao+eJC7ftiqfxzTZe+YhxzKFR0Df2sHXecO+PgZsPNHD0Yx2sfDQS4eOPQd9PUK3nQa1nJbfyYvV2zDoeudUbE+d/9nP+ZR75e/6ue8eNjDwwMfXJyT01MnA3dyg57DOKwRHNcBX+zLF35yZSQng0k/Pfvxrhfyqw/1LF384mYWT/ow8HCoJ39zPNZ8Jocn3/F2zta+68393Ygj+/n+YY8um3I468LGr/iLh7y80odrrg/hGvTnePigZ4hdL4qTfYOMTwduMBzVIX5heR3zeSD66dqDoyfSN9f75AZ9I5/8qUVy8chhGOSwvRPCJ30H/mYcxUOPDZmeUJ/i4c+e+wFdg7180KuHyNk3vKa4vxvlmw1f9Y+1PTzYwjP4Lt+9RsbZrCfKiXO6xaNvrfmo7/GnZxSnOndNjY1L97rvkYUthw73CbLw8RBDXIpHTsjo8mN2JK/2+dWfclt+0q+H6OHtvFjDp2vv8saxH1QXkLdNC8xFj4jgvM0qORwKEnHBeZtZI3m7DBHB2e+GIXl0kYKNmMDCRtKH83pB1JhwcPAnOrrWvf2pob3A09f08Pk0O+jzB0fB8cNfI4Vh34fSPODYY8en2Lz96sNpdPgilwMXKZ8wxMeOrsJpAv7oudGIs4LSxRO2DyTKlbzxCUNs+2cLxos8n3GBJaf0+bQnBn92qVH5hB0/8cIkrw59kLFclUs6ePPHnl1/KlVn+uKnv39uYXwA038TcPe73330wf45q+3Xf/3Xx4cMfYBQ3tUW5/3v/0cf5MQbllnN+ZQLaz3hT1R8a1455k9+5LCLHw829OVcTvCGK05YcuhDr+Ryjgs8cbrpmHEg3z8rcHSh51Od97/FD978Fzs5Ln3wEY48602x8kkmh+RyKAZ9oG5448MP/g588bbGBT/+6hU8YVcf8nLiOuzDsORxgWXNJy7OL97/DIu3tbzIs3jUh5w9Ob7W83UlJrkSO7z06cHBDyfYc33oq2XXjRrJgTqLx3k+2cmF+OHRg+3LEsZ3fMd3XCYeHy51DeIFgw/cxeNFDjbeZHIo58npG2T0cCTjU5/5sK6aiUe85PIph3zCxNeQgzmH9LvexCGeaowjTnzWE/QNHxp33fAj9/JZPDDEEJd6Ahe+1BlXfsRBjh8/MOybDXzzz6dayjN9uPDUxwsrPXzJqhsuZM5hWsOUQ/5xxEV9iidsNnLrOoFJX074UQu8nYsfBmw66gYXP7pksNxXxUtmrQ4w7PEph2x8WNn93SC3T+76dH8nEwPf/DjXn/JmbehlNXPwz6d7I59yxZZus/i7v9M3cK0n+MmnOPERAwzY4nevNetxOnLWtc+nOOSKT/vuez6yUa6S21ML/vmBSVcsYuATF70vTrFXWz7g9PqrV9RKn+oT9yBxwuVHDF5n4XWNiz99uPzKg7V45JCu+MqhPfj6TR2KnT9ydZvjUUtYsPGQQ/GIU2/Cg42nddesusiXAQ+2a4JPcnhqCVvOxWetJpc3Lvsr7aWaXdwRkphe2CStJpV0iRa0Aju3pq/ByewLREAlR9LhCECRkFdsgdNBGgY5v3RqGPsKTT+5REpK3+YQvMG/4Vwh4fEtafC7ecSRTKM56McZPlu+cZTYYodPD6aY2eFP31qM/MNgp8FxEINzcvvFT2a/eOAaOCq0ffWRP998xEOcZLDlRH3oiQe2A0c+zbC7Gbhg4GjEcq9eMMUDz4CJF7l3n1wI/jX2BzzgAeNzV7/zO78zXgT9f1o/+IM/uN1y/+81PPj03ziwc4M0i6VvVuLpXB7EgAMu8synHLqI7IlHbtng5ZsabK31qvzAgSFOuTGqGXl1kG/x2NNjXVxyJT848CP/fNKh2wVKxzCTw4ZhxkWc8i2HdGDImRuDOtmrPnMvi4e8G81cZ/HIA27iw0UMzg3++eGfrn3xxC+fdNRCbGIkx1FP0JUj/y+Xmww+Bhm9MPhXQzf/W+z/LAdfdPCzVhN9Bb944IiHXdzJ8BYDbBiuHXbVj+4cD670yxUM8egV30aiC0fu1YN/eOIxG2KXGz3GP5t8yoEbOq5qQw6DjnN+cNQTcPDmByeY8GA4x5UdfvDk2D2BTFz01TAMvGHBbg2HDl1c+Hc/xKk88AczOT0+XYNqqSfUBIYDLz71gl7Fi18vUOqGmzjm64o+HvyIgZ17Jd144A1bf+AgBrNa0CHnk5zPrl+85ZKOwU8c1c0QD34ezGZsa7YwrOWi+3WY6gZP7HxWc7rW3WtwgyEXDv1MBx+xynk5FD+fdNREPGzp5KMYxFU9zXLoviY2dtbs2ONQnOVc/PjQcd8jx8sor+qAp6Nc2fe6KO/s4eOkHvUv/nyKga74cBSvPX0rThiw+cZfP8FjJ7+95ukZNZJ7nOzB0Ic4wOa719n++yPxkBsw3Sf4wtc9kx0OMOd4kutJPmGIR33CKFdyTR8GGRwx4igeXMjEV13hWVebQfDyfuyKnzL2wE9ctH8qfy/g0SfvdxJjvV+kx+rvT4VHn5insJMa3x7cm+ZT9PcEH32jC+6euKHv2yF70Y4+vb835tEn8OkYuFnT25M2OMEwyPekjm+7JIOxJ2l8k2QvzmXioe/bf3tTDnu6Btv9qX2s6Th37Bff+KbG2Jh+iAc2XRjN+xPx4Es1bL72d40GHpl4whYPWzKDfG+Ao2+kkNl30MUnbunvL9rDPn/2xS/ObLNhf1x99ua6DLZaslF7swE/HPL94ezE85///BP7v9J+Yv+/nE48/OEPP/GKV7xi1LWY2OyNPLiL0bl8wNkvosGTrnN7/PpWjzmf5HT4tDbKodr7xsfhEI89duGaYVT72ca3XezjkY1cqfMssybj09rAxcFnPdGeWX3Mjvhbd/20B4P9cfXBuzhh0DXjclw8+rC8xq/cZsuejl7RW+RGtecPfjj26ODChj1dMjpzPGG5ZvcXC6aXGeKULxjFb+3bfw95yEMGXgaw9RrMOMdJr5C3Bwt2vGGwsa8f3N/Y1l/WF+/fWqxXnGcjTnbxI5drvXI49Lg46cYHlhjZ4DAfvo2EZ9zM9NyDZg757Bp3zgcdsRQPWXtypT508ilePtWDvD1c6R8O+uKJVzmQVz4PhzrAps/WzId7ULZxzKfZoGfdvcl5umbXg/xat2ddfZLxKaf7O3JH9SVzsMfRmi82DvqOw5FPOmHw6ZoQXzGS4X3R/tpJ17BHrgZwrNuzlj97jgYb8diPn7XjZP3WPYgtfLpicS0fDrX0uhJ2Mblms2VTfuiTOy8euO4r/BSPWTz8htPs/i439Pk1YIVBDt+wr/fjFb7exPFwyGv9lj86h9cPHw7y/NHnR0/oZ2t7XafyXe/H+9D/4fmx72N5ytsdjKe53cnRk9xOYDxZHz6k7ckZT4jknuiy6QnyUH9P7njiJefLsRMbT5Y78UP1oydhOvDp87kHO54wydvbCzqeQOng4fBEvF9EYw0chrEnbry1OU6mH3uBRjxhwhL7nuzxlDupjuVekKN4sjHvN+fx1HuovzfHeGInh+0w9gKOeJyzN+/NO45knqgddA1y5+I0e8I/HOLcG+9IRxzs9gv52HqSy2PY8gVbPLAOB7nf9H7g0m8JPu5xjxv/hsvDHvaw7QlPeMJ2wQUXDLvyF7Zaqw1sveLgS+yGtVwdjnDEbJQbuLgcDvHsF/vQs+c3scurj1ypN17lgL5a8ImX2R4ZfbrVzD4uxWnv8upjf3/BHRj4wXWw8c7W4dBvcjXniQ5/rq3DISfigWnER26LhczBnn6/0dsnlz9H9vWQfrM26Ibn2jTKCR04x/Wn6w33OAzDy/khV3qHvpiyK4dx5lsOyek5d9if+y3OcOjql7CLLYxo8W/PffJwyOFce/iOk9VnfwEd10fc6hU+jxt6rnjs44pzvJ3Hmy4+ZA7YbPcX4SP98mTvuPq45pP3TgKs+b4386Sr3+IG1zm5vFUz+87LbT1SrtSoOHHkEwa8sMPqGnRu0IFXHw7hpT/4lBeDL7js9LdePBx85t8ebPrxdq3AMMS5v2gPHev2xDL3ODwYeNhzH6wOOLk28bfON7/H3d9w1ofxigtc3A9HfVXc7KzJs51t3IPiJh4Dj7BxNMzisSc2WA625GbDXlzDGBuX/tDHuMQrfHI5PBz6u7rBNuQOBpvDUZzh03WoP74wxIkv3Tg6L4ZDzPn82D//UQDOEZASY/YW3+FAInm6dCTD+eFAuODt0XF42/A4/WTNOBV49gXroq/wcWeXz2zJNLK3SQ8HbFzCzC95N5XZBo699Ng5YJAfDj7xSd++XMXbOXv7ZPEgJ3NOXrOR1aTVgW7Dfrm1zq79w1mM8ebL4TyMQ/10YMvF/g7D+BzM/s7V9gd/8AebPw3e7W53Gx9o9z+S4+rgR4/BFk/xxy+/h/6cH8bJhszb2oeDH9wc5Qk2/eKcbcjpGs30wpl1ydIXi1E8xTH7pXvcCGPOZT4P9eW4UY7EVR+211wMdHHCkywu5AZZ3JORW4tzjp+MbrzpGTDCNtOb53xeon3Jz2o3+5z3D9cni/M4LnMOZ3y9hpcRR7pds+21H7Y842s22BwOMhzDtU9f/o7T96de8vhll89D/OJP337XjvXMPd1kbBz+VAK/62/2CWMexUMGJwzY9fihfufxYuPa7Lx9c3HKEV98wJ112dsrh8UTznxvsgfLcahHH3b1cU7HQc7H4TjOJz54Hw72chv3/Ds/lLEl45ceTAOGeAwyOu2FNzYv/YGfP2uF42HO2mHvZIOf8IqHTN7mIc5DOU5y2IgfOV2DLPxZbt/eyerDZs4tXQfZITd+itXayOeMccnOJT/j56y4YOBo8EUuj+ogh2Rwm4fiSX6c9Nt//UYBHJhgOPZE6CYwD47IJZluRNnYm5PPztMj2aGep1mfZagAbF30Bee8QvCDo4DjZy+e/MTdu1pwZp+wxOO3RH9HtkcWFhuyzmHZx4V8HuLBGR6dRnHaCxuuOPtcCd2w53jIyx9bOg7D+ayL44xPD5e4w/G07e/22eNEDuew+cjyFwf64pHv4uTT6MbMJkx71vriVa961fgG18X7h33POOOM8dB15zvf+ajOMMq3dbjWsI0a2xquOuDEJx2c/EbtNxn1nEfvrlVj9uyKE/Y8/AbuJpWePZxwdJEVG7mckLuRxkXe8XOOl5kNOV28DecOe3C6kfKbHMfkw2j/4TcqNj5nUJ35Y1dO0jX7TU485bK9OYf8se/A2WHwpX9gyCEfZIbc4iCHbBvicZ+AW3+Y2R3mG4/ihQ3H+f4n5FGjX/7lXx4+YMOoZ+OQLTl+dOJIls/qAJ+OEe9i9Vs2DNzZwTbgiNNRnPZxP+76sUcXLgx1Zwc7zAG8/5Bb/uot+3Oc8Q6HXXXmx1E8fIafPvuO9MXJ3+wTrnoe9hve+M/c5SNeh/WkGw+25cy7Ka7N+LGXP9xhN8ovnHJLl5y+tfjZwXLoNxjp5VPvw8BR7IZ5vt7I2NUrMxd7clK+nfPHdz0Ojz8zzt4hmu+1cQyHriEeB99GGGS44Mw23vZhlJNhtP/g0z3LL+uwcGMrVwbu84hHcdDlk1wfxolfWM7lxHkHfu61PqjOJzm9bGEb9sjol1fnYjHzWb+Vp+T0yYpJnF5Pym0xwRBDevEhl6vOcTTg8MmPYT+f5GKuFuWQDplRbOPkmB8n/fafb+JJmheL/e/vo2hI+ufeBauI3qLUQMl9mM3brf7UhpjZuQclb4n2VvlF+z8rryElIh2F940URVUAf96asWG4+YQNi46imu3hYd9bdhK//712+OTHt98k01o8dCXSfzWgGV189MWscDjCgCtOcjei/W+6409ddO3BEBuufhMjF7PiyJVC8JsOP7jIK8ze+pdP+j7gx0dvW5cfHw7vn/FXYDHA4gdXWLiom/rIIRy8NIbc+hCet8nFgxPf1l6cvcUrp+Tsukj9mYCOOIpHU5GL34Atdr7w5hs2uQ8OOzxM3epWt9r+6I/+aHxb8Pzzzz/6hgw88egZFwHs3oqFoTfKIZ8uDlzk0AMq3nLBt17wwGrGW+xis+eGfvH+YOdcPL6FaeZ3rr366EM5YMcH/75JpA76AMdqL1a55ZO+/OOnx+VWbOLRc7DF65BnvVof+hOqOuoVOZRPtdXjcB0w+WHrA8V4iF+cdNnJl16RE+fk+l6cbOsV8XRdwYGhP/jHBW7XmxjY0Zcr3OZ49AEMuRIPbPXBAVezAw4MNXCQyQGfeh/Xeta3/2D59p8c46b2XbPi8e0cGGqlnq5l9nziZ03Htdy15Popb3IrHrGqm/8uSG3kkE/c+HFdqaV7A33Y/KonjDketaaj38Rlz1ATPOGoA598+S/BeodVfuAa5HLSNQuXfTnUhzjix4f+oG+frp7Vh+oqZpzEk0910B84ypP60vHw7DrDD07x6P3igeFawoe+fPOvPuK0b42XvBvqxqcexht/+SwefsjZyo9DPDjhU+/z6b5XPN0P3DvURW3lUDwXXnjh6EO5wEN/2tMT4iHDUQ7FhpNazPHIoT5UN7Hhwr8e7z6BC37yKB79Jh5c2PIB34fMYcst3uzwgUMXtnuSb6W7ZuWCPh34cijfeMqPXPCJo39TUA3kMGx+XId8WxtiMODD7roi1/d6AjYuekfvd13BxkMfsXUPkkP68u/6tef+cehTXN0bxYOjOMVebcnV0LUcNt54uJ/zryfKldzyqY/qCfriUB/+YOOiH2CTz/da+9VK3eiql3je+MY3jvrpFXwNNbm8cdlH2EkTKYk0ACKvCGSaC7CDnmS5WOgIjJ5EOVcg5worMRqCjsYlbw8WG4HAF0BFgG0dNp/s4PGBk4siGQw3Eb7gsoVJz7lisTPs4UJuwLbuJscnHXKx4KVQ4jHgFgO99sj4YweLXVzwsw/bPq72FRovN2PFlw83A7jtm53zC5etJhM/327w/NKRHzO/Dtgw+cTB6IJmTx8nTcxIkOQAAEAASURBVFYO6YuVHD+zPTUx5FgjkvHBNx25ok/m/NRTTx3/t6B/18o/IPqSl7xk++Ef/uHtzDPP3B74wAdu/iwoJw7YxQMDJrlRDDjJBX582LcnHjHLjT2zXMpX/Qe/eOSsGOLqhiUe+HKlBvDVxbCnh/jJv3iLnQ0ffNJx/fDNDm971mY+cZBDdmKwLocwyWGx4c9NFK5DvWE4smNLjrPY2JOZ5YOcT9hiJCsWOtZmvtK15t853uyc6z049vnUj2zVjQ+5x8uajfqwk4fwvDCwUfNyRh9WeeNDbuzjK148caHLnh9yuvZwhcmvc/7oOtgZfMA0s5Uv53RwZA9HDfmgow/gwRXnYTxu8OQzX/pyFYew88WfHNLBxTkM8dN1DgNmnMz28IKjxnGiF558iQse/vmiA5NcjGxd+3DiQJ8eHgYs+S3fZGyLx77z4sQrWXbwDdj89xpRPPjBg0OnWvGJH74wzDiTW5cjv9wbcMsvDmJg53qGb8iLA1/6/B3Gw799vsRgH2/5lSdY2ckVGU50rema2eNATg/f6lbMdKz1Aa5w+GdP7hdGsZQzfvUbTunoVTGx4y9s+Z394VVt2FvTZYufgQM88Rsw6cSfLDsYYrMPG47BVo5g4SAGXJ27ZnESh9jZlTu6MODBaOZnrh+fOLCFZcC3ZsNP2M6rS31D31pfsHMf49taHdSZvZjpXdE4ViPDkqVhBe3Q1IhxWCE5EwA7Sa/gCoqcIRD27I67AOiQw5FA2PQLjk/45HAdkkBX0hr02Rnd5PmEi4PElyR6vTjCLS4YXlidO8TDjk/JhSdO9g4FxsPa10bp4cqWT9i9sMpVN1f6uPBH7uJgY4iJH/ZemAw38/LhhchezSYXbNWMP7a9yOB/i/1r7zjRd27fEA8e7BrW/Iu5BwlrMj7py63ZqC78Whv4ePGnj3Nx0vnO7/zO7f73v//2yle+cvO5K/8djn/76kEPetB4yJJPegYf4nLOZ3zhueDwMouHjtkBI13xkNGVe3JH+cJZrsgMvVL+1ZKtnFnHhU/netZvQHzbg6GW7OUaNt5k1vISNlucjPRhyBc8dcednTzGD55eIe/mAh9H3GGqm9zhTr+e14cGLLJwy6G9/Otxgy48HPGCQQe+6wQPR/3Gxm+5xV/sZvzYmR0GfEfY+OONnzjpx4V+XPiMC1v+wscVpnz3oA2DjQE3P/U4n65fNYDlKM4eNtjLFU7qYz6MBw49OGpsv/qIyX79aa0n8bfGRV/hTmeOB4549Bts/LseXWsGnfoNnvrAxkd90pELevZgmXF0X4ErRgcecqC3YIQNp2uDfvXhnx+8ydWHLXw65HCc05XDclU8eMC2Hxezo4dy/uVWjDjKSbnIVq7UkB5MebbHH784FA9fdGDxM8cDt3uIBwJ6MOQnn+rGVl95N4pfevWn/sFVrulZO+SGnjUuDRy63uoJe+Uu/7Bgxh0GTPZyLQew537DiQ25nNTj8tH9RA3DnH3KA5/25EychlzQkw97Bt6wyeVFPHi5BqoRDvzSwclgj7vz8mi/WOngCcvAiR4dsSXnj7w9vvBJjofBn5zhRIdvsTnE8+mOS15ZD6yQd1NUEGsHZ5x7C64iZIaQt8/oGZJhLZEuguwLirzEI27f4S03PtuDxZeGpCdZ9qzJXEgSkb3ZxUJWMckMPIpnCPYfzr3VRxcufPrkbkYN8fApTj7piyV9N7Q4xNPsBkXXYfDhkEOzJqiQzuW8wd6eOLsg+SR3iKdGcK5xcPBWbn6KXb69VUuPrPrMdbMH36g+8iDG4lTjcktWPXEx0uOjOK3TFS9seXEh3O9+99te8IIXbE972tPG29aPetSjNt8Y/OM//uMRH0w+YZVDeHiR42wPD3K16S1re/yayyGd4jSrMSzYzmHR8SeCdF3w8MsVPbgOezCqGxuHPbgOAy6ZWY/LYb7ss+ktbvjqY18v6y36Bh4OsdOn49yAn6545NoeHW+Zx5suuXj6c02xmtnam2VsvKXPp3188it+usVj7Ygfv7jYhzu/+NujK86uFTI+wnHOnzmfuMBKpg7W6mZmb8BgC9saD4MOn+nhFn9/VqCbHp/0+awOdMkcJ4tHL4ahNnyT4c0eLrnRn6nh2RMPX/0ptXzQtRaPUT7wdV3pc/Z0YNtXH+fkBl2HPzvVn/yR8Um/mPExcO46JCseut0risd+fUXPOXwY/kSEi6NhfRiPXOGGD17ubTAMORRL8ZDx3X3PucE3bNemvOABi7zrCgZ5fYHjcfGIna2jOPlQHz7CMTv3moI7XDI+xcMvH2KxR5c/M3168B3dU6zzC0u/5QcHe/Knh9g77/7OX/maebs26dEvfvv1Mj72O+b6kOHueuj1mr980xUrPZiwjORzHch77UifDO9y7hx2vSkv4oftsOYvztWSnXjgxoHMOZ94GGGpA78Gf+HLlT36+RtKl/PjpJ+p4syTnAORkgHLkz+icwDO+42ADn0YdGAgZJjpaixPjHTgm9l4MhRUuuQS2hM0eVxgwXYO0zmsfMabDZx4ZE+PnafbebDTKPQN+gYMPjyV56s98bj4Zz36YuyGUOORlyv2DjL7PSXDz0fx0MmfNR69ABerud9K4GVj3W9VdAxzPvky4mMut2Nj/0FfPPlMrj54wygONw+8/caTP5jW9IqT/9NOO227xz3uMd6leu1rXzs+1O6zV9418FkluWKjVjBhlBOYxWhNT/zWDevqY82eX0d9SNe5/cN4YNozlxN6LmYyOfGQOPODQV5PFLeZbni4G+T9tmdt8AGfvrVhT279Jt2DNCwH/2pDTr8DBpnZYdgTe70cj/yoTzI+yfHomgiHTvkmizs+dNNjT/dQHhdyXOjFwf83KY8evuGQhy+3bJKHTR6GffZ6Ze5PPsnZxjFs+GThpMeGvP6jX35g82WwJy+3ZM75MquPw4DRgMGm66b9eMOnr8aw1CJfYdDB2749+vjDqFfIHXS7H9BjY4SRL7Mh7uozx8Nf/TYU9x9sxFiucDb4mO/vYeNDDjd++efTIGdPh2zOh33+5I9OuPyK358Dsw+LvryQFw9dnLtW7DXIxWrEA4e48EWnfukdo3TN9o57HeMPHzpwij1+5MVkrifo4oBn8eDnnJw/8nrcHnt7MOtxMrph07PvkBvy+s3awQfe7kOdtycP8kIn7riSpVO+upely3c5kCtrex1iL+ezTfGw54OdUa6s6ZA7ktMtRvtyla7ZHhl9dmK7onHsQ1WJQL41QAQMzVsjzoTsVTDJoocEu5JChw2S82DnaVbx+HTeDWbGKWEwNAx82M32NUu8zPDmQwPRN3uaVbziZO9gh4Mj7uQayUhmDUfizfmla8yNOwT7D0/KbiJ8xqMYxCpufuHBITN3tFeccGHFec4FG9h+q3IBlIf4w55jhMWvOOnADM95TacfGjBxsW/N3podffiGh5BiIaNrwKJ36qmnbmefffZ2+9vffnvzm9+8Pf3pTx8fFMTbhzDVGza78NmLEU95s65GZAZ8fp3bz95e9WmvGR9rPPsNhq2YnJsNvwk6L7fVLh7lybk1O5jODbNDPOIz4mee84SPYfbbk75lR8dMv/w6p2d2FA9f5dCafra4G/k0G3D8to/fIUc6YuJ7HrDVQcz2mosp3Xgmn/V89g7Ofe5zn6FeLE7EY4gFP3rFE291wcE+3vYN5ziL3YDBhlwOuuGWF3bxo28dBp05587pwwuTfnbVn17c9ZD7AY50XSdxnXmTO2dXzunNB3kc+LQ31yEu+kfvwzPEk88wzHG0Fo/8WNOF1ZpPGGH12qEGxeD+3osw2/Ke33IGS6zziycd+HT4zJ+1EZc5djJ85TYfzdnQIWNXHcmcOww89QSs8pEN/2HYM+h5HYOnn+uDuCczw6GXTljpdt51Ab+aWdOTq/l+wMaAa+2Y48FPbvF15ANWOShP7MjDUQMy9wOyamvdqD7sjOoWDuzyZ9aHOPFthmXNT/XFUy/Z089zPHLjfkBmlCvY8eMbNjxyGPDywzZ+1nTKDWznfM9xDmfH/Dj2oQqYbxkolOT36XoXv2825MQ3KOgg17fLvCXo7U8kzN4+826FP0FYw/bJfo0AB0ZvI1988cUjwYpgHbZvwfj7LPv+/OgCpeNdJn685Sxp1t6a1NTW3i7ExSf+JVBSvPXNJz99Y0hufIMCrgMv75B46MIdX1h8+jv0HA9dOXDxFrPC+NYEf/x46xsva9948FkujQlPTjxo+SaROOXQYfDDzs2IHxw0Td8q0RzqUzzqViPBg4u7uvkWXt8OwdeDllwcxgNbDsRfbvkUj8ZziIdPOVV7PsuV2NXJ//XlnSZ+6CfHATY/vW2Pq0EuH/e85z3Hw5VvY/3Gb/zG5v8Y9JawnuETF59vgI2jePSHXPDpGyn84O1Pn3pXDvGQW1zUXj3g0YFveKDDQ318IwYfvWhNLqf0DfURt3qKR61cuHqJPZ9qTI4Ln/zR0ZOwyPtmlB5WE/HgIx7Yczz21UfvJ1djumbYeOkV/ef6wQOmHhKPNS6uTdzUS07qN9cP7HIlNjZ8ige2MfeE/BSPnvDQJ55s5Ukfqht/sPHlU6x+uxdbD6q/+Zu/Obh+27d929BXaxz51PewYciF+pCrDz9w6IpNHOIk0yPkePBDXk/IFQz1wF0+Z5+ubz7Fb2Yvhz5DIx7Y5PUkLvyLjxyentDD5dm9iU/3WbxwlGd5cU3AkJs5Hnzx49MB2yxucjV2XYWt3nzWn65V/SZ2fsRjFo+8kMNyXbEVA5/FI598qrd41EI87gf1Gx+uLbpxcd/TP2zFBlvt5MV9z/XadVXd+MTPufyw41MtcK0PxdODglzBVgc+e6jKtv7Qb3Lb/WO+T4hHPeHIm1jESZd/crWXb+fVVg750RPs4djHRQ71Pn7k3Zvw6T5RPHqiX/jErydcW+4rHvDY6H368ikX3tmXJ3L6+kBNxDnHA48NHJzkwPXjmnXd40tezsndg/gSP97W8uWzumZyg094ci7O7u94y5+eTEc9vUbQlV84+oF/90bxyKF48NUfeHnncY6n3MuXfbkRvxyKh62Ye56ArW7O6ZvVDV+vhXTrWX2Fp/7E0RDD5Y1j38tyYQBRaER9FR6w4YZN7vzU/Z0FDqy9YHuxVUC25C5kCfIiosno9aIsWElWFGThagBydv4kFHlrF4wmoKuoDjzxCwM/es2KYvCJH3v71l30mkU8dPw/dTDdYAxc4JvFoFCt53jYwBNPPtnBcYOyx87AX97IxHfrW996xELuQg2jnPBLLiennHLK4AFH/G44/MCjV03cuMIuHnGSaRr75GoD97A+MOGTa2B2+IqfrX0PLuRwrMNUeyMMs5hwhecczoyBt6E+6iAnuKmHD7C7eb3whS/cnvKUpwyZbwve7na3G5zgVhMXRhjqI4fwxKgWYigenMTIlo13wsTC5vTTTx9y8bn46DXoFo99ww1T//IpRnI50WvOb7n/P4hh4FMuxEmXjH9yevqZTN3hWs/xkMsZHuppH3e+xOgmJWaxwO/6sXYt88HGzYSeg4wv8ZHj7pA3uuoBmx/8cHCOt9qzFU9D/HJnVJNs4KlD/Fx/boTwxGnfUe7NMMTMRj7JxCtWcrzgq6fzekKvyZPD9WPQhW+Y+TTy71oRz6nT/U2cePJPzre1/NCFIYew5Up/yx8u7onVhj9y9wl7zvHCt7rBwUU8dMUuXrL8kbNxzicd+vzUb3hZ21Pj7h9449S1CYvd3AN88QmjeGAUN7kDf7xhVQc+9XJ513cO990w9KR9/A24cuihgy7cOMLDWZwOdnzDyKfY8GAHyz5smN2b9Kd9PWGWF7rs4IrXC3Bcqg8+ag+TH3JxwJE7WDDokfFL5tp0/yf3sMAGhjzkp1jIxamG9F0/6qsOrln85IBvXIw4uXb0E5/y7h5Mj73aHcZjT+ywxQPb2mBviMegK2905FE8ZPgauMLAGwYOhryEzdaRT/E7Z2td3fQQuT408OYPJ7jwnR/GQ+6QS3mTW7nGSU1h6hX+DPt8igO2mU8+xEW3+pw6Xetwrsw4VosDT4VIWANzOFdAQXWURC9o9snpmsk0ArkjHBhIVxyB2NN4RjjkdHAxxwG2xiUzwrGvqSXTkOj44CIWuorHBw5eELOna/CLY2vFKgb4red48k2XX8NDomEPNlzDU7680bVH3zmOuBS/3Lko+CTvomTjha/csmdDh741PHI+xS23ZGzNbB1++2FHhiNbuvTYzfHQpWekby1XMNjwB0cNPO0b5OWWT3uwyRx4kjniV9PDvvvd776dc84547NWLhL/9c1jHvOY7aUvfenoAxcw/w45xC0c/uVKDvkWD4501YGedbky6wm6YcQPBt5GtYRdDnthYUvXocfgiNOMn9kot/j67a4a0rVmCyMe8Sanjzef5DCqG+x84t5vi/TKOZ18WufTdSUeMRjsYekrfvnkC3dD/HJChy4cfvikZziHRw+O87iIEwZs+zDYwWOjJ/ikV0zVJz1Y9rpmrbvGYRRPMdoXp8OIt7Uc1of06cKHbe2gT4ZvceJC34CrbnjrTbkqTnpzPPDEY+AaPuy4sC0eeuQN+jC7fmAbuMDovkdWr9grHvriMcMoJ3TEaOClPma+6Bthk+Noj03vWJHBoY+ndz7IrOXFzG/XLEzndIyuq3zS1ythhG2/3reGXX1wgckWD/vlhQ8YHd074eeDnetEjAYMh333j7Dhht11hQNsMz1+w1ELsvJdbrsnwGZbjsx8wobHFwwzuVxZx40+mT607yBzVHuy2Uf3Qzp8wLLmM1szG3Wo7vJSj4tHXPbY0+Unfbh0k6ubdf6s2eNohkFfbN33jouHP/pwulaqG1vysPWhQSYePuINg4xPmPjVh/kdxpfz49iHKs40ADBro6QKzMgBOZmZzCyIyMEx4ITlvCSYyWHQZQenMePZo0+PjxoyXDL7+Q/jELObJrt8pcM2fPbwDHrxc8529mtPMWFbxyNbcz5mHbKG4vIT/3yYs023WGGxkSdHeSTrwEWuHOWzBoMHizwcPOAWXz7ZGPTsmQ345WkILv2B84xNH0Yc4s6WjH65JytGazfKs846a/Ova/tnGPyW9vjHP358ButFL3rRuGhduOWer3Bhx5cP5waduXedO+J8aRiDF1nc5afY0ok/HRhGOs7tO05WH7lwHGKrWbzYV5P82RNnM59GMczxWqdLp36DlY9i5AcfNvbwwD09cj566CNv0LOXjr1w7TXI+VEzHDrIrJvpWzuMYhsn+498Fw95MjiGGR88+DPoyEfDuZgN63qxdddPWORuvg3nOJYzc2s21Zj+HA8de3Q68CKfY5r9lF/xGHzTZwfDsDfXJx1xiM2MB3k5JTOSkbc2d5DHkQxOnIqVD3tGObeXrNw4j3P9z4acTjbw9U/ndAw68XFeDsjiMPtgP+ctPNhsjbk+5Si9GddeI65yyF+9XpzZsyEz80cvWef6gR8jH+GQwS+meMedH7Yw6BgwwiFrD2Z+4mefvGE/X9Z6qt4qDrrZxb2aZ0vXXrpxjDc9R3mLT/GQx3WOp2sQpzD4gRtGPp2Td9DHk211w9M+H2ReV/glo39F49jPVDH2roi3Xw2ANacAECjpJdUDRUUjQ955T9NwItvbmumQI0vunYiZuLV3LfAxnDtgezvRjFtB40ZXMuzRjY8X4nzB4p9dbxGSGTPv/Jlh2zMbxcMfLvIGz2FP7B4G4sDGmry3Hekmh4NTRzmHoUn4LhY48mKmz7e5OlgXKzu5xXHW5dtNrKdyGAZ9uvkyO+gd3vRwnOsD36BPXvxDuP/go4uAf/piyGfn6bNPn8y+t7p9zsY/JOrzCx6qfFPMn228daue/Btm2MlmfDE6DLzKtxw62NI3cKWLq0Fe38ntzJEOffGbnV9efWCpPZ90HfEu53yR2StXbJzHka6DzKDvwC9de9nIbfyGwf7juPrAUHd/VuDbCAcGGRwjjvIdNl1yPOHM9w825PTDpGucd955g89973vfo5jwm3uiWOgXD7wwyMWPSxzM8iQnXctw5BiGOsBgw589taebv27w9I+Lh3482MDhrzrghUdyvSKPbAy+ccxn8ZiL0zof9OiXcxj2+SObOTrvmk1Ol7z6ZG8mc8zY5OVKfAYMh3zLIX387FvjMl9D2ZDZN+jLiVjyG676wDjsN/q4sCl/xUPXfT85H3Dp2os7OWx76cIIW57IZ30x0iej29x9L3zy/Jndy2GJBy6/Rn7NcgIfrnM8zOyrGRv7OFSLMOjDwIF+uuRzfeQ97jDo4kvPsCbjF1/nfJDJK47k4ZjxMccFPh74WNuDH7b4reMB21Fu415PlS/6cGDjx1+vk9biDINu8eAh1riQ40TGLt6w6YoTP37iOMBO8uOkD1XeCpQsgXgrztOpcx88dANEnsxbph5gfJjM3zvpOrfnbV0HYt5G64nPB/8M2N6epS8AH2aTCMTD5dMH0fIJX4Bw/VlQwHx5Vw0nb6Xz5YGQTu+2+WBbRYRB143Rh+b8rRgHPh1sxBM2GV1y+DjO8cgJDoriLUd6iiROxZ7j4dcH4vgUW/niwwf15FCeYMgJPDr0+XQY4lFkTRMGjnjLK1sYsPi8eP/wXXGGocZs1Qd/h+FPGmzhkOEgnnzyK7f8ySns6tNbq+zVVq5gxIOcT7klwwVXH7SVJz7xwllzqz1dOnzKmUPtTz311O1e97rX+JyVuJ/5zGdu/kkGevbww9uHHdUNjj0HudqbHbjoARz47KF3zq166iv+5QRHMeLrgQOGA14f5nUDmDGOq48c4qL2OOCHB6z6sP7km0yN+IQth+RkZj0HIy4ePMVuD1+84ambOA/rQ4ecPWw3OPzolUN1xFvP1uNwk8P24mKUKz7VGUbxmMWgb8jViUy9f/u3f3vM/z9jd7Zq21WtcXyeJzlbULA2RiwQJJtIsIhYENSg0cQKUYmCF4KiNxLihRciiEbEGGMVS7yIggUiqBdiEfEBjvtN1um/nvyXbY/MvZMGI2OM1lv72teKPuZcc821c+edd24e4jcTZlZ82PostpjmkD9bZ2t6IR/c7DN+ZsK1PStH1zDYylcP6wMM2PUejlqK4Qu69GLBcOYHvz3Ljr05cW3Gxaw/vmRsTsTlBwNHcwi7XJxxsQ9nPrDVDS/7TT1xMUNs4RL+YXgG6Q/f5ge22UrPFg5cdcHFNd76Ix/ruMNgr27y8VzSq3jJpz/0qHZxwVHvYcNjC1se8mmW4eEnhtzi515/8MALjhj13qzQu+cDt9cOuai345hP/THj8lFH+cDAUUy84bJtX7H3fSo8cI+3faW2/Ku5mPxwh+EgvkAtLzHZiMdO3/TedfnzUcNeO9RQPuKJc+71Fyf71r7j797zjS1s3J3lhkszYb8R2GrYfIqjJ55BYsOZc6hvchATBhv4YRdTTq7tK9+vUz9cYIvn2h4XD281as94XQqHvf1jfuZMWJdnzyB5yF0c+O2r+iYfMXoTBpf9zeS/n10OK44efhqqCL5Fj7DCXntqeAFrsGFA3Bsig0SnmAqieK49/G00RfDlNQVD2sPFRhOPr8J7EIkpcYMsefY+nYBneDSSjyKIw1ZxxOmhSO8Lzprgy2t4GTbX8oHNXlN9wuHei498FBCv/sqgYmuIIfTlR39BYEjwFR8n9RGT3pd56eHR+ysCZzWlF9PAyke+6msz+uKeGstHrdTEUMin/y+Z+GwMpjhq75penQ2BnvirDTEdBsynOHIxhPjqjeFU+/LhxwZPufnLMQ8otYCNi7qpj5i+1K2GdLBc65leeyF2re7qL4ceIuz1AR4uPYiqvRrqOT8bNL064St/G0CdxPjEJz5xunr16v6e1Ze//OX9K0K/Lrzvvvv2DJhXccQ0O754rPau5SZ/NnKG7QGl32qBo1jyMT/mka9eOaujL9Xrg1zp2fJRz/aPPNQHrlr4yxd7wLX88ZCPnpsbM2lW4MH2wFE3NYGh9/rgGl+21tVK7/XQPb2ayZWv+ZCnmGosZvXXN/vMLNkP7mHLE1d45oCNGsqT0JsVOcI2b/JRD9fNvtrBFs8sNB/s7Al54unaM0Ju1sQ0b/aEmPDkyd5MqLU4eJhDNVQ/nMXSNz02y7A9J5qJZhl21+ztWbWShxqKUQ092HsG6s/Mx77GWW3rG18vyLiaCVz08znry8nNOD+5mX1c6NWqfSVfOemFdTGt4dK+Ym/eYMmBjR7i6NnUnhVHn9RDHJzMC3t6zwgHbDbwyweGmZAPrnooTzmbSTOuNs0ee1zsK7XUU3HEE9c13vzEYeM520w0hzDwNnu+PO2vdMXnaz5guTdjrvVOP82kZyx9+wpO+04eMMwM3nKWj7qps7nC+cr6Qc2M4y1++0p+5WMuYePquSCmvSeGeRZzvi6pifrprb7BMhNi4q+PuMgBdzHVvpjmW27yV3uz4bVbrzy7+Itff+TARm358mu/qRWdWOyJ/OWjl+quRrjygeNL9PzkBputGTXv9o9+iG/GxHRPX+/Fl7/64t2zSf7ycTbj4nuDg4NZ7vXKrKqhnqnDfL6LSS+nchNLr/QBH/3hh3N1M2/y8XqpDvqh5gT/Z5RVnKfJ2kQXK5mLlcDFSvZiNWaf14vLxSK07+nY0a2Hw9a7Zk/vvIpwsYZp3xeEzSK/9dOezyr2xRrES4ywV6Mu46xh2tfrheBibfpLXuKxp18bcl/Hw3kV+GK9wdpc3BM5PPHEExeruPvIXoxV7I0Bk955NfdiDdWOKR5xlo9asXGfPYy1MS9j0ou1NtUlhtrxW028WA+VS1s6POSzXgB2rPg5s528Z0wcHDDCXsN2qbMmd70pH/flszbjzsc9fWvyiS9u5bOGenNlF0fY+il+3KzLU3/Sta6GcqUPQ3y8xeLLFncccCleGPzXJr1YbyguPvrRj16sN3wXr33tay8eeuihrY9zOGqop/nDc5hxHLrHA28zVF3pXOvN2rCXnOMqHz7lwpawhyvmjGvG6Uk1MDvrwbXzpc8eNvtjPvpWPsVTK3nCjhsc3PQtHtbFpVdbwpewkaOYpNq4xq99NbHKhw4XPubVvBWLzpq+4e7aYZ3f+hf2L+69997tKxadNfmrDdvm0TXecnTNluCGo/vWYJhPz6fi4ULMDz17h3WHmVBbkg6H9SL3tHw8C9abg0vbuMhdfQld+a8XiOuetfQ46k+x+NDLARf+rsPw3JQTe7pETfBOxw/2enOw92G41tVSba07CB1/3OPsTPRsxqR3mHF54gLHGY7nQX3jb43efIYdf88IXEhrrmcNcS6mWsFK5xoHta3v1hz0xZzY+t5rXjjO8qF3HRa//6zXSDOdLX7mbf0zDlsnP2tyUkP1ct8Bg86shMGW3v6B5boaOusnWzzcW8d7vRG4rEVz4fXRwaYDR/vBnqMTj7hWk+7FcA2rWoXLns4zgU3cnXEpT5h0RMx6j7eD2G/FiaNalee01Xv7jb2DOMtRPt3HXQ31Gm5r7M1KNnIi7PAWrzmi13t6Ui775ib/Ofs51rK//EjNO0c/XdEtcvunWu/W6N0Ta2voLq+te8e/Etj2rvN3XsXd/ovk9oGzktsHW8cUP73ww0PclfQ+r0Lsd47W6OFZW4XZejwc1umci+laTBh03jkn1vyUQaa9fIodLpt4VA9rBMbUucZzDcHmI09x4TqHwz9bOoITu2qp3rh5h03o5bg2+c7ZPQwHv/oTLh/266G4OYnJrjgz79bWsF/awKeXz9r84K7rGyw/VSXw+OCnhq7FcljDxRk/OuLMPs7WW1ubaMee9mKy9z9n/spXvnL66U9/err11ltPX/va104f+MAHTo8++uj+aRgGP/nkLxciH9juzZtz8c1tdvjKQX/o3fOl40cHn316/PWhmHzC1odiwSAw2PMn5W6uYLcv6fnKHWZ2zubK/hEbDjt18tNZ88YnLL3hl6+16pq+nOjxo6+f5Rbv4uLvWm3ZsnPAEhPWxLAmH9j83BM5wCDW8OZLLx/3hA/9xFGLcPCTGz8+eHge6AMb99nipd7OfJwJe7V1zzY/a3Cqi3t85MnftTUiznoh2ve4OFq3r8JQC3Hk1H4rHz748YMXNj5mqDqIX0y14h8+W3bqAkNN2FfPal7uYuERL7hh+JSJH9vysV4N6dWuM454xB22OsGjnxzFnHZwSTm65ic3OOsNKNXmMfHKM2xnMeWMM8kePzr3ODuT8uErFg4w6k88nenk7Jo48xGPv3u+4asrHcxqyc9csbFGzxef+gNT7gRGe9w9W3iTN335NIfV0lmcsNXAvRh8PIdgEjprsEl29ViedKR84LdPcHZPYOoP4cNePLnAj0ex9YcNDoStNTWnh9G8WTefBDfr5dkse00tR6/V9jiBU6224gb/uf7dy1NGnAUSELlIliAzuhLJpsIWWPIe3q3zl4ijAtARRVWwbOniYQ2mgy7MmkDHTzyD6V4RCb149GKWE9/ekLDjw46ws86XfZiu6cuvmHwnlzCcw8xW4+DwgUPfQLXBxOfHRk5yYcuujWdtYvBhGyY+7tnAcoiVj3t1dN/AsT/a0RFn/HDvXqzuYYfvTHxcTcQobjnMPMTEvxz40PEh4jhw6LBWPDbh1wcf+fqVnH+Kwb/M/oIXvOD01a9+9XT33Xfve5tF3vDiLhc697hUyzgUwz1hIx/i7L5c4m4NHixr4onj3pkuG2d+PVDZEuew3fOBWa6u+akpHtYdYtDzheGabdf8y2HyS88WnsN6Bw6uZ+8nP9dxKj4+4VjjGw9YRFx2E9c9O8KPwIdLHxZfD1FYYbSup/EopnvC31EdrMOgg0PiZ81Rrp4fcOIQdvHywy2++c748nVvzQEHJn/3xF4lONHF2T07GOIQ99Zh4uIeJr702Ti7j5/+zPX6lX9c3IubffHgVbPqhAM7vg62ztXOurlN77569AKNk6Pc2ZNwrfVcdQ2LsIcnnhzhhsWmvKubdbbZ8JcHW4drUl2yZcd3+sPkY81ZvjjCJtbhudcjwp+ejzcsYcpXHg7r4k5e7FsLA17P92Ky4ZctvWsHju5hEXY4l7ez2Il7tnzyg6M27Ohg4ArHOf982M88cM+vPSSea7HgOItNsnVuzunDYdfBlx0e1unFD8Nrm7V0zmFVUz7VZy/e4D//s0Cf7PIwoNJUv5dOBFQw7yDTR0ixBLSeWGuIvMApHh07ekkiS0oGDp2ESo69hL1Au7YOx0Hf4LCHw8aZHl4bQEzX8eCvQHHhX8GsaRKOiXV4jpqbji1eDrHFsOYhL/ewy5NeDcsXZ0Lv99nl58zGut9j84+jd+0wrInHzlpcylNsNt7N48LGETa/aoiDGHT86OMcv5lPvOsPTOLM36zgjQuh84CwDmfmg594BL/W0ochJn95wiAzbn3L3pp8HP9Zv5//+c9/fvrud7+7v0PhS+6+i+X35biFhWOzggcsceWpx80Ue+sOXMRywNJL+cjFfRxh8K8HxaUvn3DjHpf4iSfP6oUf22pT7tWxfMTqYKu2zZW86OqPmNmKR9+DqXj4tK/Kk47Qt2fjQR/v8namE1v+zuzJ+hXurvnDDz98XR3Z48A3W9diqsnEUFf8575iS0/Ym434w7auHoRebY95sqHXZ3m6J87Nm3yyYysmXNzjXS/rcdyd6w8M987sHfUeLiz9IdUlexiwxeVXXtVqO63/wCHs8YaTyAd+PyTR08HDqVnJfsakwwV+M4Rv/GBYi1f1onf0DK4Galit+GWvb1MvrnWvY75XU7z4wK6GYaiJ657vbNnhDRsGns5y0Pv2LD/Hcd6Kq174VKv0eMOiL464cPSgfvJ33UzAImLyg6M/s7YTexuv//Cj58dWPmHBbpbxo2czefFTE2v0zcTMx5q64AyfT/skHtbkrD+eQWwSWA7rBJ6DrpnAi9QftaFzsHNuz84c4dDjjX/PND5q3vNDbDq14lMvxHR9Mzn7138c/OpGEMXxcZmCC7J+r7mTde1jQXrkfCnMl9PYejGVrJ802PhymI/QFFDx1u/KN1nE4cGg98XdNhEMycPBxRsIfPrVGWy+NgzbYorPzkOULTsFxk9xCU6ajPe//vWv/QVmer5i4rN+l7qb7d5HlHjQu/ZlRLYwyqcG+QhVTI3w0bMc2chfg+D5Mp2awKyG9Ov3zruG6iQffs7wxAxb7dVQDDnR46LZYhoMa+t3wTsm3mL6MqY3Y7gbatd8fYE7jFkHvVdDdris36PvfMRhD9e12uqbe3nix3b9Tnt/IVBt0uN5rKG66CXOYuItpr7BoCNiqpO6yZ9eTDWSDz+zIk8x1HbWwZcuX/ziF5/uuOOO3V//eOgvf/nLXV/9kAMcGDadPOQvhrg4soOtJ3TmRM19GVM8XMRki6f+s5+zr2dyw9esOtTLzKpP/aGH05eCy2d9D2HH0Tc6+GLigrP+w8BbnL6kKbfyYW/exBRHbfEtvgcdzg499sVQsXCBrT8Ev/KpP7D1rTdsYsJWL9f2LH+1MhvO4sw9y94/qUD8kwrVUD7yl6N8zJU85WAOYbvHVbz61rNJ39RI7a3pM1t5E88g+dLLB89q24NYDnT89U0fjvnAlA8M2GLSia8ueMtZPr5wDdusVFv2sNnKTf7O6qXPsNXNQQ8LvvxhuIZtnxD1wqV++qMXfTPzaiEeHNcw8IRtb/JxLSZsXNRI79U6PTuY9UdctYILx/8yxvzIAb/ysX/sK/7wcRG/WVEr8T2D8FN7e798zIpa0cHUC/HEMLfy4QvbzOAMpxmXD72YfI/9gc2/1yv9xKGYMx/x/ZGIL0LPGpaP57hc6g9O5kgN5asG+mb/9FpIryb1Hr/2sjxxvra+rO0Z5Lp8xHHd65V7/VnfV9p46qWHuBH5mBOx2lfy9DzUH9j4Es8O+80ffchl5qMG8tEf2PDYwzI38sHfPQyv7XJj67BG355Vb5i44uhL63P/yMcM4G5df/ULhnzFx4/etVqpifvqLwZe8mSrVmyrFb0Y+MO+mTz5LuOMhUb3hkCSRAMlDVxBFEIADwT2dPPgx9aZr7PE+RkYtuFao1eE7COvoBIk+bBxkLD5KlSFFNuhwWxdE3hskvKAg5ehZpPwZeOQJxy2JL5h44yrM3vX/NlrCJk5wDPcbByELV8cOuA72LC37l4cZ3Ho9MeZHo6zfBqo2R9+bOIndvm4hpl9eHT5FRtHesIepph4OIiz/K0ZYBjxpi//Gc81bGv5wtUj+kQNcWEfJ/HEYuvaWjE9CL70pS+d7rrrrpP/ae8Pf/jD0/e///39zzO8+93vvsQSl5/c4BZz5hq2uonn6KHHnzhXM/3xkLe38rUn5EDEm3mIyXfmoxbu8bDuXL1dF4sOLzZhOhdHTPfhs4VrVtK5dyTh08lVPh5QceInn2rFr/yt9fzIH8diuYav1s5xdS2Wc37lQye2e/m4F4+9GuczseJUTriKKT67+ubeddjODpgEb77xF7Mc5jXO5lDuahwn2NbCc4aHN3EdH3YEfnqcE1hxxad7MXu+FKs6ieM6fvzY51tMvORTX9y7njm6rg6TXzVzLm544odjnWQfB/d4hO3ZMfOhn/NWHDrXYvFXt87ilE+4zT59PjjwoYNFnKu7PNnSsXPmQ9i4lnO/lWBD+Lm2bq+ZXzwc8Ag/eGE3N97YFAOGOM4wXefvXG6uj/3xmkjgl0/9gc9ezfRo5s9HLFK+x3z4iQ2HTa9X7uPr7Gje4ugs15m/GvUDDWw21c/ZId7MBT+84lg+ak0PQ3zrBDc43beOh1mattvhJv85++s/BP304CcwD0wBBJMsvU8C3EtQMIS9c/TunFjjYwCIoZJMxWbrhUex6Sp270J7YwMHF+8gvQsvHr1CK453s2I1dN7pW++nk01g/cc7UsXRHMJGXD/J+QRDHgk8P8n40152FbQG4k7ngFE+sNkTfLw7V0PX8q+O3kH7c3QiJyIXA+ZPRMNQV3o1gFM8Z/zkrlbuYRM/HbAVDw58GLj4M1/3Dpj9BMA+vXzw4G/jsSPuy6eY8VRDb1TCxQe2X7f5LpP8CSw5ObzzT8dPf8yDgz+Rk59OzJX45Ymj/IuZvZ8uxPWTjJjx6UHkp+Ty4YM3HvL60Y9+tP8BUX5ve9vbTu985ztPz1l/SivH4jaHxcNRTId+4uUhxEcfzMPMhx4GHjDwo3PgYt6mzrz5qakZKh/zZrP7s2n50KsPvd6ISehwUluzgpuasqf3iYfZJ+WoN/YWewIfDlvY5hMG+/JpNtmVD3v5zFrB8pNz82bNYd7EtMfl3Lx8+MMf3rPyne98Z3PAR2x5ei7JZ4oa9gwKW530J7284eNBylNc+dmbZsIzC4Z49Qc/vtUE1uxbMeVi5sTkT9TczMIVxz2B5ZlqZu23aktvLvU4W/j0Zos9vXucPPcI/DDc2z/Njzz4WO85Xq3DNivZ0/FRw/IRj57gYdZ6HtKxp/f87Y0NHyIfe1b+7ODMGW9+2IrHD45z+wo/Onnwrzbmzb7KDoY++MTHdyvFC9/zcOaTng6mfRuu2GKaCXb0cfcphnxmDc2yPnvW0rMl9LDgqH849jc7fSPsHebKXpv50Pfcc42rw3zD8Qyq99Z7LRSTHZ3D/pGj/pS72Md8wtLPZoI/8RzzrDCfdDMfmPYnCaO+6b068GHXHJYLHzOBY3uWjsidnbrM/shfLuVTfc2EfSLOzF9t9S0OsM2Kw/MAPz0Rw8w645Ke/c3kyZ19sADSR2qW3Fd8xSENDLKCSRhJ9+ytK7phimDrhteLH1sFhM12xhTDOlEcmO4VDI5zMfnjwKZBYkOy93AhMKzxYe+jasV0nY6PpiYTyzCxdcDiwx9/13yt4dPHsPRhsNMoD+S4FFs+hK3DkMhHDd3DJs5qqHbh0sPD23ke+KktHomYRD70cXFmDzthK46YXbNzjYsN7cFb7vTuw4aTPX0PGPo4iWmNb/VybQOoZXnCcZjDfMWl87BUQw8ivvzoxevNqXt+1tTW+TnrzdNnP/vZ0y9+8YvT29/+9pPv8PjE6sEHH9wfJ8NXD5sXLtFH1+LJHw5cfWUvphlnI2YH3nLpvnV58iNh4cze/mFfDcyyXrCPDx/86PBwFKePwd1bD8esdA2fjx7gnV5sYpYd6enExk/OpJzY6H2c3bMVG0aY2eNd3VorjvtqJAa9/OUbfjhz9vOBW634w8NDTPWF5zAz9Hj3bGJPYB1rJSZs+VtXO/6kWd43T/3HGh7mJr6WxNYf+XTvzL59P+3NoRc58YjYfOGK6xpmPng3q7O2XszmHq8O6lIu4YijbziJl614DvbiEWcx2WYnrlp5BtHVOzau7aG4waDHDQ6Bz09sPPTNtVhsHfWBPVtrsD1r3cPPBxd95kfC0Hf5lIs113RqWF1ab8bZwRTHWW2rE2w8Zj5x42cm7Dm69HAmP1jhyRPerLl6eI0kMMS0DtuRvvybfTURK2wxexMHp3ybN7bhq4cPQQh/Ma31fM/Wumsx2agD+xmTPh0MNZzPQ+tEf3Bky87hWszmkJ14aqRWeLIjxVSrfNkRdmpFXw1wxdsBs3psh5v85+ybKvbzUxf3EpOsd3LAa6zAmjM/0UKM3k8x/dTMHrESCz8sbyD66bCiiQfbTybw+Jecd7yw+ZMSpuPnni0uDrxrXj7WvZMVu+LypffTF8HFUWPxJuzDY5+UnzMuGkSywRuXNvnk2ZDjmz0M9xOXHR5h1AtnvKsFPzoYYsKkwztM9vQzH7EIG2KdDnfYDvYONuXJxj37OLrPFpZ60LHFg60DpjV69uVgrsRlE5Y1P31lW934mxV25iU+4tLxI/Bh6nt8rPnU5tOf/vT+1Ood73jH/pWg7/M88MADlz+x1HO+rvFzzV+8jrDFK0cbF29841LuZp+uPGHj2LyFAd/MNhfwCb1cYPM1x84wcawH7GCReLMj+MHIjy4+5qSYMOc+UVtxSdfsXTvEhMkGBsxy1Sef0LAjeMbPPT/36fk143TEugN3Uj44ihmH7KqJ/EmxcTE/1as1/ItJVz7i0Xcvlhc4fYsLDniymTNRf9iZCZyquzN7eM54k2baTPBP8HfgwicsOGxh4BAP654HYlerMPSHvXtnM8Eedzpx6fnNXyGFM33xds9HTXq+lw9c18d8yps9f3Zi4yIm3u7FtOaAEZ61csXbNRHLmnPc3YsRD7FJ/YHpurllC4+fGrrGQ36Ef5/mxh2Gaxj58nfgF2+zw9+hl/LEy0HYwaAvp7iZIXYw+ZsVtg66eOIRX2f3MGCbe0LHhx4WvdoTMdjSz5h7cf2H3jp/+A4Sdtxb1+N07PAuplj83eOiZ+zJzMe9PIsFmw+dc3WBjZs9TsrFNQ6ErjNf/YEjPqnu++YG/zn7RXXAhlTREASk0II4CBs6B6KCG6yK5ZzOOrv82hjuYZc4mzaeNX7WcYGlaHTODo0Sx0G6bjPOAsVRjIaIjiiaa/bOCpwOJn3Y6cuHv3xsApyqC/twwqWrluzxyB5OvGE74KlpbxTYOoh1dXEPly0d3NY7t25NrXEgfGHLuVrQyVHcMMPhqw8zD/Zw2cfFWe49uGHjJl92bYxydGYjH9zCF4+u+PRsw7ceRvzZ1CN+8MwJHbGebfMZ72J7KF69enX/GtCa/6/gT37yk/2C6WNgb2rgEOtyqp/prZmL+NHjqy7Oakvn7KiG/Agu5V+e9PnBEZdYZy+fbMWFjx9s9nTxUYP2j2u4ztbps4Wrb3CzZwvPuVkRh08zrW/xwxGOdfZ4uS5H92aivrC3/utf/3o/ZH162Foxy4ctgaHeeJZPccrHPf9qBYOte2vu5eFaLQkeHsZhWyPlKx8x4bJ1sGEP20EnBlvX9YgdHHUST3wCi40almfxwqaHCY+4tyYevu75iFnNrcEurpjlqW/W3YcJN/7lyVdcejHYZ2MNvtytlTd9h16wjwd99uWDt/wd5cGOn0PM7uXKXq3Y04tLp66eQbi751sf2MdDnuUsXnFg8fOMhE34E/bwqy0dWwLDnpMjgYMzDGfC33oYYhaDvv1TLu3BcGCw41M/+IQrJh7ZVxc+9pq4bOs7PDpHeVSvnh/pvfmjgy0GqZb4wGcLn4gNNxs66+7j554dHb+w3R/XyhMOCUNs+fEvpv40V3Su4+6aDn49CyO9WM2+WPhYu5mcfVNlUP1T+j5qNVA+nu5jR/9sO1LeufpotY+X2XvBofPxPKKufYzn97E+Ek3vn4H3kZ3NdG19Ex+25va/ueDb/5oAF/+svRc6sXx052NAv7qB6ffo+IkDQ0wfEfr+g7/88NGlIvsLqIbPXzP4lY0cxIShGb4D5CN3HwPylQ/OYvp4EU/Y3myK3a/r/AqRD73rfgWlJg2WmHzF8RdGsGH6nb+zjxjZ4CKea3WAJSc1VKt+1SRnNTQMuNDXN0MgDnu86P3ljd+5h2cdn7DhWaOvPmLih49hUxMDZYPIU21tIDU0fGLBsen0Q56+V6Om7OdMqBV++si+X/2aLXr5sPdXi+LpHS79agGe+RFT/mqIvx6KKX6/8qTjZ4Zc66m+mDH5qJeY5t29eetB73+J8KpXvWrvA38p6M2VeDizUT+H39E7qykMeDjBxqOPos2h2M0k/sSsqKGesjfjruVpVsSUE1EHOYjpI3jXxN5UJ/XSQ/Ug+qau1uDBxl/++idv9nqvp7iLSYe3fPAzo2ooPi4eMPKx7hoebKKGsNVAXZybA73XX7NiD6qZuPTw8LGX+x8qv/nNb941YddMyMc1e7mIK74Xbdi4W4eLrzfC8mp+1NNaM+5aT/rrv+aQXm7m0MNbDeu/fMTs2URvXc3kLH97x7Xa4qGnsF3rD+z1f3XYOnXTHzZyEhM/nNWqPWuG5cNfzGoolplQk/qGn3XcYcNqxvETx7zVH9jeiMhNvTw79EMOvRaoif7wM7/2AX76o4bmzVn9ccITd7WFISZsMfnjO/Phx4ev5yFb+ahtNcSdX/molb1WPubB2t///vc9E55fcrNuPmD2rBVHTDqcYMsHB2L2xYZvrvjbY/5yXD5qRV8NPWv1gZ39WX/USz/V0jVxtq/MrbrxUTv7Rzz1x8vZQc/WtXzkaV74+qTdvoSvx2bDs+G4Z5sJz5v2ODwYYsqVjXzSqxVu+FqHy9d3qtRKDUl48sTbrOi92XPu2SRnOP5SUg3VSG/Ng3zU3DNI/do/4rhWW7nVn54B+qYm5tC+giGeuLD1ybXXKzMuFr70M2Z1s2f0WC3loy/E/c3khl9UR04hBVdYBQCmeH25NWBEJUhvaA2oIdYEawhNUWgNVUzYbBRBgf3/dqzZtHTOBgW2+O4lpwmKosC40VvvoQ4bD2u4aIbhUuRy4SPmC1/4wm3DHheiMb5sKE7i2jB4wzbFhjeMYsqfeLNjAD0sXMPGW/MMgS9w4xsXZw8vbwhcx0M+eOoFDNfwjvlYg6e2eiZPtSV466d/TmBiyMXGOeajb2pmSImcDJh8+rIuPSyH/uiD+IQvHuxf8pKX7FzkVN/EtGHkUv4egF5sxMS7fGwkvZdz+cAxb2KqE1viDRqcK1eu7Pv+Ix82akjUo/6YCblNwVtMPmHjapP6Hzb7d67M3hve8IbTW9/61m0rJi7ykT9+cjHLE8es2A+zP+Lrz/+u/9cVW/zMvrN8/GHIFHvQg8D/dwsv9RDX/BRz2ntI9EcKMMV2NuMeiuqqd3DMm0NtSfYesvrDXky5ssfFjMOkY9+szD3brJsLMz6l77bBgeEg/p0q1/5H2VN6BumhPqg3oY8fnVr2IqqGYeMtJk7eyM15u7ZeCPDwwhUPWLDVxLX8Yas5vdpOUT+86GFXLzHNgzo2E85eKJ+zvtcnpvrhJzZsb+r548oWnj7bP2GIbU/x6XnN3uHFz3NJ3Jm/NyFi9qyFRcxEf4gUfrMlJkz3sDw/zCn8KZ4HeMDOVk7y9KXx+gVDvj335MkOZi909iepBubHjJsxXOh7HjaHdGH7QcPz3XziwkcN7UOz4h4Huaqh8zEfe9me7RmEIzwv1GoFgw6+3ntmvehFL7rkLJ/2lXxwq95qqB5i0sEgYvZ6hV8xvMkwV2w78KZ//vOfv/3pxfBa46iGG/gpbDU0h82+fPBWE3zVsHN7tnhwzJV51k+cHez1knjW1jO1kQ+dGrLFj4h5ZT07w457r7/xgy2mfPojrw2w/uMZiX9vNmGoqee4PSvmzKd9hQMu+KmxfDybqjd8r7NmDXcxYLO/mTz5NDpYCOahYBMBAEYAekh1n5tE6RFEoKDOsI72CqWhNSJ7ySteZ3rFgU/vMFzOxYTPTlz8YLtvCNnSK6rDmx8+1mHzYyMmHYGhsA5YDgJHLsd85G5IrcMnYojHl7218OMnbtd81JwdHT4wcKAj+FojMx96tXTgXk7wCRx4hH8/jVg/18/s8veTKAw85BJWvKyxTc+fHe645UfvAcAWV3pc5IK3sxrVS7hhw+Fnvd6z70Vh1vbYH3GtV7se9mLCPNrTs3WEi6+Hthf69773vadHHnnk9Nhjj50ef/zx01ve8pbTRz7ykdOV9XAoH7i4411sGOp97I86WcvO3iDym7XbyvUf2DDUGz7h6+F3Lh84xFq956uOONKJ44DDjk/2rsVjR479UafyVEs5tmfhiSWOPJ2P9d6g6z9qYB0+YRe/rXjqP3RiwFYr97jqG9Ffa/KphuXFjrClw7182Ft34GzdwdaaOMSae3ytHfOxj9nIl791cbzguLc2xf4i8KzNXMTkz0/M+DhXc/reVM184ge7OSmOe3HYq5c4cnE+8pMPEYfwwcm8wTnmrzewcbRW/cot/PCsw2wdB31L73rWAHb3fOQ5nzXNOF37Dc9qADepvjDr2zGf+Fcv5+rlGm79oHffnsEhrZK3AABAAElEQVStntHJk7Bh2xyzsQaP+EHQGxyiP2rl4FP99uL6jzzpwoDj2hs29sd88CA4OMjExsEBx3r1cg1XTjjhbm3i2Pf2Ezt6GOzxKAd8XKc/5uMNNWw+sJybAXN+zAeOWDCLzR43ecCf+eCIHxx21mAkPQ/FJWxgwJfPM8lZCwHmASxpwOg6EFSEEssWxjn78BCscXy846z4nWHALpazeImCuA+ra+cONqR7BXLA9o5YrOLBV0Q/WSh6gwGfPf3k4lqOfFwTdmLapBPXunvviMnk7j7uU59O/GyO+cCkw1Wt4kJP8FFb8dk5x+XZ9Ie/+PJxnS989zYBwTWdOOzZVvfOYuKqB3G3FgbM7s/V0JqN0cOzeni42HTl1/nYH/Xhg3c286yG1uu5NTHhOHugfPKTnzz5x0M/+MEPnv74xz+e3vWud52+8IUv7F+zykMO+JQHHZzJpf6oQzORPVvr7Cc312bQQzfMfbH+U2/O2bOBLXe1J2KKTS/XDjE9nNjBdGbrYIMXH4casikXse0btmrIJj43ygcnOLjwZc+W3uF6HvixLY/iiMk/yccM4V1P4ZPi4Eis+wSDX5ydxfICBYMtTs7um/Fpz38+Pzb4+k+47otN580JTNxxIPS4zPoVw3ziJD6d85R0bNge1/XLcy87vq7p1TaedA73+hO/6m6+7cPsOk8M2HiQnkHZFQeOvOFam3xdi+usFmz5ORJ+Yqqha3nAc+hDcTqzkw/bYsJqjuM3z2I7YPLHZz6b+MfLm+fmkH3cy40OFn1H+OnhZV88azNm/PRAPrDykws/dcmusxpac0/Y8p3Y1cpaMxS+mrFtv5VD53LoXv/Fc9QfNuqAd7HiZ01O01Y9xTyXT3kUj80RuxjlUyxn8ZofGGxxheE5iyMbonbPJGe/U5WTT18UJAKAXfuYzXUHHQL91IiUNWf+XoSyTe8FUaFqKFv+fmqDRSTYWcwKsJVPrYfNn7Dh11DnYzBgaxRRRNzwgC0mbvlbw0dx487PNX26fOD0rjr+YomJT/Z4svVxr9zZihFPNSfuHQkfwh/WzMe9fJzh9YJYTDg4z1rJD5Yzjtk6GxzcrcVDDo7Zn3zEhA/PNX1vevx6hch1Ci7sE+ty5C9Oc2FdreiqB3zc9Ng1vfV0x3zEYQs/znDliIdz+vBgtLHCxy2O+JmbW265Zf+joX5154vVP/jBD/Z3m3zkTlc9xION57E/+DUr7IrL3tpxv8FQE/mGjw+e8qGf+cDWH+uunR108qkPfMSOIy7siDW/0gk7jtUkfVhwHfzp2MF1b8YnP/i46JF1dqTvVPmi+tEeNh3h41BXPAgM6/T1Hufw07dn2eIJN3s47PjRt3/kwpaP62N/+KhzMx42PDjW6Igzzs04XRzZqgub7KultXrFPj64s7WWH119n3ZiknTl1TMof2drYfMpx/o2ba3ZP2LCJs507OtN+mrlGdZanNQwu32x/iP3OW/iiQ+fwOj5gbe5dSblIqbepxOPHzv6mQ9eeFubHN2LGWc+4qqfAy9rU+qntQ5c1JbQxQUP/o56XUy2cYyzmsAqbvfNbfY44m29OsMTh55d952b5bjoAX7ZwyHO+LDHI51zc2VdPkQs+6dr9/xwUyvXDno1chSTzgGrfsoNPqETE2fSmY/Zr878+dDH2z0sPGDAooPB7mZyfcefsuRYcwC4n4khI6Czo7WC5QuOznp2zvCcCRzrCHvnK8Hue6PAjj1beJ3DmfglT8e2+HHKVjziXSgpbnmxIxPDWrWIvzObuMQzX29QwoqTPMuBPV8HnOLzD7vhDxMOXfbu5cPetVy7hic37/LFIM70bF07Z+8My5FvfuxgkXjmR8cOp2xcJ/Fzxo+/a5jxcM8nPvDqG3tr4jncW3dNH5/5k0+28Eg2rvm6x5VdPFzHy5mdtXIJS/35+0nY5n//+99/+tnPfrb/SQb/25H777//9PnPf35/ORcmcTbTcMV1DQOmh0U8ytn97CW7MMQ92sUpu/DMoGvSWhzcJ7jgIedq6uweVzGrQ2drhO88Vze66tk1W3wcXcOLLx1exciWP31r1ru2ph7FzacatZ5POPl39sMA4Q/LuR7ElQ5O/Ni3z9kQdYSpz87NUrnBINZ67nUfFzbq7uwIu3WYxJre90zAyxp913zp4q2X7VN5lkvX8WTjmp5/+rAmP7wchB/MdOztzfzZxM+ZqDMfNkRMYr1reOzgp3emS9jQtR6HcmSnVjCnHY7u8+88Y5dTseQfPl/rPd/ZhEEPZ967pgs/zMmTDclXbazL35p7P2A75EQ/bbs+5lWM8MXg736ulZP1eg7TbwTEtO6gc2bjzVY8j3hhw3PtYKOOpHraPyRs+8vedLCn7yxe3KpL2Pxwse66+HwdSXHS8SknZ4e1/PM7d77hJ1X+gkHRfNLgRcKgSMgXagVA3pdXeyD44qMvMfuSIhsJ+BjUvS/5XVtfAPWlL2RdW/cOkK2PosWCJx5sXyAXT/PYwPBRHBu29P6iwPe+fBHXF/U0xLf5fVTP3l8z+LIavr6waGhsPlxxU2jX3p0SNmLg5tqnDT6y9sVyDyG4vnDnJx+xfeFNTPFxxZ0tvViwvauubr5op3ny98U3tXMNNxtflIMtD1zxxxUXX5SWp+ZahyWOPPu1hVrJy5ovhorBHqbf0fPHUY3F9UVB3xXCo/6I6U2YGoojP33j14aBpxbiu/aTC56u1cSvNPA1E2qYHrY6yB9X9/g54wQfbzOhbzDKxzUsg60/MHDwhVH9wRmOLyfKR654y0tfi1kfcPKGqNzMqrqJI3cvAmqrTnKSv3mDJz4e8rTO3rUY99xzz87pT3/60+nb3/72/usuMcwC32bfX6HUH3vMXJkD8cW2Jgc1VCt9wIPOmljylDNMNmqpbq7l496emfmIIU97zLypB3v1h92Miwe7GRfDT5Vqoj9ETfSnPVZ//KWXmZWHfuqNHpknvOE6rKub2cERD/c4+vUq/m9605uu66e+2bNszK/euvbMKk81lA8+bPRNreQnd7E9QzyD5KAGYrHRVw91eZZP2GohH7ngbvbkY/+JCcO1mLioJUxc8LaOO137zTUenmtsmjfx8dZr2GKrk76I6eyALR47MfVVDcVST7MnH3Mgpvjml60auJaLa3XRY3HEVCv50HtO8BfLLOil2PDUoXx6TrDBz/PQfMjHvImlnvIxF3BwEYM9vbrrSc89GPKwzl+95KOf5s+82T/W1FNs1/R9EuJ5bFbo1QW2Oqm5mPLSA/sURvnIDX81xLV8zAHeZkFuzTgc2PoIh15c+1ENxYPj+c4WHzHxMy/y6bUDL9cwcIPnGZlez82+mvvSPH/91Hu1su5TGX7l49p6M1Ft1crzUBz1UX95mwPPIPdqLl828H1pXuyZj1z1gl5+ZkgNnb1eiKM2eoSrmOaIvbmTm2sYaoYLnTX3uMx88FMDM0Efb3WTO2zX4rFTf/sHT75qS4+j+Wz/9DqjBuzdd+yH3w3+c/av/yQvsA0t4V7UgCNsMNi41xyH4vnLPYMvMEHWveKkY2vDGPRwnSUMQ5MMG2w+imlQJMuXHqb4cLyA0rOlE1MRDXVcrGuIYVR4dsRgaOrznve8vUYHh58B9NdLbPGjU3hn3NkVM+wGEn+HDY8Hf7yJmGrrrybocGWLo+FW82zh94BV85mnB52BsTHSw7aJvLkzvLCdbVqbwV//zZg2B3s1FIvAMmzs1AoG/vR6L5/eWIVl0GFkp2Zisn/uc597WVP4+qlH5VP+aqh+sPmL54BtoOkJnvSzP/R81Eo+/mIKtzDoxPEArCbW8KNTo3Ct60N/BQNbzwl7G7paOZtNc2FuE3oPa7n+7ne/2/8Mg57ffvvt+0vtzs1EWD2gxLLm3AuD/M0IKXc8+wtF9vLXN29uvcjBZQtHPvZPNWHLx4tYf6HHjg/O6qU/7sVha2+aNTj1h489aA7Frd7ilE/1doanz+aTTWJWrPcDlTW2/igAH//C/bTvwYqXdWuuxfTCQnCBoYY46mf1oJcjEROGGZDPtfVQljs94UP0We8Jf3zVwZvL/lqOHhf5eIMCBzZucMynOa4/sOi9OPtVsflnT6ffZty+gknnbI+roT6Un77IR65mhS2BZSb0Bx57B70XLb3vWSYffrDtcbESzwmH/M06LLnbx/BmP2GYN7nLmx0stfUC5nlAT8cXLo7NJx7W5AOrmdAfWJ57auhNiHW2zmqlD2pQrmJ6vouZTky9kWevHTBgqy2faiJ/2HqvJq7LRw72hLmi0wPc1ccbDM93sawVE7583HeYTVg9a+EQNVRvMXGXF56eQfKEa01d1K9nLR079mrr/vj62zO1muJC5NNf1vGjb4Zg4KY+BG/POK/54s182KhXuO71DYaY9PXZM6hZVgeiP/DbV/zF0Ad5eb6HjScezXj1Zu/11xyqn3sCq+d7OTrHUc2nrZg4mwlzl88Gu8F//rtzDga9kxQA0c6KU1BFkJxAkkWMlLCGGDICo0GwGQ0CgRVRg97wFE8MetjFooMbNhzrfAxu8d27dsYbdkWnNyQ9GGBUXLzhuBcrfnxtdr7lYs1DNC4wWzcccMQPHx49Lnzb7Nm6Z5MPXAMoniPBQ1w68YjmqxV/Eg+1Ecvhmp1rHMQl4dPjHL82AV5s2bFxric2r5rRi8nWtc0bbnnN3OUIn8hFLwg9HHnom7N7erjNlbok4eBCiuuarv6UO71aybVc6KxPDDHEZueIi3zSm2XcrMVRPLPg14L+h81f/OIX95vpz3zmM/vNgn8/B169sd9chwtLbHqYODYH8qevJnizVz99g5MtPA+o8lA/eDDKk33c9UcvCB/+1uXTLIpLwraOH7HGb8a0JiZu9Nk5sxVz9gdGR7YwHPjLU+1cZwcH73Tl4x5+HPHgAyN7PbcuHzUpTlh82MMh9NVFH0i4eMglfuysOexZdSczH7hqQ9ibG3b4sSPywZvUHzbsxXSdbTWRl3pbEx8GsS5m93Rw+Pd8KxZs+YqpRl5YYLVP+LCtvmxhqAEdWzp27l3T8XGNg9q6x9M9O/Ww9wkdf35sxWbvIHDo+ald+HL0pldubOnZ6E39gW0tHjgQ8Ryw4ciJTfZw6NnXgzjRq1u48OQDg20Y9NnihjsR15skGPSk/sx9D798qne81UiOzUr68un1FzYcsXBkV0xrrs2Qs1j82cDmcy4fflPki58jznRw9JjOQejgqmtcxHDQnesPLs1Q3PmqbfsKNv5kvp9gJ7Z9DwevREy2aq6ecsftmeTsmyrOkQeCqOCOgAsyB8QagtlVeBgVzlr3yEnUmrPDunNYbOHEgW3CNnFtjX0NsRYm/+lrjV3DyI5Nx+SBi3tH+YdF1zC6pm+NPnu4SY1mZ524pi/3YlnHM8xs4+u+GM75xcW6a4NhHY4aEZzk37214huo8NjOuuLTg80aDMKfj4O9uGKkK4fWJr41ts4OvoRtfu5d88MBx2LEjz5f9mzlRKy5th5O+LDqER07NungEGv8wyj36uYMi/CB4adT/9sb/9PmT33qU/vN5r333nv60Ic+dPrrX/+6ecHjFz/3xSwHe8318cApG2cxHezhkfDqR3prxxytweFfnnQOOmKdFLt7cUl+7q0V37V43ZcT7GqbDZzi8smPb/50bMRJF5f86Sf3fMSOn7P49qA5cd9a8bzowaaHB8eDmy6e1qqb+K25ttYMuiewxeXfdXyLW0z+hC1x7zA3cWYbDhu2PYfoCd7m1nM1TGt8iWt+7tmGV92yFRN3Rzh83DtX3zDUCi5b5/TsSfaeLdZ7kwHLQdjijgOBZa29Q+eePpv4xlMc1+UYtntHdmHIE5dqjDcf98582vN0+HUfR5jissXHEYdw4guff3mUk/ts6NiwhSmma5yzpyPWE/7iZcs+bvOHrHKPM/v40Lk2P87wnR3w57zF17mccJn6fOnFFauaWCPsxek10n0c61fxt8P6jzdauJJZAxh86VoX031YruGlC9tsPpPc8Nd/3kF6MagQQBHwbtvH1EiUmMA2DH0FRxpBCfRRbWQ025CymeKF38egYYgpjmbDqBF8XMNJz454Zy7xuSHp8aOriDjLTeH96iK9mA729GwS+ViDI341oC++nBxhqEl5soMnTx9X4u9XAbgQMeXvPj49+OQEM1ETPzWyK6Y1+cPERzzr/ORJT9LR4yCmIQ6rN7Huy0u+eu8j3Hh0nnnIrw1hhny0Wz7s29Bw3YsBG+/ysZYPff2RT3VXKx/Juo+HOtA3b9WdThx9Y0vvTN+vYsSDpc70+kYXT/bqQl88ubBxpm9W8DT3zWC4YYj/hz/84fT1r399f7/gda973el973vf6bbbbrv8NZo+sZ+zLwc69RajTw3oYc5aVb8w5Om6fuLc3sSvPsBlV63YW5/7hK7a9jxwT8/ftZ/wzEq26eVj3qbIhzSf1f3jH//45uh7aTgl+qBPxcy+2U8vpjX85ZOeTu5yrmfWssc5/OKWDw78+VnzE7+9TGAQ8+NaTFjEPd7F5OuwDltNsmWPi6OayME6DH56TxcPevfNRFza993zhdu+FwsuXzbs7aspZsXRPsxWnurkSFee8QrbvVmxNwkefByw27Ps3RN1rg/xF1OO7mEQ181hcfla9wzylQoSFzF7ZjX3xeXT7G+n9R81iXcY7GDY98S9A7bZoneNm3qLIy/5wMiHrftihiOffg0ZBl/69k/4zvZVr1cwYMJ2TR8uvXziDZuEETbOhH15woiLNTMHR63lR9iWT9jp24Pxs272vc8gYcNr9unkoed6j6desBEHlpjNBB0b0rPTNbsk/cyHXzPOX1yHWjnLMwy2N5MbflHd7xJLzJsACQE1pDa6wHRsHOz9Pr+P/ekUnS97tu7pFdJZIZC2hqgv+xkkcRSKjURhV8g+tuQnFnsP07D5NdRs2qDlo7HlIgdfmPT7X8KeDpbf03pRiCscfmLhLQ47+j5iV3jrPdx9x4Mt0UjY/HwhrkEqd3WSm1qxcRgcm8g1HLiu1crH2upjo8HGwxqcBoIvDHn5sp/vELDLHn+YeONhzUGnhmrF1zXusMW2gWCLDx8XvF1nQ6d2+sMON9iw6hseYnkQ0hF5mjHx5OH3321GfOkd+gkbv+YEJ79ypBdHTGvl6+FSr+TAtoec/MP20buHi3v5OOOuP/jBFgsGHviqLS5i4S1/friXv7mGLaZ/Dd0XsH0/wP8K4ZFHHtn/Sw0zZ9bZiIeX6/JQY98fge/3/8f+sNOjWW81hCk+TLmoOb3eq2uz7KxG8nddP82yXnkDIcdqa10d2rOwyzMMOYTPvn0Cg7ROb2bUDYYvqvPzj6uyVXf5qbl5I/Khw6F8+NdP9WJvv9HpGxFHHupCx06dfb/JnOihdfGtiaNm8oNDh5P6w2BLz49eDdWq5wd7cdjAV8uwfdfIzMIXR55sfCfEWT4w5enwbFJb1+zl3uzRxwXX+idnejzE8dzDD3b7nT3eYuKAnxiuxfT9w/jBEROvnqnl43sy9olDfBiwfQHYzJYP3Gal54R6xVUs+YgBu9rDU2e1pMOFLZ1r+bQHfHfM6xI9ezH52z9mgh+M6sAXb7blT4enOquPNbMqT7nzpSsv35/sBwo1Ek8OcpMnPAe9M2560jUc9aaHTw8fB88ascuTLU5mRW3ZOcrXtb0Co/6wl4samUmHnts/7at4q+ncV9XZnuq7WXDlJyY/9/YS3eSNqzzNBFuHfNRbLeLtWv76gys7wpZebdubs4bzmVk+dKT8XXsGV0P5qAM8sXoemJP6wAcOO/Vw3Ez++zHMsNI8Q4e8oUZCcw3f3OiIKpKiGBjFRCZfhCWt2RrQNTzNgw0PYWvsYXaNEhsN9MZHM8RwSFCRfZnNUGimgcXDwGiIFx+5iK8ZPjXRaPFhuOcbJt6aIScF9hOOnHGHp7nwPVwMmqLjhYcccPVlP/HViy28coBLLx9fbOYvpgZrFBxc5cJXfGccxG+jie/aCznu+MEWBy/9gF3fcMhXDdWYTp3p9dlZrXDBQ33hwaCXJ94Erx4orvkaRni4mwE69r7ISS9PD/GGW576o27yk6c4eJkDtRazWWEDE682m3XY8u/FHuaVK1e2rY2iVmKzkw9stYGhFupmbmDojbmMKw7mg1gzq2olRzhhNJe48pGbfMSUjzckhC8/uub3Na95zenq1asn/1/Bv/3tb/tfZve/uPC/v7l9faEdthzMI8zmQ42rm2tcmlP9NwdiiKkPMIjeWjc3x3mDgR/e+gpPrdyLrcfyS+/FCrYeqlv9VM/qI9dmUq3VCCd56Y95w19N9VDt7QW9sleJmO03Mw8Dl17k2PM3H+pjxtiYD9hqZw7x40PEh+uLrOpg9uRDL1f5wKBnI2cx26dyUUeYasuvFzB9kZsznev6ox7yh2fd86taqHUzrj+u5aAO8hNTT/HDyTo7MeSpT+0Z13iJY639xt+1/vAV01zrGXz2MNQQb/ZqgCMc+4FeDuqjTnLTH/WUD37y5MdGzeHzhYubmqsnYa+v+iQX2Gwd9ZuP+YBnNujNnpjyEd8z1T5lI576ilM/2TfD8rdenmKaPflWNzFhq4945hxHwo49LvRiyhkfcXw5Hn89Uh89FBMeTu5ds+XnaD7Z42y+1JyN3rhmg2t69VfnZrhZgsHPvJZP81av2uP4w4hLefJVc1zYykd/mje14KcOsO0f2HiLT2/GxHft9da9a31io7ZiqJs4YqsFbDH1AK+eDfp1ZT3f1UFsNl6LPEccbPWmvQRL7dRePvrFxoyrFT7OOOOlz3rGFj/PbrztN/GelSzDp8lK5GIV52Jt5ItFbq+vpC/SHx3WJtv2bDtWkS9WAS5WoY7mF6tgF6sxFzAdhN/6qeJiJXmdDs4q/I7Njj1bMVdxLuPRrUG7WI3fceMbH/mI6R5m+mLGwdn62iSXtvFcG+FiFZzJdYKHXLMLW0w8CR2R3/rrkH2dnRv+5RN3Z/moodoTZ37FDIPeQV9+7GHgvT4FdLt9wyjmXhj/Ea/esw1PTVwTcct3DfilDT3R4/UXh5d86azpwbl81kNh14BN/MRaG2b3NX/r+szeedrLR82PIp46xjf8ani0lw8b9kQM2GLSFZPN2oi7n66Js4Pt2qzbNh/5mJ94wCHu5cn+t7/97cVdd911sf6q5uLOO++8+NWvfnU5Q3D5iCnP7mG4VnM8jwK7Hsal/dM9H9j6U23pimEP1jd2DvU3E2aa0BH69my5OrM7t3/0xlEsOOzXd84u7rvvvq3fwOs/bPSt58Tkgrc8HcSafMTEifB3yMXBxn1r9qY+xDu9mM2bNX721frUefvO//DXi+zY4iTeuf6sH8Q2z2LFux7T05FqeMxn1rC4YuLdc49/XOQZFzo1gMn+KPzp2bANQ56Oo5gJ88UuLs7rE7l9z94akY95rrY4iyMfenb1x5q6qnv68MvTffY4rL/+u+w9Hwf9evN4yS29Z965fGA3b/A71gvujoUXgaNWZiJMa67V2hziFj9nM8HHdT6uZw1hl9e55xt/XPjz7ZDPuX7C4FOtYfP1nCi38mGjVs7WCHzY9ni80svHWv0Mz96c8yYeG7yzoSP6g6N7h3VnvVeXo1TDIxf7yqzQExjyoJ8x6cVUK9fyC0vuPbPTH+Mf72/4y0G/olqE9ju+ReTyJ5aV1NPerC3Q/U7du7tFaq97t+jd4Srk0+zX4O6fdtj3rnIVeL+DXM1+mv3aXPudozh8CPtViEs9nXekazPud9Ls/ITEh7DlQ8Skp/PJ0lHk6yc2AmNyPJfPGqJdq3DUQHy1Kn5rzv7kVuzWsl/N235xZ6uGvcuuttbXgO1aw6CP5xpebteJPq6B2flny089YB9FD9ZDZONOLmqiNkfBpVziI46fJqasQd0x9R+ue2eiHngSOjjOeB8FNi71t37K/RiTL+y18XYfYfJ31h8cjiKmdbhrI13ymXlaFx+uuOHGW0x17D77c/vHmnz89ObTqe9973v78FOo7xWtN1n7O1j6hY/9wF4eDjngavbP9Uc+5cw2exhiJ/RiVCv3iZjVRU5E/uvhl8nlGRczbh1+NcDh3HyqlTnk92wEBm6TO7/1kN8xxSXiqhfeng0Jv/qTXfWBrW9sHOLAgzFnIaxz+dg7Zlw+cPFw7dlh7SietdbYTe6w6Y5yLh+c480edznrm57OXuIkJr15EYM9vRk/ChtccFMD4tqcqONRPMdglrvY8sblXP72RP2p7p4FsCeOmOYNhzg3MzCs5y823ueeB/KWD1/c2BL7p2fQzMnznY+YfMRwDZuvuIQON68pYluTl3P58CV0rs29POMNg1QT97DEdX3u+YEffXWJY6+zG3D8R576MGO6Nld4HQW22NXLmW4+P8rHTDjknQ9sumrtTAdHzKOUJ5v48IFxLn95NvtxfLb5qC3R3/rQHNGb2Z77MB3PJGefYhwVBbgEXdcwH4kdRSI+njM4rvkQ/nyPEjb9LLyP6s6R9uJCX4Hj1MeW4bMR3zFx2LMV13UHfrCP4sXNR5YGT0z2BC6co9BZI2xdq4WapJ8+fWScvTNu5TM3sI80fWQNp/zEYJu9PPB0+Nj7KPyqLZxyci3Xo8CFScRirxZqcs4eNiy2DmJeHOnp8HCoOf3MZ+bPto0n/3Oihkd8vHE5SvMWP3b1pzynj77BxqGZce4a74nlPoFnTYxp3+Y91x9xfKSfrxq/+tWvPn3rW986Pfjgg/tjaP9mky+z/+Y3v9n4Pq6GHxfx+dMdRT44yakY7MQpDz6wHOaNXT2yJp96T28e+MI+ivnto/vw4fKDcxRcxHu2ggd7mGqntnDNihyPouZ4sMXBPM/+zNjxnBgwYat5fYQH69x8lk+5OxP25/pjP+Aw7dmdqxWcYz782Dtci4NnzwM5OYh1sWBXQ7ryPheTnee+OsBmH461o+gPO5g4hN2+P9qXD87wYJd/187EM+go1srHdXHFdhylfOplNvTiHgV2+cBn79yMH+09m+DwIc4wqm1YzvPZzjb+xRQLltpbO/f6i/fcm805PzN7FM9IPuoEEw971jOI7ihisqv/1sWbMWGUjz7XAz4EFwccsdu3554fcOh7P8EfHv+bPd/ZhS8fv44U6yjVELc4Oas5/yl01pJz9Wmt8w2/qG7Q2+yAHAhK+NgojbdWMdnSKTp9xS+os4cRLEmwdc3fQBaPnfUaSJ/AdW8te41SBPzCzseaAe7emU0PS3iEXkxn9gnbYp7Lv1qFwR5GNUiPh8FgL+9qp8H0xybyg1GNwoGfrThznb74csG7mOKzZUMMzDEfPtYd1SJ7XGBPoXOwLS57m1QNxUyPq5jlzYdYn31zP3nUn2ytqyHs4saD/iizP2HAxHNuGms4mgu4rgm+9ad60+PsASA26cHDxlrY+OLqvlqycfBhi4+Djj07383w/7572ctetv8hw29+85v7H1G0P/93/YOR8BzVE49ZK5zgyce5ezHVRFy+4ll3hEdHwhYzbDb1J95h83NUE9fVkp+YU8Qs/zha9//+4+f7ZXFxX5/ZxLn+wGnerE+OcaaHV+/rGb06wa8G9cOZvXhHLuZiSjHZs+VD57o8pz2dQ0wiF8IfdjVxbobwmfnEr3jOYvKBwTZ/2Pal/rPjGz/XuJyTOVvlSIfnFLHonJstcdiK65rEh50jHtZcs8MlDLnTZ49Dwo49TPpsvLBO3uzZED7Fce/accwHnrmAX0zXeNkTx3mb+8obN1zYEzHDsCYWHU4d2bnHJ31c2U+BL6Y8SbHo+aSfPvN5II+wm2UxCa44Tr18YeLhzJadNzLuyzdM+M2DtcQ634ntPj5yct9RLvRTrNPVH+dix4UNwdO1OeyaPi740zdr6tSHIHhVWz43krNvqgD6ixQfkXpX51+lde2do3/uXQI+rvYRfx9f+msS/0Kvjz59ucvA+HjUx7W+FPaf9ddnfYQOz0eQcK5du3b5EaB/vp5ICraPkXHxv/OA4Z7eT8mwfNzvJxcxfRRJT2cNb3/50a8n/IviPiLU3P9bf53ho0RxfDnYxpMPLj5KdMizL0DKx0eDPnpcv3feX1pTHx8LiumjdOuGA7a8DZy/JKrRuPQxpTy94cAHXx/fyg2OPJ3FkTssH0HKRw76oLni46zpsNmJ9e9//3vX1YDjoj/iiOnLurDY4iu26/pjja0aq49hUhP1ha3HzgYVtjobUP1hKxZ7seH6ax/Y8oaJLx+5lSc7ffCXn2LDqbbi/OMf/7j8qUUf9MBsyVPf1AOeedJrtfNlQ7bu2Vp37cuG5lDe5kBN8LeRmhU1x1td9QVvMdQLL9jqAUOe4jnMvrk2E2qk9/KVT/tHfq7lJa6Yag6HvQe0WuELR07s/SvH+L70pS893Xrrrad//vOfpx//+MenP//5z3v+7Bkx5YanB4Z6Nm/yocOn3orpf43jS5g46Btfc+jaT+Fs5epNh36zU3N1UBN9U0PciHzwVkN/0Sh3z4xiNh9mWR/1HkczoV+44G3NjPsfVKuZv/7DSQ/VDW/5yEHO/TrDHHqDCxN2z6b+6kwu9KTnkT1eH+Rj3tTSQxbvniueB2LKRy3UCjfY5qp8xFSn5g22NX5ysK96NsEWR0zPC3WuVs24eVNr86a2YpoVMeVCT+dsbsyhdbbw8CZykj9e+qWG5i1eaiYn9fdM1ROY7St+9HLAGz9c+XmWicPeXtIHtdQr9j0nzIT+4IuLOnl+1h91Mgf6Krfmzf6iNxNqL7Z6NW/08jFvsPGyd/XiiSeeuMyT3roe4OUZ1EyYWdh8cHSNN704eHq+m3161z1r1Q0OX/j2hLlSm/ojHzb08nEPGyd+PffkrG6w5cjGM0AM+1dtzY+ZgKHPrvXNHwnQVUMzbj/bs671zbNHr/A0z/Jho6b6IKbeyb99SG9WxMFXLcSB6dmkPuZDH+jMTK9LMIjXDuvwzedxz6oBfmLIFUfPA/HMNb5iuJYnfvGWg36L6TUSNzUU0zySa6vf7NWT3szigLt41sTy3KPTB6LehD2B67iZ/Pdt47CyARXW4ADw5scZwR6giqNBzuwkxMa94mmYTS2J9O49RPjBgSeWMx/Cr3eNGokHe+JcHBtcodnSEZhw2OGEt/hsrMHGj55Ycy2GMz9ntvzzgx9Ha/KhE8t1D2E28YHlGjZh7z5ursXPDjeNpLepYTbIrvFhQ8QUy0aUj7MNR9hYh1sebGAQPDy02OFmgzjDrz845MvPw0c8OHDZu3a2TtcZLlsH/vSw4VmTs3vrdM740s0eVFsYrq3BElcOsPDk795ZXnQENj/3Dn7E2X182ZU/e7mUDxtx1QUPejauPYRw8ICGQdjKr/rgxce5nrF1jYM1fPSvGsFhwwcWDvDcm/fb1r9l5X8N4UHrk5wHHnhgv9j5R0X9Mw02f3XCG375iFsdcZcHXfHovBDEhd4sOjv4Onuoe4jBVXciH2vi0cFm70W7HsmD8BO3/HuRtCY2sUbkQmCI4RCD3rW6ELH40rOFLx/xcakO7PixwTc89nRsxS7X6iQOvRysTQ4wygcH12qPi96ay+LlB8PeM0/sHPD507FrBvAsH7XCEZ7DjLDlhwfhx849W75xlI9YdMWlsy4+TGvOeOBJr47uxcHHOh/Xzad88GE/8yxHej5xUZv2VpjwYeePo2uc2MAgbNgSePLEtWdbOcqNxDcO7uFZh01P51xM3ORmHTa9mO5di8u+urgncFvH3b2DLzw6ok/uw4HFxjleONnTYrDLx9mbAfZ4xh1P985qwmbytjbzwYWtI57lgyPfcnCGiZ/eeQNk3fPAGxS63ozgJwfzIB6eYvBlX12rSfmIwYYtbBju2ZlB6/FrxtmxVx91cD9rKr4Dd3HhZYMzH/E9+/jFST3Et87/2crZf/xTYO/WfLIhiQogoHeB3ilqDnKKJknv3r0LT4eEd5/uJcOOPyzNkAzSRILWvcP2k5mk+Cuas0Z512rDwCOuFcFPbOLTw/bmgo8i0bt2eMfsHTubbMWUp1+x4FCezt4144JzuWqqBwfubKzB9i6XDm7xrHvB9aJUPLxhydOvbrKlx1VdcMSlgRHTNRzChy3sBi49PxjecIpjGOTI309M/k2k8oED26bTN3wdMGwQvnpP6OHpJ2z54EBP/LREL1Y1YOunFp+uiAUXRg/eNkFxvUjru5lgT/j005B72DCsq3lc6PiJ6fCn1WziJx/rcoKBJx/zA0NNjrOiJgRGWGLS88eN0PHVt+rCHg/1E5PQiWMO58yWj5/C6NnHxZuo5g2GmHDsB/Pvpyo/iX/jG984/eUvf9l533///afXv/71e17g4GSWj/nIwZ61r2ASOoeZsGdnXfyEqD/qRWb+7eX6Y7394zp81+bWiwRsIn9zqM7muXrz+djHPrbX/cozEVdt7W/x3NfnYrqnN/fw5WP/iBm+mWDTw5uddZ8i+CGCPVs1pFcrOv2hdxB6z4l4sJeP/qghYQvDPjm3Z6+tn6Lncy/8nqkwyse1Pa738sPH2aF3YqqdfOp9vHGgh+8Z5DneixRcfmar50E45VRNxLKf5GMmHOXIx4ybE5wdBDevHbBxLh96OLjAxVE81+roBdh9WPZbOYZtHYY9mD8e9o9PRW655ZbNwRqeasDefoubfMwEMc9s6IiZNW94T/FMxTsR0+uPvnm+y00P8INnbX7iQS9HuZYnfvKy3/pnd+CyheU5Yc/CKx+4ZsLrNZ24pHxgk+qlhubeLMIV0xnvngd0HbD1zbOo+bcHPbPFZIej2J6prmGLFzb73hymZy9Pn64ea8Uebz1o3ujsZRwJzrDozbGc4qI+ZrnnMjs4zr2fELPawprPvXL36ZW64xg2n5vJkxN/sBDMxlA0QECd6Q2YB0YNjawhdZ19ehjEfWQUwTClUwDi41GJw5BkBTW89HiEwQeX7vnQaarN5J7AYcNWTBhE7Apfsdk53Bs8NjUbHlz49NWEXu4aUj50rj3kexMx1wxvDS132DZM+agvEQ82gQG7fGDHmT3eBqacs4XtgZY/7uzZ2TDlLwYftRLTesKHLd5xh8cGtjz0Cx8YMOVJ2LNjj7OZKD+2RJ69Ic7Wmpiw4+vsXs1xYutMJ0/cw4yLXOCIX6589IdP8djDkU+6TW79x8zDKB69aw8ucwtP3GKWD77WCGz81INtWK7VygOLDgau5tUc9iIEy5p86N2//OUvPz300EOnxx57bP9PXD/3uc+d7r777tOjjz66+eJt/4gNs7j42OPl7B5PPcAdNolPc8g+Hq7NrJrCdRSDvuvOOOBN5hyJ2X6bGLjzoSPiuca7fPCjc+gbG1Jtcav3eLTeA1ou2VozV2YiyR6GPjTLauXai4LY9ZQ93mYLtpi9OOsbbDbVkK03ONU5HGcYzuyd4ci7GXfPDy81dBB8xCXyqVYw6B1+WDFfdLjwwUVdsle7YqotG1zk7mwfO3CAQeBl696aA6YXKLHh0MEWA0f3cJ2JfWXmSLWCgR+ebMvRtZkg4sfTWd/Ywwhb3p6T/MuHH70ekWrCB4bYDvbOsJtDNmFZM/t01aRa6b047uOCx+QMx9FrBy7lw4e9msmZH1u8cXHNVl3LVw3Faw2/agLHmgMebP7lGQZssb1xgcNeLu1lvvGkr4bsylM/6fk7+IjjuVc/y8drBC7VLx56jzuO5SMGvVziLaZ12HTl1Cx7HhYLb7ZqaA7DLR+c8YPheDbyZDUOlpy9M1NECUVAQD+VpHNmq0B+inFfYvSS4CNx9w7iJwG29LD5O3vX71pRWuPvHSt7AsOag969NT7ONZ4tXwLbTxp8Kji9h5F3vezCpXfvp9X8rTnYTxy28PpJ0H0xXPdTPV34OHr3TOLijLefVtPzwdu7bw1Pj5Ma95M6u2Kqnf6QdM50/VQWDzFd9ymDWGGlq67hiUlwyN59etcwreNy5cqVfQ8nPmqIP6ELS55qwJ89G2c/lWYDs/nCEQc2xBkPvSgPWKSauGYXRz85wQ7fmqO5Yg+LsKmfOLi3hh9e2VRXeTrEomMLGxf39oZzYiY8GOjZWuOvJq7FgOWQu7VE7V7xilfsnxrf85737H9I9IH1a0FvrO65557TK1/5yh1bvfjD8uDyaQdsuRDX4vVmvYc3PX64Ja01K3GOo59s2VQDfuKzJ+zZEjXBwX1n6+LBqNbWYcyfgjfA+g+OYjoT/mzFd6g9LGc2albedAS+fQKfwHCw13t9x4kdnWN+8kBP1NfzI/9mWZ4zFlv3fton/N3zi4trQk8H25y7lx8OBGf5JXGRZxjy5UN8at1+o6vGsF2XK3z35cM3PPnAxylha1b4q3vx8PV8d8+eHWz17PlRLri3T+jEc/Bh6zrbuNizceafn9qKIW624uune3rcHO5nvcq1eYADl7+zWem+equpOSSTh3ziV02sw3YW2wGPHeww5W3Nizt7XNnQscFZzPT5Wa9erhO1cl9d+OHUa4R4MBzsxHRO50ynz/Q4wyBqk1169ziah3Dw54NfvJ3Zsum5D4Pg1LOGHX2x+gQsPVvrZpYufzrYfeJKLx5RC3UhcXRtTmDQ5U9/Mzn7RXWkiIRdA0x6SAkQeed8JOpa0QyYYZokrSGpyGGUmDcPFZNdA1/hceDD3hr8Clt82OxJcek6GiRrHkIGtQc9DPgw48/OQU/4Wyf0fNzjUj7h4IlL/tazoZdD/Ms1bBj8y8c9wYsN+/kAKAZ+PZD4sLMGy1r5u4cDIw50xL24uJYjves2WPdiyEX+6lksZ7HYxxk+e/yO+aQXN3sYsPHBJU5sXZtFeuIM38HHvQMGfzGtuSddH/OxxhZ2L8J8HGJWGxzw9AZEnvIvfnb1ASZ/fNjB5k9X391bI3BhwYVR/uXT2RobAoe/Xzu88Y1vPN1xxx37V1kPP/zw6fe///3GsCZfUg2L6X7iygGHdPaJWLhXCzjuYUwdrGrOxhqhY2vdQcSAAbuYdOTxxx/fefmiOuHDBkY1cY+js3VY3Tf7Zhw+HtayK/fi6rfa0+MQb2c+MOjj514Pio2jtXjGzT0M9g7cE3o868sRAz5hF7Z80tF30BUznVhqwpcOF+ITBTHLic569tVJPeIPm4SRrfv/p+zeX26rqj+O7z/lkcoudo/MMi0lCrtZYNIFywLLbhaGBUWFdEEMggi6Whmp1A9WFpaVFV3pZkVQP5/f+jfar3l8H8d3sZ5z/A5YZ6015pif8RmXOdfe+9lby0k+4p3eXPm1NsPjgz2dc3OdywnujdGVw3IRF7yMZRtPPjxTso9PcTsTdvXhxISHO45y4RqPcqEWMNmJz7UxuPIz7fNJlw9nzx/zCR/mOeSQHje46fDEIYx4wS8eXPRxdYBB4MHBOww6x5y/jB/9R5/whQMc8/UPmc9O44Q9PBI388VNHwadvIqHzn01nmsQrsPrAxwbgx+v1kQYzvzVP+np8ikGsRD+qwsOJO5yaD7uzheS3RdVwHxD3sfJkuZ7Bj4a48yvEujY+Njax78eLP527W/APrbrz1jGXXvF6NxHl330LBFs6AXVrwz44VMSYePiXbWPMn0saoOXkDPH7yJ4JQnbR30ayUfPPiK0kHzMh7eC+IWAgkiMeT6OdO+XGr1y92ccMfvIz68LvHI3vz9L8g/TK2M+ffyJt3jMUyx/DuCfn37pxYZ9H9v7FQxssYXNp+93yZUY+jibP/nhk20YfMqTgrumJ379IC4+5RAvuRLnycnJiqccio0NLnzyo66u5ccr+vzLrXg0lXyqm/nu+zUWP+IXlzO9d4r0MGHQ8wObDoY4xMa3HNZvYoChT1zzqQbs/dpF3WD7s4KegKVufpEif/WVcR8R61t+xIaLvKkTgc2Gn35hE1+5VR/23p3BVk+xi0cf6E/xqL3FKVf6F8fqJr5+YcMnPOuH0MtJPsWDj57wDn/Go3/Fplf4V09xsDVfvsR4+eWXr+9X6Ynvf//761AbtvJsXYkHf3Wu9tVHjHJKD0MO9Are9OJUBxuXnlA3fl379Y54xCH/cmEOHLytVwfM8qbHxUZnnv91j1of/8vyK0Y8xWevEaMxc/lkTy8ePSIvePAh/7OXbaRiMA8XnHCzlvA2j3211RP2j/a9+o0fdfMpwYxn7hNyqT5yyKf8eyjIN596yNrku3jEL1+46J/w9Ak/8oy3fOBY3ax1vK2BsGHAlS/zzMmnXPGlzvLKjx6yp9KL01z9j6/66G85lxPxWH/ioWOnt9RBb7DRt/qYnTitEzngB2/9315bH+LHj7yJX0/ghgtbtfbgxk9+1Ut9xOiaPWx+rWU5oRe/uHCxPj2v5BN39vqkeOQVNp/ilB/7qjzoG/bzecUnWzUQv08C8bev0NeH1jI/cIhxObAeXcshrviJh8RbDqw3sfOfXkx82vdwVk914AcHa9ZZTuVWv4tTz+HBp/vicU2vh3Ch12/yqZ74OuRfPGzhw6aD1/opnp6/bMSJi7z0q03X5UJ9+zWjvPFp3Fmt/EVHjGJVFz0x1xVu7vW+XLGRq15PiAc/ccJRM3Pky1qmE6sc6lkih/qZznE+eewt07ASuAVnEdkwFYu4vvjii1ejWzQIOyuwd8GazoJEmJ694JCwmBQoe3aaRlH4o1c4c2xemqwAJJm+sYIyR2P0JTIcW1jOks+nTdQCwpfer6QUid/42hjg0MFXCLbuxSO2FjM8fzYsyeJn6yhOvNjYFGC7x8UcBWILU6zp4bD1QoSdcTFrBvr+VClufsL2azBijhjUjo05uGoeejr+vOB0Tc9GjOpQfYw5cNZk8gEHP/kKN70NRI7c4yS3cg0PhlqK1zy+bQ7lhw3/5lTz+g2Hk+MLQT7lIkyxise93IgfhoWhbjDNwcU8OPD5NE+e8qnH+TWGP9HLeLITN4FjjrO+0gvicbb58KEmzvy7xg9mPQ5H76mPurZm6PHiU45d8ysWPrfx2ET5lVNc2BC5iic/sPTSHXfcsTaOu+666+BL3/fdd9/h+uuvP1x55ZUrbjjlWB2rT30ohtYmX3i3fsSGt/ypG1uHXpVXMdDjJZ9yUr7dy5eHlF6UE+tUvPR6lR+5ECd7ot/4pDeHtE5gO/hRH/E4dw8PP/URi2u5wpNPeWiO+BMx0BPxV2c53sYjf3JKT8otvg5j8lZs+lSs8GfMagyDzlE8YpVPNTEXJjt4xi666KKVKxz1Ev98uqYTs7lyAids+XVfPM7u9Zv6uleb8gOLFI/5cio2PW4uPnRs6eG4tmaNqTsRg33RenQtFvxcyz2M+kUe4OgVYkxNyoX4+YAtzp5j5uDkmWQObLnRS7iIg19nPvljo8ZwzNU3cpB/HPnSk8b5bP9la/+Ew4dD7tVBv5UL81zrcVjs9V75Fw/hN87u5QFvL1DYmytWflwXqzm9KCgGuRJn+wcccZpL9ASufIrNuLjUXu56IQabb3nDhz1xbQ8gbGDAFJPcsoNzctyzcHZtzNme3h4o7w4Y9Tde1aE4xYVj68q19VMPwTbPof64FC8dbFj8yEnx4K027nF7PLL7ospEDyhJ5LBkSYQFxjFBnHDo1V5NaNw8iacT8BQNJaCIG4Odr/Dds4Xtmg0swXslKTl07o3zpanNp5/JaNNkKznOOJCwNRlhq7DwxMjeNeEzfktx/IetorGBERe2rs3HhbDFjTjHFRdxEjHGqU1HrmA3Nx58ioXwA4eN+fl0TR8P9/CcNd62PmxhsoGRPX42CSJeftiIiZRbeHh7uIjPfPaEP/Mc+DS+Bo//wMifaxgWJ108xQ6HzqIJT93YdIRJL0/s1dPZHBwtLlIvu6Yvr/CJ2MWKc7zlCZYDV9KZDob46Ni6litjpH6LCztj7l3jLdZtPMbYsK0/4XknZwOyXgl/BPeT4+Z15513rndvXlR5geW/dfWGN7xhfe/Kw4XIK5+EH0dxlyO45YEtLkSvuGbPp7lsm59eDzVmnjj34uHDGAz2BAaOxHg+XbdW5EVd5V++qz29XDqTfKaHQedMxOvefPuhzTa9szFxmj/jcY83rmrhPl216Qw7f/DEyq8Y7bXEeH1eT5SP8Pkyv3VejdSnPm0NsuU3fjD4cF9/znhcV+f2N7xwxFVsM57qyWbuH9UBnjrgyy9sfM2Li3v1hJ1tunzVj/zYJzxopz09TD4mR/moV1pbxuOBnyMRJ66O1iz7+M361G/mssHZPNjyS9jDmflmmw4n8fSCxxhhrye6j0u5ozfXPR+ekXwTdSBqIJ641FdxMc9B4MmfmIicGKOHW2zVs56qXtXJXPF7QSb31Y299ROmebDhseeDrbMj/+ymyIkXiebmUzzVB09SPNYyn/AcBIbr4jKHPb7y5dqY84Vk96VXSW0xAqJzcA6cODsk3hGpxthLXHbzTJ+f7CVYMtjNeRJM4JuDj/EwCtRZwtlMjBqmhi8e871LTuLH3lHC53j8su0cl2zNlT/6ycW4HBI8i4fNnk/xzI0BHv5sFbv5xTzrM33LbXPNjx/sYpjn+LEzrwVkLpm28uq+eBqf8RgnbOTFOUxjMCaOuPltQzO3eFz3qVQ9Wq7DmPzYixN3R1xPq2UbLo6JPOjD5heb/uFz5gVPOvbsjBUP7Lixcxhnz5a0CRgTV/adYbRh4Fg8bE+LqYfbU5/61MPtt9++/hR4ySWXrBdXvoPlEyybMMEHDjyCD3588me8vqAjccPZdXpjxQNz1rM5zuqTuCfzXK7o2uSqDz5huCbZu29N4NEc/vKZH7biLKfFYh5b98Yc4hdPmz+fcBzs5I4NW7gOvM1Jsu/PSWymsI9Ltsbl1n3xsIHLLx2/YfWir/nO7NqD2LEnMMTJhsw59MXt7BD7zGHz5NA1LvDZErzjFbb7esUacY+f2MttfsNYYMd/YLA13jrJXzkIwxy2zYFP3CfmykHctmd+isUcGPxkBx8GfbGHX33i59y1eQ4SPgxzsqGHVS+zzS+7+o199WQjfpKt660vOnP4NJ8tm+ZUn+JnQ9daiTMcEk5YnXGcPWsenOmPX3Z4l1s612xPqw99cWfvnG/XhK96ohrhYX4Y4dDLt8N1+VhA5/ln9ztVCADo3SsnFg+CGt+rW9cdHHpFOV9V0iHtlSN9ts7GvGtylsDG2Hk1W1DZ8ulVOU7EmY4d/JkweHEJ1xy2vZoNAz8PG+9qjeNDnOEXT8XJBpew4zjjMV++cKM3D2e2hB4XXGEbd2bL74yTTfp80fGBdzzSwZ78+IMvzj7a1Tzm0/MHP5x8iF1+it2ZLXx6ki09n9ka4wOugx+2hE31ESce1bM6sBOPOeWQHQlHD4oJNl84EDy2/WmOviqv7tXH/MmP3gGTnrjHmX/YYi8eenb8iYk+W3Z93G8ujvyLh98Zj1hhG+Mvv3HZxiNWuYJTTPDNhxM/8x1s2OLkms78q666an1fySbjl4I/+MEPzn2q5dNBttnD7E86+NETPsWOUzHRz7y6Zw+DzTaeqWMb/5/+9Kdu1/+mx7l88MVv3IwRMeICr9id6bNnV7+Uk2zLYThsjdGLZ8ZIxz/cuQ7Zk3Su2akx3PJCT3Cln71SrmDzKR8JfDHOeNjDqQ7u2elx/tLHDZ75fJpH8slmrz4wJg/xhA3LvA6c2VcHuSJ002d86PUtOzprSE5mHfBLz14v529y4YceVrHp266NmQvDQeDSs+ET/7A742ecr3RwxC4vxujxpGNvnL0x1/mlY0dPwnENw7j5xUlfbnDb1od/GLjHAbYDBqw4d2ZrTrXho9jjxXZi4EycYXbgS/JdTuhwk19n/QKPXfHQ9yfFMPLpnD2fcd6L3xjbfOGUT2fz+XUtbuuTLcFFnszHPfHiUIz+PGmu3IeTzd757NNxZ8RkoBLhlRpQYgO2WI13IMcWYWciKAd7ZKbQEckRqzBJEwAAQABJREFUEBwYvpvSZhQeO9fsBI2LBODglXLJgYGjM1vjzgQvthWVrwrg79Fe4DTfmHleFdsA4LCFXTzFuMCP/+zFwz6usMOB7RMBf6ZhU+6KB0f28XEuDjblkw4PzYQrrOKUH4fx5sutF8liodc8sPJfLM70sBzm85u9M190xtjAg+M+fvllWy+wdU3wNwcOrupTDPBcszHuXg8117V39y2kcsGW3iKdYj5eeoUNkYfyhusUNvF3zRZ3H8nzSYeLxamWuFt4/OBSPDAtSp8W4CxePGC4hsFP9moPk7742cGdIka6+pZP88QDbxuPcQdM89o4XPsuysc//vH1Hat77713/Unw/vvvP1x33XXrT4P+VCcGceKFu76GwQ8MvlsjchMX8RAxxwlG+Y2rcfzUzbhrePTu+XAmsFtXalJc8iT+9hT34Tdf/DBbG+6rJ2x44mw8HmrHZzHCc218Lx79wH/xwObLp6s4yWc54NMexEfc4dLrGzq28Ij55aUcqUXrxzV+xDh9ecLVfFz6MjG7cuV6Lx7jcot32GzlBO/m0HUvBgf/OMGQ275SUm3MKR7X9RY/9OKXBxjw8l9McIuTb9f46BM+XJsTLz6InMqD8ezKM4wpeJiPA3vCv3pag+aRcOj9KZLeQV88cpidOfDili0/rmcO+cMLl+zgOOjUh8wx2O47G+eLPSw5MiaHrvG2Zunw5ZO45qf8Wx/2QvZ98GIOG/7M69qZTxjyDX/6pw+frSOf1g+fMGHoH9fsp7gXg9xmLz69hxfhc8aTng1suK71mzE4cmKea7xxE8OFZPeTKiT7ZYekuZZATn27v4XuOxw2eM7oLRi/AvDteeLb+R7mXkD4NYVv8hPf1idetJw5/mrCrz4E5hchHk6CgKFRXPslhC/a2Xz4FDQubGz6fn0AGw/jku/Lc/y4Jn5ZYJ6G5VNTKIS5PZyKWSL9EoBP83Fnaw4O4qTDO2w8xdOvHxREPOIi8VIUeotOfPzIt2uY9GLBC1dnOfT3db+IkG9iHk5qYR5uGkOc5hlzLRbXYvbpQzmEgb8c8gmj+rCx6cqteNwXjwXlgMdGzH55YgGIgU/+9IFfX/jCIX01l0+5kFu2YpM7cZqneeXHRmph8CMe1+xhiZM93/IBTw7xFIM4yyHe/z3+YkR++BQPbvWbWCxGtbeh49IvveQOtrnVTR3o4OsnPc6vL83iVK5wNa4+aiXu6sOnePwiRTzidm2dmA+fb/biVx86NRKPa3hyW4/rfRjOcshWfflhI0Z+ykVrVu/LteOKK644XHrppYvTgw8+uL7Qzr8Xo2JhYz8QG/9yIm+w8ZJbNvR6la366DGxWLOtK3WXL+IanvhxtdewxwH/V77ylYs3OxujXy/xaUyc7PHj3/4hp+WCfzGrm/G+5ymHxnBkq54wYfPhGlfxVDd50Gd80tXX+g2eXsBDH7FpXeHNXm3NsVZgs+dLjtVMPHLLJ7EO9Ky8ybP6iZUvdYPrWi1hyyGfsOn1uGui58Rpvmt57kUfrvrNoSZyCKu6te/JFR3e1omzWHHhR7+JB29rVh9Ya+zEJgYYcsQ/DDVgQ682asUWfzURPx0McfKvBta+XPHJjxz2pomNWMRqDxJPvSL/1cc+zg9s0jzYcgKbyJt4vADnR96tazHwyRd7vGDLoV7mn17d1Eec9DMnbPWG+rcH4doeJGb+2cgXn/LNFy70fOpttW//4FM88ssnHuJUH370gP6Ya5kfen7kXt3550cO9SW9ePWHmp+cnCzf/MKGhw974zCqPX/w6WHpA9jiEUc5hI+L548Y8DYu73Lny+hscSFiF6+6mYeL/ci1vMqVHlJ7dnKIH270xh3sYauJvlBvrz3EpVeI+eI5n5z6v6lBnmNJkFiJlhSNRk/HGT1pU6Tn2JiCaniNl56tpMPtXaIESLBgbH78mCeRcCw2jcGXgOBLgjOMGaRiuafPHhYMvM1x3xwJ9kDkE8f00x7n+Ci44hH2Dj7Nt/D4FA9RNLGXJ76JhvALCJjiNm7M5qkJYNIZ44+dTR62awdszZjIFf8aL32xmqc5+0UFXBw1GZ/VM37qIx42uPAnL2psI6aXf3rSw6l80MNgr0kJDmKiNx4+n7BhVEv44haPfssn23zAFiecsG1icDzkCFtzxMm3niP84QBDvsNwlhsYcuKaXX7l3OZvPmx+5Vvu5VZO+DHOVjx8wjDmmk8bshjNI657gJjPH998qA97+vjYNNhYK4QdLAff/NIl4tGzxdIcerllm188Hfzec889B59eifOyyy473HbbbetXW+bzQw9DDsXmHi9+1M2m6JrANMdaqT/x5Vfd2IkTF9eOd77znWve3Xffve6LydpsXcGornKrbiQcfcQ3bJg44kHHhl5e6Rw2aPzkiy0bhx6SVz1SP8ATT/sBPaEzB5cw1FjdrGNHGOzte2xxKX/0estmjhcc/nCVL3oxwDXmMIYLrvmQE/mBzQa+nLfvWWPFaIw97HTOcOVZzl3jIQ96HJb6F48xaxwubvTEPA8we22c2cIVj/3ddXVQt+LBmx4X/NTBUTxwYIgxn/w67Hv2oPRs6etD13BnPHJHygFb8cgjXrDEbc3iXX3oxK737QeEv3JoTektvNk6qxXhs3zAhyOesOVGzLDVx1yCtzWoFuJkz5ZeTsRnjTs7+IAtFgccc4zJrf0NX9Ic2NUn3noPvhdy7PiDJVdwiTgIn9Zs2O7V1hwvXmCYS8+3a1y8oCZ0xujk375Hxy8RP1/yQ4+jc89wNvk0BqfXE8b4c8ibOrhuXcg3bHWLM6zzye5LLoRsLpJJ3EuUsxdbikCckeRMgxkXqDOCgpVkQo8Mgl5UKKx5FckZBp35YZvHXqD0Dhj0uJhHB5tOkyo2PTs4xiQYF7bxUSAbWvGw54cetnkO43g5YOQLjjkwNBk7jYIHPxY0vfv4uKaHxZ4+/17Bp4MNSzyagJ377G24ckj40gQEbz7EUfwWs9ziTU/Ux/zepZlj3Bx6cbrmEydHD3P+0jmrjzjNL79q4NOKcgUn//pCP+UPH73GLztc+JYj7x5gphO/eeJna8y9s/kWgXvxObMRizhxhUvYq0ObGl0+9L755vKHKy6w3ZPiZ0cPTw3ix6c4CdxZH7aO8PFsXfGjRsZwq8fpYfNb3WCQsOTE3PJhzBzvtupD8+nYyW05wdG1XlE7G+Ctt966vmd1ww03HB555JH1J8FPfOITa5644eAHq9zJr8M71slFDtnYRNPLCa5iU394DjziJQ9J+nqcH5sgvRzw6cwPHNh8lUN25dyaUh/j2Ypdn+Az48EdBoHBnm/7hE+2YExsc+WQf+JMpwbyloTlxYZx9wQ+O/tK8fDXeGu2/NUr+OBCLwZSvuHHmw0MfUTPR370rWuST/Z6nH+5MI5fOcy+eHxShctW7EHmwYNdXuwrpNrQ6wd7NtvwxSSvdK75M8dhLbMzN716+sSHXpzFI0b2bKu92jisuXjhZE79Rt8LLtc9r+LePNg4wibOeDuqgzzgSYena6J27D0LyhXcaqqebB24yYP59PmnF4s45bb4jZt35vjpkNrTu3fmU5yuSfju7SvOak/vrB/a98ytHtaUvvACh60xZ/6Kky29XIizHsxW7npeGTNfPPqh1yT04hErf8VQf8KwfooTtoMdn8ZnvuDBZwPDOFv5iwv945Hd71QVZK/8AHFSIO41Mp2AiTEHUgkbyUC+gBDtnZ2EuCewHCXKdc1hLn0HP8adzTfumr2ClRTc6M1jz46Ne/Nc58O7AuI+XGcY7M0lbRbFDad3asbzU1zspm14bOPumt6982w6CwsPOtyc2ZQfc4vHfDl3XxzhxsdY9jYIevfic+2AXUzuG6Nni0/5KF48CH9s4mG8mOJtvrhwhE+K0b35bOngEP7cJ/qKsGdLnMPUA3IVll4mMOIxefJjLJ9hlu9sm4+/OTYKYw5cxEvMw4G9Mfpicw8/fnOeONmGKZ7s4x1HfoqfzkHYVzM6tbQpk+LBHd7k5Jo//nF378/oH/zgBw/Pfe5z1/+0+Wc/+9nhoYceOlxzzTWHt7zlLQvTP+WLb/Pdw+I/H9mkx5G9XBqbc2GaZz59c8t7tuxcw5oxlcNyEqf0znJiLule3AQeMS5ncOoRvPIHQzyEnsAi7ovLdYcx893Hj51r+s5xwYHOeWLwk941DOPsOvLhno0zO9f6IimGHnz05Ron9vLgur5mA48UJz720vrHOA4JP2xn77Mxr1jc85NNOYFp3eOiFuFWH9jFa457Bzxn+KS85s9Y+0k8cSTw1Bievd+1sXybm+BBcCtutvywk084pHMc6NiaV67LQzbuiXHzcYDbPPfZNNc4ff5w9IljOWiOM37Op8WHB3Fuvnu+8mu+A0cy7+nMLWfGWlPpzIHFzni48l796Yo/jLiXGzhszOND3Hw4ly84rol5+Zp+6Tro2U2ua/Lmn90//3FscQkCQE4Q8MraYuSoACTAHAGUDH7mCyoBNoe+5gyDvVehFmQNwK8DFz7jVCK8Cm1jgM03PHNKpDOxIMTCjjizEw+f6elc41jjNFacMOkc4oZNN3kbo4eBr6OCitPH/Rqh/MJ2zz5/uBSTFwWuCSyx966Jzlh8ilMu2BrzDsKLWRzdww6fPTtijtjdlzt6tuLpxUm4xuhxwZ/e4RpHHz3j5YAhBySOdOzZlu+wnXFhW26Lsx6CVZzVAsfw2eM3YzQnLnD5KS94erdaPI2zn1z4Moa3MfbFCc+7RDzoSPHjUq8Uy/RZPsRE8jnjwS+ffBH38Ahe4RQ/LjDhlC/ryTok4ahbc51hEe8GrROfqviu0ze+8Y1VS/87HP8DZy+6wjWvXg63MfpiKTdyaQ59vvm86aabVu3uPv75Lx7iCcN1evYzHtgOtny3N7nWZ7MPqyU8GDhXOxj0bPBzHW9n68pDynV6PviFkZgntuxmXtQTv+pmDju91f5mPv/Fo4dguBePvnIfhrM59K7jzgYPe5D9gB86ts64wDMnKZ56ha2DPuzigg0DPz5JcYundZI/ZzGwd03Mk+9qRQcfjvqEHe7EYJveub3Wdfrs5dZ12K7ZyIOD0LXXFO8aOP4jt3LF1jxCJx65NZcYp3OvJ+JiDLZxMYnZ2Xh6+TXON55yax2GDYNP9vRxYe+aHcxi3GLDZ0MPW32aR+cadrzcw1IH9j7RNr85Yalh83G0H8o3HYmX9bN9/rJpnK3c4ckn3/qQPyJO/PhjYy4bUn2KcSmP/5TDeok9f+xhwxBvOvNgOLpeF6f8s/tFdaD+BMKpJhA4h4ruI78c9tEl5+z9rddHhfQwJNJcf4/sz2+S4eO0kmaz1viwfZQOm415kiVpPq7zcHbNFheHj1kVla2D8I+3jc61hcxXf+rAS1LZKJb/DD3ezcXDmI9CFZsf2ObRwxSPjwXhSLSP0nFTEHGmx69FZ17Y/tP8NWOx5xM2zvJCnPkXP+x4+2hTXOWKXmPRt5njyKc6+BOQ7xqpjYPQq4X4iwceTi3S8kkvnhqaXm74lFv5xgdfeZU/dfO3a3r25Z6NeJyrhY+v2eFeX2l2f0pQBxIXfj3c2YpB7LD15pnjR9u+tyEGB5E38VjUMPjEG0dnhxriTfSyTVFNyzmf7NWHTxjG6fz50/cZ1I2dnMuVs3ypHy5yKM56HF+8+FU3ORQLW7mAhVc9Ll9yIt9scKkO4odN9Jx6wuLTF1N7gJQL3PhUB37Yi0dcfMJ2zSdsPsXnuyJPfvKTD9dee+3C9EtB/wscf2bpv2zPp7rJofjELx58cAxbDHzWk+zlhF/2/pMKavPa17521UHe3atPm5945G/Gwydsetd8ihN/HOjVzb0e4k8O+PTFZvnTc2LHDUc+6V3jQWCrvfUDY8bjGkY9a5/Ag396vGGL569//et6mM39Q871EFuxySHffKqPXsEfBu448SlOtvR8itM8D0s+zRGnH5foCf2EY/HYD2DgCUeuYDnUhw96vPWM8dYVGzGcOa5BOsKGvRj8L2O8meQfjrkOOaQXB4ziFSd9PvUVfnKjbnhXC3tNPSFGMYtXnPYgcbrnmx844sFN7aqrmuvPWR/85NK6xUlucGmvNRdHtXHY333vBy5+4hGX3obtmh85pMNnPq/kTQ71G8GFD0c9IQ65hQ3L+vTdJNgOIjY5Uk+29GLAWw7lq/VWr8grbD7xIuxbs3zRw5MXccqH+In81BNsxQ8Pb8I/W7Hg0F5rDlu1ExO92vNjjH17refYrI91ZY588QljWx+5UBuiV+TbHHr4YuCLTzzkCj+x8y1+Z3nSS+eTxz67HFYmAZYAwgEwRBUJIdds2FpAEoVkjdU8ZH3hTIMZN0/gRAElADbCs7nNg63x+FFIhyTwlz1M/NxLAmx4kgBbQcVRYfhVBDobFn3c+FEYHCsCfHr4/IvTJkpH8mlcPHgTvOUKVxjFaSwfcWcDh890NYB45ME9n/h6yLrnk9CzgVF9LJjscRGjXDjKLZ3mdD/jEaP89FCEO2sPgz2dw7Xc4CMGuS+O8s6mHKqXGJxh1eDGxWFh1m/mmwvP2The/CXqSVcd5ca1uKqls3qrAxGf3DrDpJcnHOTQZmEOHIKPXFnQbPlgX83wsyjxYoM3XblyL49sPOBciweG+71+CxMXtvVWuNW8/sc7ruzx5wdvG64YcNcbeMWdrYNOXOovDrE74DQGH548+fPfC1/4wsMvfvGLw49//OPDT37yk8NLXvKSw4033rjWAozixNmBIy7FAwd/fj38ipE/XKsNe7a48K/H1I59tYAt9/xWTzjw+Ravew+Z6oGfBws/erJ+M59P86zXeBW/XjIHtrEZT/7xdQ2jeXKvV8MWjzic2cHrHl98xJc9/uL0IwAcjRMcXMNgyy9MsRF7DD2Br65irz70+OrP9muY2fJFDwOfHmD2PLmgN59efTycCH39lk/n6lN9cacXv7nuHfETF9v2Q2sGBp/62jz28iMGnMyhw6G8hMO++ohHHPqePR7Nqd/gycXkrQ56iQ29M/9ygBNf/Njfijk+6sOmPWg+r+RL7mFt4+fTOkkPTxxikB9zYJcr17Dww0cMMHAVU7zdyxse1SQ89WxdwWq/5jsecNizxZ9NPmGLXw/24l6+HfLDLt5iaS+H7dDDMGEY39ZHDulhlzdcqk/7Hl01kRc5s8bwEItrOrV35ltO5Mxc949Hdv/8h6B3tzbzEogY8crN9yyIRNAj5EHYL70QMDY3MXZI0QtWgiWKr7C9u/UpgyALgr1XuXy6ViAiKYL3Aofew8mZT340+xTJgcsvgSNxXhFfdPx/K/FH4ige8btnC1vB+NV48VAkjVQ86eHJlY0INzGyNS5OPssJH8Zw5LN45EbD4WnDn9I7SjGZ72CPC58EDn/q453MycnJ4sIWP/HIIWx2dDDkEGe1z9ZZPPhlS0fUp4e2exgaXw/5r3azT18zqxte1V7sFoV42MOWk2qfnZjgqw+fcaG3QG2MemXaywk8PmGK0zgMG4tNsP7B0zsi2ElxWtxyy6eawJAri9p/7wm2BYiL+ogHPr70xuk9EM0Nlx+57dc77otfXmyiLWzYeMujX5DKYfHMHMLAk70XnTDcpzMutzZL8+nxFJcD7zga965UPB547h1h6B999MADDxy+9a1vrRq86EUvOrzrXe9a9WcXvlyxz6cxORSP3MqRWhC//qP/5je/ubjQiUec1recJPIlnvozvR7nU27ZlHM60sMfLo7te+1BeJZz/MyXFyL3PjH16d2MRy4c7R9igt0DRx7LrZxbm3rCw8R9PmHrZff8yova2D/7ZSU9bL3Pzj6EL6FXN7bmZou3fc//16xY2OJZj9PnVw3gV5/mzB5nm73+VB/7O58O4hMCuWqN0IlH/fVEHPG3juWC3n1jam//LX94w+eTrXuCixr4hP5Zz3rWOQ709iY+9QRsfuCrj70A72I0Jif2Dtjmh2/Nzn2PXr+pm9wWJ3788YW7+/D5hDmfV8ZhyHfrng4XOe9ZGBe10c9yywa2MX3iOmwYDj71oDjLH+7t73IBh635cm6dVANx8Mev5zVbOGz5dO3Z4cwWFzkUe2uW3rg+7JfwOPBZj8utuQ56GHzN/dM9Lvpe7Uhzqk91WIPHf9pri49ej+sLHK0DseBn/ZiPC19ycCE524E7VpoU+HRcMukibio79vRsOCdI9grWvTlEsxsjiAugRC7l8Z98uIdN2OWDveYgMHBwhm3TaH5nBYlzGOb6xZCFEDdj+GsOZ3pn2MYsdtdhubZg+HQt/vDpw6Azzs5Dmx1xhmWcT/c1L3v+5CobZzZhw4iLeZO3+Q418MCRv3DyjUt2xlzLh/zi5CDO9PKcP7a44LjVs1U3NtlrTrE42LuPD5057El5aCG5J+FZ6NlWexjs07OPt7yHQeearbkJLgQ2G/kizhZdG6Oa0vEjRn2YDp65/DmIxR6eXPHNl/lxLVfuG5cP2OoaNzh46HM1kkNczKHDg820V2PCzhy2eLYmjMUfZz0UZmN02ePIhwM/PD3Q3v72tx+++93vHj784Q+vP2ndePzE6pZbbjn8/e9/X7bmeYEH2xGGzRkfvOhJ/J3pujfHJlrd8M4el2nHHzt5gZ1tudIvxD1bc2HAn/zo1Sd++Xbe1oetHDsIvuoHj22+1uCj/8CGFT4M8+Lt3nzjjuI0x5i4xKK3iFjir1f0Lh0e5cDDuTjYEmN81m84mEcfd7bx0yv80rFL2sfiSy8f+pBPeDDMYWO9wWi95FNf4BA/erVpn6A3n/BpHC5dHOWWP2MzLjj8saPnB0fxw6XvEKPDfdjmtmbNpedDru21bPklzg45jMcaOP5TfdwbgwOvfSydM8z60D07OvmQW9diSWA7EuMknzDwoucXdrkwVn5bs/wlMOjNtQcRGJ41chW/cimvcsMfHAf7uQfHT4/Qm0uKE0Z1pmfPhj9+p71awuCPn+zziZ9DHeGzt35g2q9h4SFOejZ0YS3AU/55rALDALBXspwWaKBeEdIhywm9pHo1zKE5RAKRK6jGjLuGH6Z7r5rpBGme4prLl1ePgvbukfDLxmHc/AKmc80PfMLGu0BJct2Ye+8G3PNVQ7KJQxybiwN/4ZpL+CTmEnp5cWYftmvxNI+ezr0cdE8H0315WMDHf+h6J02HG53cySG/5sB0FotX2nGBW25w4SsO+Bt3sIdZzorH3I5yxTZMZ7b1SrHgQodvXMoXf7Oe4mGnbmxcy0886WHoC/PKQX0YLpuwXNPj55pP985w5xx5za5z8RsjMPgLI2x4bMOPM459MhZmvNWt+XCJuOjND8NYtReXnMLiq6P5xVTe6gV6c+j5pDdHLt27dnYQuN558kfMN8c9jPJC7120/0mz/8eg/6SGL7S/7W1vO1x++eWHd7zjHYeTk5Plm63DXDmxKeLkIHHgmy+Cj3ti3DGl/ikG8+KWbWPlGwc6fvW6evbpfHOc2RN24u7Mp7zxQ+AVQ/fOMOSK/TYe8RsjxvBxwCxe9/zwrf75Z0/HNr848GcOfzOHbOmtQzLxXeMRDox6Ii78GYcBy0FXHmGYl39nPY5Hn16Y66j39+KBNz8t5ZM9DD6MO/gn5c81nzixa/3wF2/X+DSXvr0zXDjsYNGxdw5bPuQwTL6K06da/JfLfE0usMwRu4OEzy/bfLsn7Pmk59c93uZ7U0NnjMDSy57Drh1wzMENp4khHrmlC4c9Wzj6wBzCh+t8socvn2I2x9ywjIkn/zDYxp1vc+ji1qe2bHHmf8bODg8HXH6LsTron8ktXpNjMfHNT5yd3ePGHmY8yzFue7L75z+A3iVIchJoL5bSOwvGplgjRKwx5BxEYI7uETSfeBXqY8bG4EhYPl072MNwFugMEg9Nlo8wvJqXOPbp+PTqXHPwOfVenSosHXxnAkeS48iP3NBpkvR4lhPXBAZb75IsPPzjPnHYl5c20jCa49W5pnGfsCnu7J3xktteQOKAp7ktlnib39xw8TZePOXEOGzH3DCMO7yzaCN1z59zEgd1EY8cFh87OZDvaowXvYN+bmow6Rw2Adj5KkfVsbMel8Puy5Uc6CF5oisfcePLNd76xLW+NY/A2+YqLuXXXEJvvvjb1OjpiN7f9pua0bNnZ2OAqw5wxR5neocciseZ8Bt2trDYkjDcsxUPP/DFZw57Y67TmdscevW49/gfEP3hD3+4vgT+6le/+vDWt751/UnGuAOGAzf3yc0337z68+tf//riQ8+n+OWke77JafFMbPOLk6/qkF/rRF+JNW7s5Taf+ZUjXOrP1pUzqQfxC6P8GyP0PsFQS2PuiXG5w8N8MVQbNvTO9MS1cRydzceDPh7wq037e3VjJ958Niff5ZYd4ZfNjD89XX3Crjk+HevPZcXS+IwnHny3DvkieLAlxmGLs9irmXvjPmmwH2Rfvqw3e5Z7B1s1Nt91/spX+WCbDeyeEfDZ4iO33qyG60wvt+xdx51P1/msd/CbLyLMkVN7Kn2Ci5ywt5exYYsvPvDqT3Nw4dN4HJzh1BNsEtdw4Lpm596hzuoTd375Y0PMYcdXfeKePaGXk9ZEPNiIU31gwONbnOzlNh9wYBvXF3E0Lp5ek7BrDA7e5Z5t13HLJ2xxwTYWR3inye6v/wTlb9G9sPAnMkVDhr6m9jdyOof/Qq/vZ/hIsI8ufQxqIXkB4eNJemRhCEIT+NuxFxmI//vf/z7XpP7WqkCC6hcckgQTP8n1/QcvFGDzQ2/cJsWnv52aIxH4GXfNp9jg+7WPRce/ePgzx7XvocDCW4wWkVzA5sfH1uLxq0XjFox55tjcxFlzy0tx/uc//1l/F+YLF7w0ke9WeDh7oQc/rvznE2/25pmvFmxxFgMuGkYDySFcer9I8fdv3OSKTt7MFSc8fswTA67iEa84NbfvghExmYeLBSGHfOoR3J1h+2VlX3B0L0f8u64++InD367VwyLIPy6w5dJ19XR95vjrGA8iD3vx5JuN77LwA1N+2LIRp3EPTvH4JEUsDjZ6Sm7p+cSXrTj5Eb/6yI1c8Sk3+PKpxvwSOnGJRw5h6Hm/kmtTZFN/0utDHHDEQ7/pcQ8iOeNTv5knNt8J4a9e0eNEbMWph/zqSq7kVx7EJe/60wYlHnr8xFtP8GkMBn74qJs46wlrU67YmMdGb/HpzYpr3y+5+uqr13c+Hn744fUi61//+tfKDV6wzGUvNhhy5zta8uDXf8ZxE7/1I4fGcJFD9dH7eta9PhQv/tZV60e+YNCxk3PY7PSVOIl+bs0WP514WnvlEG9Y9EQuYeoV13jjaj2Ky74345ELObSWYIhFjfQ+3u7Z44f/mWOvqpt+cK9uuMobbHXTb3jDwJmefzb6nU85hFk89bh49DZ7wo8elquJrTfLoX5kV674kOfs4djfrUGxwSPyvo0HJ3lzyGF9KId8ilffuFYDYm3KYT0uFtji1BNyq+Z80+uzcqhX8MbDPNjyrS/FYJ3wrf54yyF7vQ/bHBz5Nmb/sB+4Vhd8YbERP3+uCTzz4cihfBIYasavtWxfqCfwkyP1MZcfHH2nSq/Jm5ob1x9yCAMHddHjOKk//3qFHxhiFEc5F784YfADm638mGt/r1ZsW79yK3bYel6t1EDezIUFxzMCNj7iFyf/1nLY5cq4a7nVs+KBx1a/yqGY+SR63/5bruDiMvsQFzp5xF19xIO7ufYxubQm+CLiPJ+cfbu8sTBZQSUGgE0dMD2dMUQF7WxMQMSYotvYFa2gjLPzkEPQvQLbNCIJ2zzJlzjXhL1rc4y5lgTFIObl3zXBC4Zk84kXG9deiPEZH42ES1/0o58x9NBQeD7N5af5YqjR4xpf2DgrFnu8cMEDjoOtBQObrbMNjPDDr3m+oGcTMd9icWbPP2z1MY9P1+qTT5hiVBNz2BjjG7ZxZzbyZNy92mtGOaCPe/biEHv5hw2T4GscTp+SaWAxN+6eTbjGzCO4iB9nmDBguebTPFL8ruGxwd+LjuKBK162xvFUK/1J5IrAlkOHOeY706uReeVHjulwZyMnfGxt1N44+3y6bl3Jbf3GTvz5CxMfvPEpH3xVE9zZ4sKGHwLbXHHyaU41oS+XjRvDgS8YNjm5ZBu263DUxzifeOtVmPIMRy7YGPNrQX8G9OLvS1/60uE973nP+vXg9ddff3je8553bh7eeMC18Tr4JGGXA2N88GWti9fc9h0YOIm9NchWrui6Fo+5YlQLY+KXB9f8GXPf/mFdyL/Y+Wm9lR+8+DGHVJ+u6cUD18Gez5k34+7Ddl+O2eKAHxEDLvwQerl3TIz6jT+8i8d8dTPPmDdhxV+9W4PwxA6LTT7d1yvq4NrZfDbG4dtr6dy3roznD7ZY3eMk5vpa3OruT830+RELG/aw5YZ/9cTX8wCeuZ4fYiw/7FuPbOnpwq6fO/NV/OzFQcTCpxj5ZeeaTbU0T70JW73KlzWCsxj4Zw8XLzoi/9nXEz0L2fCpV8OzfsUsZ3S4uC4nxcMPvbnZ8E9wkSv39Yy1BoPO+Lzmr3lynU3zrUPCD/98y4/Y6MyRF7riMbdcNi4efPRN8ciJHMoRDHPYzNcT7OUq/8blMJ/Vh09c5URMxYXX+WT3RZUJHt6KzCFwARBkEE44qhHoECAImysBGhNGehh0hL35cCTXYayg6SsMTAEZo9PAdBJHh6PkwCB0EjSx8XDA4Xfasidwup6x8ufYxhMHZ4sFPn6EbbHCpceXsI+fXHmhRIdT8aiD+fg6x7c4nPmEXZzmwnOYB8M1bGMw2IvNmPs4srdg2MNmz6542E7eMx624iFe3JTfbPCD3cLlI+w4FFfxmEOHXzHAxRMPi6l7GyycuONR3uhmfsKHi4Ox7NkS8ViAbNU9O5jiLC6xEuO4mFccrttA+eCvMX5gwXfGnU1c6NmWGz7YOcRuLJ058PgrB8bYFfuMp3lh6EkY6oMjH86wxBlneOJhm42z8e7ZG28voE8nb/4EeNVVVx3+/Oc/H+644471xXbfwfrIRz6y/ofOfIgdXzjlPc7iMc7Ohh4/tubw50yvvyd3GCS+znAc7OXB9ZyjpvqMlBP+e2C1nvkn3inboIn84UO8O4eNP/xEfARn82DDqg4Tn00HHAdMHFsHs9/yz595uFgnzuby4cyf+e7jgxM9fPsqgZeYB5fONWHLjzMfrZ9qRO+opnDjZh4RP50jH3GyR8I15owvexyaUy/DhklfnObQs6EndOzaa9k2Fld2bNqv812c+NHZC+JhDH/z2g/pcKWT2z5VMSdMvthZP3Rhi9O82Q9s4cS3fLjXn+6LnS3xSRkdH+3XMEh6fozT5z97uuxwwscYrurD3nz34tdXYjYHLzoYemL6NG6Ovbb55YCtNWgNhWMuv+4dhB/+8WqsGrgvTjwa55O9GrmOfy/YjRFjjgvJ2bc4G6scACWAkBBoH5MjF0F2GhVJNmzNkcw2nlw0h48wClCxJS9/8MLJ1r2DT0nIZuLDji9bnHpB5Nq4ec59ZE1P54Dt4RJ2Z9z24qGDz5cCsuPfIuWDHgYfrltI3dOVK3ZTzBdntu7LBT/ls3H1iW9ndj4WNlfzsTXGpzH6BJ54yq04jJsjJ8bjYI5rjU6fP3NJPuNm3CG/XYdtjkMucGpOdcjeuDnyTecaR/7Z9rHyInD8h16cct7iyqeede1IXOczX/wQ8cCwcMPwcb2PoXEgzuaVJ9ckDDzoHHTOYqUvh+6NyYNaTH5s5E+c5ah8iYewSVyLJ5+wXJcTGOHw6aj2ruNEJ+fu4+yMd/Ocw5Mr9/mid88vnRcPVx//JOi/bfWxj31scXzTm960fkH485//fNmxJTN+19UHXvzY8Sn/9CQu5TYOxsyD5UyPk7lq6RpGejWHnci3cfbtB3CIs1xZ+2Hw4xrvbDobw4+wybfYqzH9POjZZeusJ3CZenOqD33xu24f57859ZsYOvDCpRen8YCl98Va7GxdVx82MAk/csgXjM5xZDP17B2kOsAWYxycjc360OEE3/zeqObPufq4VsMp5mzj2fYPH2zow6VzjU/2dA45gOtc/+cTTnbzrD4kLsZI2Omd1b7nLzsxpVeLbM13HR/XOOOGN4x0MGAZz2c6tnJoP3BN2CXpjYk3e3Ng8s8eHn7lPJ7FYx47etdyEsd8GWMPk7ALv70zX8XTOqSvHjB6psCAq6+8PtDnbAmbC8nud6pMkgDveDxApnMPZbrEmIPOGDKSVABeaUpeds1DeNrTC8Yr54IyR7Dm4xIuHX/08eM36YVDyW2sd4+40TkT73b5JPSui4fPcNg74M94xFI8ihQunN6tp5NXc33syZfDHPPF06t+fpP5roo9wUlO4pFf3OIHI3uvvvuIlC1fJO74wWLvOv0yOv5DVzzNZUvn6N0xn+ZqaLEXJ77s+YAlv3iYawxmGHRw2Dlwdw4Dp3Rsi1HccMTZXLZ84lRe2McdR7ZsSBzjQo8LPw68E3rj+gqfODceRza4m48HjBkPn/wZow/HPHPwjuPkB9+9mMth/WOuwzjpHWl6a6iP9enKrWv+cKQLAw4MHOlal3yXd3rcHbjhEl9nMTjknA0dvIsvvvjwute97vCUpzxlfYfBf5fqH//4x/oeho/fX/Oa1yyf4jBHTmDw50jPn4OOXTlnS99mb4wN3vwTfEg1nnXOvhyyyV489Yr5cTIftrls2MuVvJhfLowb00PZ0xG8zSlGdmLiTzzWjzE6dtNnY9WnOGE73Kt/3OIDb8ZePMXIjg4XHIonO9iu4YuTuDeP+OTKNbv6S5xwZn3MdagRYWseHezygoeDDg4xVvzG/Fkrn8ZdizEf7ol7c52LJz1+dOXPWfz1Pj+N0cmtNQKLPl/hLIfHf4zFh8497uWELu7OsPlN4gS3usGgZ1ucxdiYfBkrr/BwtHeyya5nLT5siTF4cqUv4tcYPY7VV26y7dqZmNtzKR09f+YUnzPOjnJIR9jhLl4YrvkWHx4To32LT3mGx9Zc88ohnOKctWB/Ifm/L9MftUaiv8EC5zzR+CUrUh6g9BLkWpDEuEPie5XKhk4AzqQCuufPUTHpzGXjyA8b755sRvgYc2ZvrsTTmSsReNV49CR713Rxh+0atmsSrmsxwCWwcRIjDPZwFSfuCoaTMXE7GyNyDQ9GNuazI64d8M1hmx9n8811dngVrgmS5vtTi3dtMNjh7SxOviauOYSNMX4IW01aHPRsYYrRvdq7d8j3r371qzWXXs5qfL75NN8ZbzkL25nAwaEc0pkrV/jxaYwdHaGfYqz4OsOQNxyLtznscTEuXrxxyCe7uPOfnl9YdDCKNXs6fh1TikeOXIvdXDnhp/XUnHwUS/jlDNcp6qYnxAFrzm8ubvjDwJ/AoSfmGuczv7jCSicP8GHQu4blYAtPTsU2hS7fV1xxxfL561//epnA8V9sf/GLX3yuD9jD5KeYGdPHHxc1xNs7zV4QFo+9Q23DMR/fahSe2HCH3Zg58I3ROfBnQ8dn+wfdjF0O2JqPq3tndq0t+HBg2Pwb16t84e6ajXkw+IRZP4edTjz6qTyHmX924o9X/tUKH5+O+V4K/+7hwDPOJ67mOGA412fiN8d9OudyVjy4wHGu9/GGB6Nc405mbsVvnB1xj4O6s+fPma76eOFTPObBI615tuUEB0JnTusTftjOxcBHuRW7GJ1xcCad183xH5/CwMWFPxj8ww2bznU82MI01xuQfJjHp7FeQLjGyXzznMm8Lx/p2eNibgff5SM7GMVr3H1c3KunvPLLR/ZyDgtf1+VeH/TC1HxYYpxcXcsXvXn5o9dbMOjx4pMPMfDD1sGG3nUxuQ6j+TDoH4/svqhSON+QR8z/5+tPf/rTeqjbmP2C4ulPf/oq6pkzZ9bG5d2HX+S86lWvWr8ys4n5ch3yHuQ2Sv9/K8H7L0/7lYEvGfoexR/+8IdF1v83zC81nvGMZ6xE9M193+vyS4jnP//5q0n4pBMkLlcf/4TgG/o+tvfF5D5i9sXXRx55ZCUKtl8ZPOEJT1i8/va3vy0fT3ziE9cvGyRO4dgopDj5ueyyy9aG7NcFGlZB/InS/0T297///SqU/xqsXwvIlXfcuCiIOOXQu2/58R9AtABhi99ZQcXWuze/0PBdE7H72NGvpuTM8ZznPGfFozlOTk7Wl33lmM0///nPxY1POXz2s5+96vWXv/xlYYvpy1/+8vqFTItJjXHWKHJZY+PlYeTei0of/XpBJ6YWRgvAXE0NqwcYfvIpVzCMs2vxu85Gg7qHx4/NOS7q0YIxF755xD0uPXD4Yo+ja3FNwc8ceM6EXw+KMKa9uoi9ecbMU4c2qBa6jQt/OeK7vMLAwxhe4oJhTbiewsZH23yyKW+wzMV7inG5UCtnePjICawtPt56AJ64444jDLz5MTds+cYle7zDpjMmPvHDc42La4fcioctzOay1x9T2DjwhuHaGpcTv/h53/vet97kXXfddYdrrrlm/drHvqQWfskkP9aWX+9Ys/YAe4OaOKwrPq1v/p/0pCctHZ7+a9vWrDn01p4XD61fcfpStbVsXYkTTl9g5d//mscvoewD9OKVc7Z+OeUaJhtr3f7pkzj5twe5fuYzn7m42Uflnr1fTFn3culaPo35xZL/PZAv/Ps1lFypoTXkxecf//jH1WdyxEYO7IFiwO1pT3va8ikev3ISA156gb0fE9jn5M2ba/s5ri94wQsWRrn67/EXWGKUQ3uN2hWPGPGVK3m2T/ZM0YfqY707tvGw5U886mnvdG9/l0OffvMDm16t5NnzRJ3tqfrdtdhw0Sv9Wk+cfIrfr8XEyqezPIrfM0/dLjr+ny/g8eeZRa/fPEvUSt2sO/WBK9f9ikz+PDvwZiOPekW/6W16+zw83P1CuxyKWV7xtr/3XPLs8CzEUzzGHeLwJW39qw9h6xuHusGQK3Hwf3J8hjg8f61NseGKh7p5jhD26ub/kCBn6saP/YIfz19cxacO5QGOvInZM4reGS+9Ik9iEo//Gbu+1E+tN3w9Z2F4tvMpZ3riZS972cLgE6bY9WmvVewj9HLh9YQede1sLYtNT6qveOwdxsR35ZVXru964qPG+scz3N4gZvwc55Pd/06VCWeOLyraOBSQE8nnWGK6twEa1+wWrmtHGys7i16zRKjvoFjIxiMpcE1sMWQPy8ah6V0T2BJqEfiFCgyJdCg0PEWQNDr2MBRSAuMMi08vhtjAt2lZ9AqsMHSSCUdTahK/UsBPIYjFY0HJl4cPLGN+5uuFj3gqCDwblyIR3NmaJx6NiR97OBada80wH2AeNprSgmKPs8WpPmKnS7zr/9SnPnX4/Oc/vzA1IW42JU0rLrkqJnxtXOqpoTSrBpNzteSTL3k2R648BOj4dVjM6nxyXLjVDR8YuOLODoaz2NuU3JsjfnGKR46ylysv1uXb/A4LzsLjcwoe5tosSD49UPSgjX2K3tdv9YS54uRTPeMBB2+504fsqzMe1oueozfHoT5qOcUccdLDzC9cMcGeYtMmNkL2uDl72KldcTbHhgYbH3nFg0/c1Y2/RH3kd9bHOJ897GE4+NT7cmKMjjjT2yfYOIhe51Nup+Btjlqwxc/9bbfdtnLrf1fzla985eDN0KWXXrq+g9WaFTt7vVevwKbDWzzWkH1FnxervOrD9gm5EYMHFd563Dg9LL1S7XGDg6u1ZJ24ppdXvS9W9YFBZ//QP+z0LV041qD66MN4GxPP7ENcxKOfcYQBzwHbHOuTbzjiUXv7lZ7AhbDn0wPTuqp/6OtP8+nxhieHcpVPejoiL+177vXK1icsPr2gM7c41WQbj9zKoVhhx4/ePt6+x2fx42LPgk1HjNvn7LVyVzxqb23Z3+WkuuEiPvURM38OOfHccBg3pt/s4+rDX/h80tszrUWYxuwHxvSEuOiKR53kiy0xJodi79lBz759Am9+zVV7ObRHi1FuYdDVE3i7hmFt2pfki75aeIbrH7HRN0fv6ze++NUz6sCvesY7vRrYV9iG7RkBGwYecsEPn+1v1UdtcO9ZSC8ePnGSw2KBT2+9emGVT/Znjvs4W37ozcWRz57t9YoY9JweJ3waw8Mc60dc8nch2f2kinNNqokkH0GApAAD5lCTOJMcC5Yg4To9HQy49LCRn0lyb4Oh08Ds4TiyY6Ph4PJNTySQDraHtLOjMRjiU1y4igvLPeHPeFLsbBwEBj/p+HePQ3kwhkfz09eAxo3R48en+wQefTrYclaczS1W+YIJJx6uvRD72te+tha6F1e33nrrevfLjzF1Ntei1/geejY/r+Bd/+hHPzr3QtVmZiFaHA4PE02Ll4OuODWxzYs+kTeCpybFM/7ywpZe3MbYWdD6sMVIp2bwewizhW2eBWmBTammFh0btuZYRPzpoyl4ZFu/88fvfLGBixjhx4WOj+rJnsTPi3LxTDFHrvkkuBG5dL2NBz96Plsb7OWQ7dbePR5yjVccxV+c6ZwJez7KlR5RA2uqWJz1DT70JO76Cr+EbTnc8pM/h1pMHvIN17tHn1j4E7Z+wA2WMevEXLG1D+EAR26ME7rWVGPqrlb4NMeYo/UlX7D5UI9ih4kDoavebM2F53DfGlcfD2z2fBA29SQ7+nLlbH5n9moQJ2PmG+czTHG6DsuZHRu+iNzCYdvaMhaGcw/08huP/NPrZbawjcNwDXfLjY6wc6iPmMMrHjYw3YfrmjgXX+uWz/ZV9uUUvgc/ez74ipveLyd8wbB3sCH5LWZ613DqG/PjYg4bOSHZWDdk8qLjz2G+eeU7vft8i5nfxD2McshW/O5d85WE4zyxi6/9o7H4wsIrjvRs6z/z8TBOZ4yP8uSa3njX7F07W7vyhzcsduYSsZqbbePsHfTy5jqe7nGATegJXNfqoTbmFvO0NTb5wqPTJ66tW1i4NW852PnnseyPQY4RJkC6F5wk0LlGjnDiYcFpQZhj4ToLyrlx8+DYjOmIAGzEHtKE3hyHZm8+X/zDsImyc48vTi0MGzQp8V5A9ODDx3xzJc01DGIMjnjo3OcDRwcdwYmNWBQtPZ8O/Iw78DbXHD7p+CHmsS9ONu75bfOjaz4s8WhMfvE3no8FevyH7v77719/ejV2zz33rC8Ee4fKJ978eHXunRI98cofroXEjweZTwB9UsCXezY+CvfOyWLwcJZf9YNHpxn58S6HHp9ico4vG7niEx+HMQ8tHLODaYw9Xl3LY7WhJ8YIn3D4Y4OT3NOzxds1+zjh4p5fYw5x01VLOvb4qRHsNpf4qY/r1gGe1dM1TGc4uMTLHHjGcck/Pmzx8A6qd1txxUXNshG/OfoNBoknW3nJp7HiK7fNMYY3XNzYdW2d2HBwNWYOH+Uwe3rzYBc3XNc4dOBL4OsHHM1z7U8n7LzgNx4H9l7cEePTZ/mGQfBw0HdvrHH8cPfCDT7bOGbTPOPlatYGBzkwTsJ35lefFKdxOWRPx8Y893Dc0+Og/9UNPzEaLx46du7DYG9P6Y1KPmF18I8TWzr5JnCKny823Rt3zT978/JNhyOdtaa/ifn6ELew+fSmZC8euHD4yRcfbOlhk2pNT/glsPnhFyf3zsZxSN86hMMnX8R9fvHWD2rCHm6xOxP6uBQnvuHxi7e5pDMdjPqtMevbpz3m48sGvjjNpQ8br+pTjeHAdm+us3mwcKEzX17C0ivGCXvX5qiRMx1bPPjT+80NHxe28J0JG7y9ecmOjsDJJ/v63prIPzt4xsTEf3zSw+nNJmy2MEi+1Ii9OPFwXc34Yu9DA9hyxB5vNjAmnwV8yj+n/vrPJqbQNVGBuLdxczALwt5RsEi0qLLDwbhDAroWAFubsw2gINi7Nh92IiEkLmzS2bDYGiN8EBh4hx1/SYxLGLiHwz584zCcZ4L56N03W1Js3snxrYDEtbzyqfDuiXl8Osx178xX78jDZC9fcYER967Z+rOK/7ltD1XN5BORl7/85QtfjuCYW4zFJYew+PAxtI9ofTfBpwb+pu2/cv3GN77xcMMNN6zvcfj7v1yKyZ8c/GnR3+u9qPve9753+M53vnP45S9/ub7L4aHoRRpbIkf8xAV3PPCaNW5xGMdXDp3ZOpvvhZ15DnbmuJZX4wmdMbUgxa9O5qlnc+e4vNCHrTZ8pmcLe/KTR/eknLqmw53ghqO5xc4HnRzQE77FzScsNsad3RsjcSge+uIpVnPwZ+s6DLr6cIEd/1GfNhz+YGQP2zWdtRze/BQDDzHO+ONprjE5dC1+5wcffHBxfv3rXx+NpYfPpzP59re/ffjkJz+5YtGj+TeGUz7jTC8GMRqLN5/2n+3mb9xRbsNlb35rPz1sejGxwcd893JrXC06+NSHbDuKgT2d+bPPcc+fM38zHnPSwycwps/2WnMbN08dCNt8Oxc//u5xLE729bJrOWEDg8DkTzx0cYFV7dnBJPkzxjYs9/oqXOdylU+2uOCmb4ufXfb4hA3fIX8OnOLQWD0etnHzxcMPXL1vvnXCb/WKy/QJx2Hu7GU6ggPe8Y0HezjsGuOztcYubPE6cCHsHcbZE/Z0zYsLXcInH4SdOOXaHkRP5yB41+PxMEbP1tleUM1g49d8Z75hiDMe9PKBn7yn54PM+hiDy9fsibDLYRj5jkt1o8fNgXvx5HM53vnnbPfsDPQOzAsdD2MOHF4RSipCnEuQo1f5vWNgmx4h1+Yg1KttiYMteA9Yf3by9296Pogxr07hm8sngderfGPu+TTPPZ+9kg6fXwkSgwS674uMYSu2+fljU5L5wFNRnePIVhwa1Ttm9ooZF/dsyokXFT4V4rNX09mYA9s9jubRicd1ORRDYhy2MTkxz/UXvvCF9eVDzUnk4Te/+c3ht7/97XrXD098mtU8fBz8my9OOWwBiJFODuOtP9j7rgsO+TfP36758MVI311z7wuIOODsHRBsC8KnLn5cIC9ewHkhhxdsNq5xqwbOclTe+PbiUf79WZJfNtXTNd6963INm129Ij/FX37zAV+ucCWNe3EoZt+h4INe7hpvnnN6OHzyT/iQD/Pp3Nf3cq6X8DRmnk8H3VsrsIia84m/9YMTf3Bgs3fPB4HD3r0xPnFkC7N14h62Pw07q5Nx9nxlyw+8iQOXwCBs4iEWvpvHRm7VT7+qm3EHzObRywkbev4vueSS1S933nnnevH+oQ99aP250J+j2bCHzQe8ekI+6nFn474j1XfbcJQTh9jiAHP2SXWFDYetQx2sA/P5LD/0sMLpO5atKzmRazUs/s7yKGYY1ROXYuO/3MYbXvlkK3e+IKxn9QFskj1edI5yhS8ffMNjyw+B5xof+Gwd5orBmb09wJuv5rJ3rT5iLx66/OHHJ2keTHo21WFyKx/G7Qn6AAccxeZsTE/wTSffdGIWH7wZDw446k96c9mzg1cO6ezv1qa8wC8u9aebfujci40PZ1xwKndsir8eMs5eHsTorwe+HG4OPmKA65p/1+bIDQx94tCfpBqyq/foXVef8iqX/qokF3ooTnzyz59rvuUnvfn5pyNi8OJM/thXJ5h6nG+Ch0/v2J+cnCxc8bDnU94cnkv82zNhiodNscNiT0/Y4FQ+zZMT/Bzw8Pj/yKkvqjwsBMuJDRVhLxp8CsEZIpJK2PhCIHt/w0aarWsBeiD6c5FEsfFQ8M7MF9H4ERAMCdMgkuvMh0b2MPbq3wORTw1tLL0C88kPPEnkxxfy2Hnwnzl+ac2fuCwweuJPP3xWFHiw+SwePn3iIx68XPtFgS8vKgifriVeDJq7AvJjDj1eFoDmcO3hpOF8cgQDB3rvtOWNHx//GmfHRt749ILDRuxPamLAW01w9FCQV+P33Xffmme+3PPt7AvrfblW08AoHlz5lzcxqZt4+PflSXrCp9riIGb10fR8WaDqx/6lL33peqFkzCKWb5FBfJAAAEAASURBVHGaZ5N1bb5fmHjB5efzciFvhF/xqqf6+YKyzUNebNDihqlmeMq53BqHo8/kcl7LoZjlMx/yJt76TS7h4S1vDvZ46EGc9ZL86RFx92cpfOUHhheI8jDr46GNF5/1qnWl9hY0fFyM8YmrGOj5dJZ7ceMnttaVfLERvzjVBYa6mmOt6EPccDSPT/g4iQUuHLW3+bDREzBgisfZutI3esK6kXt5MpfPNm411hOEXo7FwA8bWPLID9t6j86+Iz7z2PnTsjzzY6749cWnP/3p9Ytcn4Z+9KMfXZ+kvvvd717zxcZGPPqqfsdHHujlhn99W47ERujVSt5wM66e7u2N1ccDQN3kDA5s+cTfNVvj1qd4cNErbHv4qpvY5JqNmqgPHDm2fotZXA7+60F+cJUrMcdPH4hHnPYV/vQ3bmzUhF82/Bh36EHCp7qKXa/LiTWgrmLClV48rgku5tHzr975pefTmGu91L6Ht3j48sswOWFXT8L1lQJ+6kPX9hQ1wYuNMblw7Ygvvet8yq8886O+YpITuZZb2HKm33Biw49nxOxrtmqPOxu9LDaxi1uf1ePs+I+fXLSW5PDM8XmlT/A2r3zaJ/jUO/DNU6NyxB9f4hEjHnj1LILtGic5hKHu/IhTX1tzPQP0IV7lSr+pA/6u9RPfxWNt4qeHtjm07xH7B584uuZbffnk31xx+mWlfUI89jR5EA+fYdPjDcu+Lx789bbc+iEBX7BJPvWYdSdfYjQHpjjLG1s87DmuYRIczie7v/4TIKIcWDCC4NRZYIoxRYHpNTUbRabTlJKtgFM0psRpTA3ewhWAh1CFhdUC4FMwcHEJX4Hjx9YCMV9h48yWns4x7TWvxFsw9HxIngRLZrb4i8cmpEmnKILCwCbNkUMY+IQtH7A1mLhxNm7DgS0eHHAvHvfylY4PzSZ/sz54y61Y3v/+96+HDEx+6PB3Dc9D6Nprrz23GGAmFotY4E+xuMRTXsVE1L5cuYdvY7F4+5UWPX5qob/gwyHOmts8+WkDslj9zNiYXKpVdhYKn/Jlozg5vnvx6xd5shHTyys7XFzbgAje/PTgo8fNQcSpl/FhS68WcinfsLK1WD38LWi27MyDLefFGZb6tB7oHOboidYVHXz1cmS/yB3/4VM/6yFz+VVXubFB8TulPgxXvtUBFw+L6sBna8UmIs7iUUux08MxRx3ViE6ceBSPHOJX/mCJBXc+p4hFPTxwwnD2qz/+77rrrhWfOe5tnDZFMSfsYaulX/DZu9QQT/2Mo2sHjmzNly8xty5sxNa3PiL5EA+f5naIn97+MUU/WM84EHk1Rx/C3daHT9jymy1OcitXOJSX+lau0ptjzRAYfImTXq7Yyj8dkUMPM/2GCzvjfMqV9TSF3n4jHtfWFGFrvr1viv3Q+rN/sIfNhweuFwrxcJZDOLDjzNY8OZz9Rq9uM4dipeez+rjn03xvHC46/vITZzkk+tD69ECWC8J3+0S1XwPHf6yr9sO4w2pdqQM9nT0CF88xevEZE48+r8eN4Unnun0CBn09Lj46GK7ba+PmrPY4Wm/mZitX5m6fV2zVxpEtHGvcnlr/mCs/+lBu5ZTOAVsvyiERA1tcjLdP0vGhxvzR02XfsxAGvw45k8P2QzGxt1+5zqc5RDxw4Rc/vfrAMDfe9OJsf6+f9YrDXotDvK1vvaM/6eTgQnJ2lW2skBCspJGCBSqwrSBm0bEztyRoXE22FYlvE2BPYGikPXt6IjHsFQk3ej5LmDEbmkZlg4fDwpcc/NkS13zaXLaCQ/HAcSi0OWLailgUhLDFgx8Ye/EoatyKn72cm++6HIpFA6cXr2sYZNbGvQbzXabf/e53Kz463G0kbAnsr371q6txLdKt4NynBOWXjdjriTlHT8glXg5z3Mv55E0vV+IRd3xg0ovb4rXx+lOg/0ec72595jOfWV+yf/jhhw/+Fyb33nvv4b3vfe/B/4jXpztifuCBBw4f+MAHDrfccsv675u84hWvOLz5zW9e95/97GfXg9mvx9gSD1+bKJ7qSnDFS86JvOFYDOKpXvSuxTLXBJ1D/vZymP/l4NF/YMEoH/w51MnmshU63I3HmQ1/ras5B7ZYJi5fuDjLu7PDfH0rhvTO4rQxEnZyBo/ONZvG8LI2tzrjcLZi7eAeh+349l7s1YYvwpf1Y617h+uhBk/P8mncA1YuzOHPGByxJsb1v7niExv7ckXvHp4z+62Ipz3I2OyJvfrYg8yBySdcfvZ6BR49O/YOtjjH2301UR8+6RxxlwvrLl/OjmrMT2LvSN8LKmPqsLcfeghXH/ZhWz+ucceFWH/FiTN96wf2Nk484g2LmKMOzuzrXRz0xFbkCUfzzelQs7368FmeYRVDdTCfsOHTw1wsDg9h42KZPc4WV72p9mGEbX+HVTzG3e/1G87WG38EBnx6NdqK/SM/8F3DF0885pxqDx+uQyzirLfZuxYPv+JmD4/9XPfsjDmHPf2pDy7xYgfDvrS3H/Inh0Q8fMKHoXe3Ml9PxJO9XMUXjnzzGcdi3+Jt73dfdgnGq/WC4YBw6NXgnnilvRXzzdmKhbb3im8Pw1w+CzY8nMJojO3EloTGcCnhJcf9nk9zpk+4hP3cVM5qz/osVtjEuXcf2XW28RdHZ/OLJztn+inZs51jakaHn9p97nOfWw0lDt+feOihhw4333zzGm+x2kS8E9wKDLGS4ikn6eccPujZsoNPxNnCcm+MXXFm797map6YWnDGxWWOud6NeMHlnYp3xz6Zojff4vGO3y8U6Vw7LELvkC2YL37xi8vOO3FzvZv2qZZ3eN6heVcD1wLdxomXA7YDL/zkSvzu6YsTp+pTHO7lZE/0ivlsHa5x2Ou3uJQbdq5hb3nzNXs5juzqff5IPuvP9M540E8djGof93Do2dJPn3vxiyf7ReQC/xRn+MxxqW/pHVOnP26//fb1Z+abbrpp/QcevbCOGww5nPHQEVj02VZXY/PaPVH7chVH2PE7a/XYv3jgypY0Z/p8zPrsfpNdej4TPMPIZ9zTw06m/dQ3jlt1YysWOHTTb/b0YaZzrt+mzjWO7K17vlzL68Tmr3oaT+hJ6yc9jvFM17l+Mw6TFM9ePbc5zP60XNHDjRu+YimeyT89W/rGZq7oGt/zibOciyf+7NnGYQX56D8znsazxxvOlOIpX2xh5HPGKp44wCge+nJdnHAan/7otnHyTec5sRX+ps/GZw7TOdefxUNnfvXBq5j4NBbXzuacJrt//jPRJgQMuHOJ9irSw22KxcAegRLG3gFLEFPYtpAi6ezB50FHCgq2dyY2HsKO8CPB4eTPGV8CIzu2kkzX4mXjlah4cIyLh3s+4ZH4GNvG45VyyYfNJ5ErtooVNlwPbXGmY8sPjnCSYnLPvyP5H2V3/rJbVf5x/P5TbqF+KohIUdDsSRokaMAizYwsoyJCmiSywcB+MCSRtImSbMIGM0uzuQ4lWhgN/8HzW//G934tz/t4tbnPc/ou2Gevfa1rfa7PNay19z09J+x4kbMrtvnSmHeuPGQ99thjazq9bOO79QeP7OGgbw7edCsyGFo1UVzjgYuPVzQyWHS6JitX1USYbNKf1+bFWxzjXU7wxtGDET0YuLHhlal3BHwPwissD1repfPKT915JYmPt+d9nOOhy9k7Hh7ivIMmZx5C1SKb+YknGTvJndkno1fDW81q5A7z8WwTyEfn6rb5zmIFp48p2GEPzty8muPhWY0b19KXi+otHmQTpzlemcLIJ9w0XPjIrrlw6MjDXBN0jOOZzQVw+KeYwWyt6F/s4z++ixUd9swXUzGEHTdjbGrs+8GEjxL9UELs3ve+9613QuU0/njjL5/hiwEcGMaKiT6b7U3L0OEfug7j5uCBs3lqlnw2+SHP93i3H9CPCxx9/iZ3Pf2c2K0rulNfveMNB6/Giu3EME6OI24OMdfiMvWriTA722v7+Is+ORzHzBtMjc1qhS4edNmPNz3X8lBsxUIs6bc30w/XnLneXNPV6Jg7G3/IcNDYY6PcZ88YzuTdx8hgmhOOmtDYdITrTI+Mbr4nM099buuNvhpS03Rr7B7LJ37iQZcO3GzCjpMxvpUfuOaoS62aqG7Nc4SZn675U35cO7RiqA/bEZdZb/TJ6W8/bobNH/HDN3/Czs9sqgkYk2s27Sv6MPjNV33Y+QPvrHb0Tyow7pd4CEqUV/uIuz49PV0yxixMxCXa28luPBaOA4Yblr4C81acmxfCbmrwOOCtNThI+/PxdJGmL2nsuBH6rFMw4MEw7q1dixSuTV8Q3DwLGh3FJhi+r4W/QqUDl77v7OBtDF/+4MYfmy1c/MhgiYWYeDvTGC7eqp3+6GveKZFsDW+8xMWXstlkn00Y8MSFP+w5jHurUl8R5Kf4+CK6mMHnJ95w+qIgO8UQD/81gP+Ylh68OHlLXszZhy8OZPQUNZ/J4cHR2BRDYxaU/IiJmMonHh5YyPkpHrjgLQ7w5MF8MWTTA498wzHXHPr91xLVhBjSlx83eXrwyGHJs3eiXLOJKzxzPCj57pP/nsJ/d+KjwxtvvHHnvz/xXymRe8cKF3O86/Xkk0/unnjiid2Pf/zj9RGj63Pnzi076o89cfG9BVysBbHCTzzkTc2IOR+sH/U4YyiP1psahyFGYqEvn7BnfvBTFz7n5yNfxRwfNmHP+lQr4qqeyFtXuMi9+fiRy4nc0idziB0exvgTNjxc2iyrcfpyLz/6aoIvakqsPGiXL3L26JDzi555/qQCv/z3V3LcesNF/YgzLnSMWYf4mY8LOf6tZXwuv/zy9SdB8PanPvb7/co5fHmxH/DH3oSLfOIC27j40i1W/GGTH7gYN49P8smveFtX9Ny45A2OZj8gUwf40qfHT/uBfutK3ORZfmZM7CPm4gI7m3xXd7Mmsml/qybwZsceBFsM4fDdmW/kzmIr9tYIPvnDPlvWhH1BvMwVQ7nw37qoZX182TZfbOUeZz7BsGb4rD6d1R6O5DjJD2w225v4qF9+4Mln35PBnV/mbPdamPJmjD90i6E8wK6ejPHP+qGLLxk/xZCf9iB8cSxW8HHBj51qxRw1V6zkx/oRP3bUEh0cxVaOxU4MYciHNe6ddv2wjeMlhrD5gyvefGHTOD5swSbT4JQ3/rPpmhwPuZc3LzhhiCtOalMfDlz55b/1NmuCP5pf36tDfsBpXeHo3oEzf/BVy2JIribIYWfTnlBs+Tn3IP6z4eCnOsSTP60B6xOXeOOCN7/pswXXcVb770fy85omc0KgLfSCAcyYZkxgFFsbgrFu9HRhaOT0G3cWdDocgg/LtXNPiwIAm34NjiaAbazsmMu2ccGCSW6uAw5cBcG2s2aOZj5fXBt3dpDD0s8f/TiZQ6cYwIojG+nVhx2nsJsPS9v6Q8am1ly+h4XfbJOf+OLDhrMxXFxrbKVPhgM9+M5Tl37+hkkmTzAcmjn5oq9lw7ViNR9/BUumLz84lCdyejjqxxk2mziaz39j1ZBxi7nGNvziVE7Mt4jkzsbj14T0bCI2KLGzePG1gfjbWzYqG5g/pGos23BsPG48/msfXzD20IY7PnA1frgmx6MYwzGm4UveeDZc8zMM/ODCIs+vYg2LLfowYDrTwzO85jnDFFu65rqGNzGNsUfGdkcczBMzDzFhNZ8NcTduHj6ubZ762XLW6DfXNezqDQ+Njhyqha6bw3d93ODT8zPwT33qUyunvn+lVnCAI57hkpnHpjHyeZDBh4m/a7b4jUs4xcUYWXr4GLNfkWnVtfy48cMXp/yht10/ZHAmN1hk5QaO61py18UdjsN1uXHGxUNNfKd+eGzDd8ycuy4O5NUFXLWVPv+qG5jygIsWHzrNIzc/u3TmHLha+q7p21vkFRZZenT14RVrMpzIYOurFfmGY7+JU1hsaHE3rpkjB8WYHK5DXMw3t5pjj43yQU9znU19mBo/XdNLZw2cH4sHGVuw6ZpXfesb0+KKB37ml/+w2EnfGR4dBx0ymPrGkoVjHIZr9uIuBvo1/XTJ8m/K8YQPpzqCK6bO5ugbK1b0HfwjlyPX8Yg/bP3/tf333fj8LEYF3Y1C82opBzxp9wrUN+jpcsRNCXFzXCNnzGEuDOMaDPic9c7AlHv1Td9NjZzDdDjmmh3BsTgVtWB4itQ4zjZbzv2KBQcbg6DBKcg44gJDIivi/IHJnmtzKi78PC1rxrzKMg7Pkzt7uIiFgz7b+OPNH/a0bOp7Usdv64958Htadi0H5sLBX8ufipIOHt4FMQYDl+bowzIm7hp/ih998YFBz0ODeNDHJblc4eJazJ1hk4lNc+GbS4YDfHnR2C3HsIu5Pj/46AxL/qsnnFoMsMXeOJ5i7xqWG5dx/uQzHuzjIZ/kdM2Dzw/5JPdnHLyT5ZqcDfnyLoOHLNf+Q1J9/x2QBy5NHHDxMaIHLR8pXnb4NRI8dcAv9vnpnJ+42sDxU3fGNVz0yfgtjhpO1gNbbM761IcNM5z8JDen1rtR1ZQY0RUP+ZQjY+w54OForBoXc/p40G3NwcGx/LDJH/rqT796w5VvrTlyzVz7Dnu4t1+Yy09yB25k8cXFQR8PvHFUU3hr9OXXn/qQI+9q4lZeqjM+OeB4mMJJHYoVfbLqqTjA5gsdeOyTaWoCD7z5DMPBZzb5Yl4Yzq0fdunig0exNad8yw8cNujircbNxcWYM7n9qdhnm4y+hjcMOvwpFvzU2FXX5hpr/Rjb7/cLx9x+GarG7R/yRI4r/GzAUJ9wHbjgrW8ezvr04iuOsKx5fKsd+nA98OIrjuJqfq06meuH7/DEiByGubDx1TrLff7QCQeueXjOWOEP19Gv9/ARD/li11zjGl/4B5u/xr1jY9/NH2fNOfxskvMHD3PlR9OvhtmHbb5486e6xAmmOjOOV/GFUf2Ybw4Zv82rZtlng1/m0oFTfcKIr9ybb1yt0DEPBvtw5CFsccDPIbfVDh/o420fpk8nP9Uyu/CqCX35/P+2ow9VwNwUOMyJAoOEt8sQJENS47S3KBVFC43MBu0sQDAd5igCSTXmWpCcvbXHYQHTBIAdb+8Jljk4kLHTK9NwYQi8gAkMfIdxm7nDGHsaDDZtoPEjZyN/YEqos6ALcjcAusb4qdA1evGji0+bgDGNP26yFg5+6dPVtv7QKYb6+Nswpj84l58WPtz4wHSd7+Tmy6dNsFbxirU5mjNs/MSMr+GRe/emwqaPo9x46NCn69B3eCt2xsRYvtucXOMBu5rAl9wZhpiHWf2wqbaam6/p0teKCzm7Fh5b8muRlXu61aBYWRMtWjbE2Q1RrXngio/z008/vbDZkG8fE/HlV7/61Yq7mNFTB9aTmPrPSV17aGBHrbLP1mw4w+3n6dkl47N1K06auXjbPPXpGuOr/Fizs4mD/LSx0BUvb4mrufkQIw+w5V6/uJqj9nGZ+0E2q7c4kvOzjRIOnhodOF3zQezaXOkUo7k3FRP++MhITNpA4dO1/vjpWmPLu5Sf/exnl723vOUtuxtuuGHFGUdYdPHhLxn/9/v9hTF2+SxHYpUv6ZvTXkGXTfz4bk3kLwzYakFL17j6lM9kbIi3OPCnRhdGuOkbJ1cvckceP3EJGy6f4c4btxzANt8+0VqGSy4/1vGsN/742AW2utaqGfryo5nPLn3ruWtj9NVseWy+MVzwxEd+NLGmD0uuYfHVNZvWHYz8t8bNFUO6Gh/Elo94JTfHmjBfc+0QLx8jeSA3t9pksxqKHyzY7Xlhw1M/+QNHcy0/PXzhwz5dH8dddriPwShv5Ox278DPuFzyR8smPfEupunSKT/J8Ichthq5eXHBt2tjmriQOXcf1+ePfSw9Ovxk015IZ/ojhnTol4/2minXt49ZVz3whuVTB/srnvyGU374VkxgyLH1SuaI53LqIv/89259XslExR/p5raAXE8D+jYQzVxBQW4Wf4WBaBsZHc7UFDkb2sQXmLiQOyySgpU+na2MDZzYD7vAGPMQZx5ecNPvFYZEJKOHe8mBg78CzT8yWPjZKJLnDywJdaaXvr4YwtaMm+Pmkb3OdPnJHzo1tvJ/4rNBzzxHjX4biHFz2JA3Y2TZNNZCnBj6HkrKD31z6bt5ik8bWjbg57d55vBT8erHFwbsmvkOLXnzzYFhY4hD+njXz27Y5mvk2ReTNjTjDj7ZnGDHwTw3iG6eYgHX2UdM+LCdP/TdtDU3Rou7hy03HO9w2Uwc5qhBNeRvfbm52kyd2bcmcNHwo8+WWG/zoybiYKxYuKHGNxxYcdbPV77TbW4xxmNiL0KHf9S4DbDcJ6evwTFPEyfxnm36kK4zPfxwaT6e5GJFR2uONSKfccRbH4Z5Dracyd0MH3zwwd1vfvOb9cdzfZfOw9X111+/aoButs2ZeWAT/swBWXPIzdXig7fYqiN65A71xp/ibKx5rXHX4fNR7YebzelnMXHu1frWJn+MdxSj1hv8Yii2ckdWg8ef9gC61Y39nS7MuOjbD5KRm0OWHdj5g0fY2TTHGqRTC58/9MW5/dI1jnTMCW+bH1j2r9aPazjl0PrB0fzizkb7QWNs5Gdz2dbkrXH65HSSd51+eYBXs2/JJx0YxhxqKt/oNs73bDqXv9aPa37C0Oc/TnTDx0O/+XTh040rWS0u6cHV5yd9BxtkDntfOGzoqzU4xs0nw4E/zmQ1OvIgH8k781PLpr44WSvl1xiMaZON/6Ud/fWfiV7JCBBgYBx2WLiSaMPkYCQ85ZNHRjHqOxDWOOXwqqIbK3mJ8UpeIDRz2GIjbHoOgcLJK2dOx89YN/EFcv4fvHuahRdH3HsnBIZF5YwjbBzI6MOmr5GTwXXGr7lxE7dehZyncQHHE34FHBZ8OOKSD+wVX7iaa30YigBXc3HRFzNcNNead038lzVuEPTyEXf9OBvT2DCXDw7NtVcnLYKJUX7I+ENXfXil1E2HHK6GbxzNYZeu+mEvf5zVSnUVBnzcNTKNLpti7oYuhvyiJyb6+UcGgy7s8Izr0y8PZA48+al+6DjIejWobuHGnS6brunCME6OMz9da3D4CRuevocs3+HyZUs16uFL/I3Bs6nJvy/f+y8xPMTx243LZi/u8TbHWtay68xPXIqh/ODk3PqMv1d99OQfX/PDaI0YN5ffbIYhFxo++s7m1sodfQ0HPn7gAx9YOX3ooYfWtTnk8abHFj7J+VkOsmucXg2OMfP1w6XXOzvwvEr1a0H/cfg999yz/heC6pYPckmv+OmzLQbFMJtsqU/zHBp9hwdsvOFUM8bVghzjWoz12aDbfLrFZGLzC0Y165qPGpvqxBiumnE4ZMW2GLpmD359/pjjaL6+3Leu2KNvnhpikw4sdjtPf8jsv+apiezxG5/iHQ59foodO/SMmWeftFbouNb0cacPKzmu5hbD8GHLT3GaGNUDXdxgqRvrD352jenXjMHDA4d8Krf2Jr6Hax4dcRFbeDDo4+0dn94IoGu8WDjjxb6+HJurwc9nfsLW6LaHwWKbrgaDj7iwaX445lRvdHFjC7Z5cMjCa59gwzxjbIsNHXPIND667r5HzwFbHvTjod/+TmZe/jiLLf7NY48frqsNNumKHW5wHJdqR9+pYsBmjry34Hx8waAnwv7PKA77ZjyyiPguyVVXXbVuAArZTcYiMs+mD4MTis23+C0u72R465s913414bsmHPAWKvuw2fTHIOEKVMH2lmf/ZYykWDw2RUG47PBWqC96ah5gfN/FK303BTcoNnBkE55rNzJn1/zxSyGbD7vm4SmxOMJ2TY6rReeGBpt9/sDw8RBMsSCn7zsbL3/5y1fy8lOy9H2M5KzwxZs/ikoMxU0fNjsK2juK3v0w37W87ff7tThwVDyKRHG4KePsnRCxIuOfL+t618SYh1TjFoK3ZeXHfLxPD7/I8EpeDuVTcyP3Cw7/Z58c9FEL3vw/OTlZdmDKp1iqCe++9EVc2HLJL6+4+MA+f3wfDA9+iIvcsM8m3ha3uTDw5Idx9j2MqDF1yi84bMoDHTHEn126YisuasVHcXiSi60csu/L52zCVz9s99AiP2KoDvgOS7zkxyLnP2y1qY+XTSx/1JUmT+JTjHzxXdzgi4tfyfpVJH6+0+UXTny3NqwXvsKVE37g7v9mxFf9ss0mPOP4s0lug6Lj/9Pjr5iQy70Yq0P5ERO1xx8+skkfP31rNn/EkAxfOtas9cAWuXiqHQ+G8mNPwR8PceObONORKzb9N0tswWkPwhFv+4y5fBQTsfMjBDXLVzkvlvmjJtQe3s50YPv479Zbb1359C4hznyw3tWkXFx99dWrHtiSc/6IJ3/Ydo03+2JoT4DBL3IYePOZXL7088c6FUP7gRhYs/TVIHz54bOx/BE3PsiVdZTP8mkf9Ocl1LJ6UYewzRFnvNsb2ies62LIT7xx5Q886479aoJMbnHU+KNW7ePsiL/8qCM2pz+42P/YIZdvc9i0Zu3ncqRWrDd1bT/gu5qIlzH7h30CFxzFSq75fMUVV6z9Sq3AFmOxn/nBBVd+5TPOOFh39mt1jQt/xNd6dy+UJzUEQz2oA/7jwTeYfBcb91nzYJHbP9S4sfYvdc5/+4F48NN49t2v1Ce7uDrLCX021ZtYwZM3MeQzLLXMptyzo1bJxA0veVBrDjXROrjmmmsWtnWlzvhjvr0WP/EQF/dWPrJLh0049jHY5uBlf5dDtc8fumqIrliqS/kk54/Y4ufMH3UKW1zyByZ9ue95gk3z+WNcg29vEmMYuKo9+7kXr+qJ3HFWO/pQpWgEiCMCazOROMa7qdJB0FmRNs65yCtQQTBPMulUBPT02TFfn4455itswTWnvnGcJIBjzji4ccKIU3ZsJBodixwuO4qVjvmKzwYZDq7kGl2Lp3FBVWTG8cbBPLYrQIltrr6C4ge/6Dkkiwy+eSUqPIuKLXPgS74+P7Xsi6FxOYGLOz/J6zvbWM1nr9iYV27gsQlDnx4uuPFfH1+cxAuW2JLrmysumljBoW9B56czm/JnQ9EXHxgO2ObKIX/IcFHQYsiOseT7w4MjGR19YxZ2PokB/sWX32xWK/ioa7zpJBcv8vwQCxsDORvmiYlaYt/NDAfYuOrjKD6w9cXHXGMeqMQQnn7YfGCTfjUmJmJIDr96VnvXXnvtWuhqwwZnw7Zxeni1OdjEbFg+xnL9zW9+88IGxz4f8b/yyivXwxeftNYuv9lrnRjHAb/qrRi2rsonPWtWnfPBZsr3fIWNQ3nln7yRFyvxgcs+nu0T+mHDxEFjU6zEzjxnsriVN3uIeXIlJw55EEM66tMcNcEOXU1Nx4fcTd+7WCeHFw1igh9/2eQH3+hr5GS4a3To55vYGm9fYIuO2PHDYa6DDE/xgcEOjtaUZmzmx34gvuZWn3w2l7w6NA8ftum6xsGhxujiiKsYGmc3H6qV1lL1Ei5M9eGaP266+YjPMX9au2pVjOnwjRwGOft47Q/rh016rulam9Y1vmzQwZk/2VSH8oQfXPE1P3/I6atL3MVQo9NDD1vGHD3Q02G3mlBX9iT2yeWNPfzJzMUVlqbPBvmsQ2sIlpYP9j1+iKf80TfmGh9n/Nli01rLvpwUQ3J5NrcawideaoYP9IsvHrDZh82+Jm7tV+zjJM7w1SQ9fssJf9jkq/zVXLNnnD12rXF4YhhvtUQ3ruWwujXWOLvst6ZwInPgDNu4hsv+wI8cpuvJL57b89GHKhM9WXOIs4JFJqEtakCIaZIheZpCyDAMjroWzNk4oQmY4LgW5AqJXddswtd3CA48m0gYbDg0BUaPDmzzNTbMNZauBIXrTF/jo4SYI8iOGpu4tWGSsxFmSTI3fGNxghtmhURXs1HHU8w1MTSXXLzZd7AJhzxd+q7paxa0OIgpW3iIAR2HBof+zI8Y0jPGprnTJv1iRV7BmYOTeY58pZO+Vx3m46VY9XFhgyyO5uq72dExLrZ0jIkVeTyNq0F+0CnGfGTfQV4tu25zgTNjiHtc4NDlIzk7DnbJzZNn+q0H8jjT5bv5/PHq0Tk/8eO/V0w2bP04muM6f+hq8tl6y09rVd87oOJqjrl8fOaZZ9am59WaV6BenZ4eXgl6de/vl8kJf9yk3JgcNhYboQcimxaf2MWbT7Cd5aJY8ZM8u+S4iJt5uBQreYKpwREvrTrRJxcD57ne4NPnb/mHj4trDQ58tuOEP04OY+HQt1Y0sccNfuuGHLaWTQ+tTz311PpbV6973evWR5VuRBq+7LKhJrIp925mrud6y555+s0VL7p8ay3DxIWM3vSJbePVsrkw2sfFxByNrRlD/XLDRw22BlN9Zs9czXW60x84dNivlmHg3H4iDmTWcf7IR+sKH9d02lNheoHQPpBNPOBUC/lvjRRDY+zjRB+2pj75wJ4XJvp0wqbjGg/25cF8Mtgwyas3vodnjF26uMAwl034YbLtEBPj5Pa9Hj6KsTH4dLXWCnl2yhlO/IGlTX/oO+jM/Fhr1VM248wH/sR17rVsw6FLj45z+yH77MGkQx6ue015wdE8cS1e+MgVHf18n9hiwn78YDvac8s9HuRiS5f/8MjUD9v6+cJutUzftcO8s9rRhyrAwDimiFwD1RjfNouCLmOCpzGuL0BbErALBD3OOFu4sHIKDtstDNcwcaEHoyTTg1Gh04OrsU8/bGNk9BWeZn5BLakVh3FzJElCjvmTvXBwFBOHpCZ39qBEn45rZzymP9nMT0/m+OUTLsYsxBpM+YGppeu6I11jMBzbBre4TgzY/GmBhkmm0S0OcC2YuDgbF7s45j9bbLYxiEMxg1ELy3U1AdN8Y3S9lb/ND2xHOadrTvmZCxR2eaBP19l8PpnHZnXrgURN5Dvd7IiFvjH+mFOs2NHCp1s/ORmbMGbzggIOXHM0OmRia9NOZi15NeqjEf8lD32Yzj6+sHHzwVv1p4cHLW93exv+ueeeW3+Bny15gtmD1v7w6s3DlodAOF6l2vDylW1rWaz4XH7YdZ0/+GtyWT7nuHmObat+inl1JEf4hFu/mKdHXj3ox9M87/Spb0f65PjVzPHRmb9V5h1A/2OBByz/V+Xdd9+9sNnMz+pGXU3/wmPTuwDsFC/z596UL+bwX5v8zNOymb41UdzhG+e7/JCXN/rqrVgtsPP/kLcmYNDVykM2z6svjPxkw7izOmObTS2ObOpXJ/TFe9pMn031FgdncUjfOtPi2Tt4zXemC8c8PNPlJ/ncU+nTyZ5r/Mise/LGnGGJLR3X+QTbHNd0NDJc6OknpwPbmFiZFx7ZtompfQ8OPQ2e6+I/51SHZGxml81sGTPfQR9uus7uYeqTPG5s4mLcPGey9nJc7CNshFW9pe9M5qi+wyeTT3vPbPjB7qHMmGu6xqoJ2I5iXm7g45nv+WseP+l7wUmH7qXaRf+iOiDFxTHgDAJFpFcKBcaZjoAVAIbNJeupNzKwFEvOkofh6ds8OBMfjmv2c861G6IAlhRY7KVPh76jV6MwcHB2sOlMV2MbRrzNzTa9NoWlfPgHFh541yTG/DZn8x3xFFvzSpIx8TjmDxm78TAPDmxyffZg4EBe/PDxmfOzzz67/nJ49jqbs82nOXAcbGpsxq9YmQsnLs7GyGzm/PcqOf0FdPiHvHlk5jk8ALBBnz2NDXkLwzVd+cWPHpnDtfn837Y2SnbptsCzGYazWMLX2C3urulrONAr7+Ts14ypE/O1apTv5rCjOduIyB3J4Kez9ceYmODIHy17ZNk038E2fX3xao5rD1wOH2V4l8vHga997Wt3/n88XxS/6aab1ndPvAsD143Rw5gfP/hL8z/96U/Xf8796KOPrhpTa76D4ubEH/bMYyterR9+GMdvrkFyzV+vF3u/vjO/wxg/XRdzenLPN2etGOKRbfZq5HDIYIXRvmc+PHshTAc9cnhi6ntjt9xyy9KTg1e96lWLk7Hi7Ay7+oxzPIyzCTOebIgTfvTz3ZmOMTq4s0uGHxkdrQcYGHxNzh5d6z6O9PUd1Wc2jdGPGzmb9OAa2zY25xy8yMRl67/r6Y9YsTX9JFMn7NE1lj/J2YPFFn2Nnnde0zeHj9Zr/pZ/17CLVf67mbe+YdfosZd+cjzSJ4PfPPjz2rj5YpM93MuZMbzIYPBju1/zXy7a42CGRZ/N2eTOnoInvfzPHz41P9v40Cu+cOnL59af8sMmGz1oxcNccxwa3tlzZjMu+hp5sebrttGHK050YdPDe+uP8fZU+NY3HQ0OGaz2MD5qM0dLcJF/XrgLDAXJQyiHGK1vTFJmS0anABZo5wq8OZxKlr4xT5YWgCJxcMyZfo0O59gqwcbYoecwDydznV3TzQf86ZkDj14tnOzSJWsuvLg3B36y/Il7PMIw7iCHmW3zFWCcjedPnNgz1zy6Gj0c2SPPnvNsrjtgtEjM2eZz2sXLIX7FYnLc2lCIuCjOFlEYcM3lj8Y2LvQ7jDmKCxx2ze1MV0124yIns/mxz95s5rKTD8bomxf+Vt+4Rqe40Q3bWQ68QgybfT6ZS9fZXBh0+dV1Y3DwKqZswqNnjF42jWl8p9/b//r02GGfv+awR97hOkx988sJe3F3Q4BJxzsor371q9eX5m1E3iUQY+vG8c9//nO9u+NByne4fv7zn6+PaMylZx/x3Qrfy/AA4lWmd83cGKz1Niz2NL7jhEsc+DUbrh1iXoz4Ju7mFbP04DnKkb6Gp1aOejHQ+sAHZrzgFVt9uXNTuP322y/UgfHsm4cPDLbiuoye/8c7BF58aPiZSx8+fRjZ0tfEyEFfbSUPn38wvJvALg4w8tO7KWJvbmPwtG28yeOCG30yNvmfr2vy+MccOrjA9KpfPekXdzoaPEf5NAe2pt7tJXTDzE+29ek7wy5+8PTJ9DvD0I9XeuR4GZsNLh3j8OiYi5caTp/cOB9wn/GBIdYwssNGvMlmHlyzCQNuHMzJnr5GTw2Zz77r5M5ks7EZB3Mc1ZBajgcdLY544EPu3Fw68S1O5jQuFsbxZqd7BB0NP+PwnTVzjZuTP2we29/pNQ+G5pqufWbrT+PmVW/FmQyfYuxaU3+wHdXlGjjyz9GHKiRskjZXvyDyixjgNlUfE5RgC1Nj0DftfURl3MZk87WIkPWLAh8pKEJfaqNro4XpVxMc8Gq5XyXA8y1+mwIO9H3jH57P1LsZ+GKuX1/4tr5A0LXR63t7/vTwcYa+jylgWNDskvPBpuJ7DnjbROG5CUg8TH3j/KELCwf+0OUPP/FWjF7t+66FwLMpbpcdvgSLF94SjTtsPPjtey6wzdH36wNnfrgR+f4Lu/LQrxJswOywIZ4+ssEfDi77/f6CP+SKiw/O/MEFBhuKSuHJm1zhJ/Zi4ObHDt5iBBsXG8npIYbk3hb1RXg5g48vDO9owFEz9MzFlY4NwK8p2Gyj1RdDPsuV/ODonQ83YhzFXE3ok8PmgzpkH66+uLDNN5j6ml/TmYdP2PjzTWxhiBf7/KcnVnLDZ78k8hEaG9UEf/W9k/Ofw/eV2Jy1DL9YyQ8u+OmzyR6OYihu8Ngk0+irZR8RiakazjfYcq/BE0N+sQ/HOnYNW9z4YS6bbPlOlXoTN/p09cXUr2PUCl/VqnUq3nixIzau1YgvzVsrYsuG5t0seDD8wpZPf/jDHxYefLGWx844+7WPDVSdsG+OcetEbNWnPMiPGmcTLzrWmD3LhicHHiaqPb7BUz/8gS+WfMBffmCrM3bI5R+es9iGbc+yPtnEFaaY8FPs+JR9v7r69a9/vXv88cd3t9566+JTzMSKHi75YG2JLRvy7FfC6g039u01M4fWjroob/KtxvnDh+rNODvWoHWlz466h81n/oidWPlFaOuKP3TkQgxh4ACbTHzkAr/2cfXm+3h0xMV8tvjJL/7Rx4vP4gmbTfWp3vT5l001haP8wbWGcOFne7D88QGG2sDTmuWDOfy0DsqhmhE/eZNDfeP9cg1v60Q82bM3WW9i6FoOYeAgbmzq81OM7XW4qFl9Nek+Zt27VvM4macvJuKJi33X+ma/vYkeLu4/WrUnhubi50WeGMHQ1/gvVt1/5cd+RQd290IYsMRZbvnCPj+9ILLPkZPhz377m1jlg/liyAd7jZqHLWYwcSEXO/dI+taSWOmT4yivbMgPm+LnKPfTHzXDvthbB+3pfBNT2GyKoX3P2Xxy8aEnF8WEf+KpfvioVnGkd6l29O9UKUaLjlOKDFgH0sgLjuKkywmbVEFrTHLNExB65JrAcJAzHKOjhW2MrgRzQmAtGHYEyNkChoOLRhcfNunAFhhY8GELvEVnPl2HpLrB5wtd2ArSBuAaF/PgWewWCZmDX2RsKh486JonYZKEAzldDRebDh1cNH6SK/Z8x6mFIRfxpq8ALFz50Yy1oeCtsan56M/fqXrkkUfWNVy6eIuhouEzu3goYuMKz8ZP5uAP39kUC43fuMAwH7azBWjB2hSrkWy6FhfY8Vc/4mdBaepC3CxGOTY3f8ynjws5XTg2YfFSK3To48Mf/OFp+jjaCPGwkCcXcrEtHnD0YcuDvMHX1Bv7/Ccz5rBB84VP6bIrVvKjL+ZacutHv1zCdVMKmz5/+Y6TeqbLd2f51Je38knfTSub/NCccbT5iBGOxaqbfXGFhYc4uTnhWGzUrA3HGJmDTRsn3mJRkx/+a2JMx9nm68ELFh/Y4IO+nPnPr+XJzcRhP+F7sXLGnz9qRR8PDXd2ycux2JHRUUNix3fH6enpigkO5GGod5zwCRuOm8xcb/xlx9ke9Oc//3n3+c9/fu1hPl71jpaPWHHEm579jU/qBSa5Vh3SIXfGSR3yp3pwdlNz5g9dHOHAFjt1aC67mrXc/kHGd/PI3UzSczbPepbnuNHnu2t+FhMc1SeZvYEeDNzUoe/lmQOTLjl/2GSfviaG8t86hG9MHYoTfBjhWId8h023MTXlBq8m8SiGsPkTLmw8nOUeL2Pw1Ip1JYbWBJnGn1mHbIgTjvag2fDJT33YmlipKTbLG454w9B34I5bey1dOGLMpn1cDOlqOLJHx55lfjb508OLcbyNyb1azh6ZeTjyU5+u3IiPGKrDbLKrJsSKP2KFHxy1jIf5uMFyVp/VW/z4BqfnCbboyjHb7Yfpz+cJ42ziJIblBze4cPg5MYqluNCH64ifMz+Ty8NZ7eioyTY8ZJFznWGyQJ0FSUNIo0tO30YksK4Ro8thNzmbAF0FZcyhGM0jn8FXNFq2woCt4Wi+s/kCC8MmqLGvANiMs7NkSXZFDjccCdSHA1cR0IdBnk/406WjwaBrHn9gV0D463tgJQ9DEcIVFw0WHBj8yX8y1+zzkT5desVGfjR28kc/fmyxSwYrm+R8gUOGn/Fk5likbDlalGzFr9jRhSG27DjgkJvbA5nNkYxNMjnS2M1/i8scGPSywc98zicxVIfFD0c46gR3+nSN68OA61qtkDncnDVz8XMWD5uLcXzIzcWbPpmx8MiLLV026CRzjQts8/Djm/n06bIpz5ox8UrXxgDDfHPI1aHYmVs+zZMHuvod5qhP1xqcWvmBoeHD92ymh5/ch+HMjjzQdY0LTuT4k3kw8vdtbr755t1HPvKR3Z133rm+8P2Pf/xjfVfrgQce2H3oQx9aGxkbf//739cfrr3jjjt2b37zm3c/+clPFi5e/IYtB75cjw/f2NT0yfBQg8VBHtQFORwHW2qCvI2cHG/+aObDJKdjn9TwgC+ObIu5OPgbVr/85S93n/vc59ZN+J3vfOf6Q6Iw2HE+PTzIsS02Ha7VPnvw5MKY1npjy7gxOYNXrOnxjZ9k+jh2eLdPbZnv0OLEN3rwYRtnk9zhGp75jjA7qys6rtN3FkMxyx8yOPnDP/Mc9gL+aMno8hNPGPTj6AFnNrbpeFFmnjnxkRf1Yn4y47i13vjd3qf2NTjFw1zrbStnExfnsHGEyy47/Dam75BrZzIHbPsY/WJERodNPDT7m3Exab2Rk8EUP/l3na+48AeWuLrGlY6a1cjxMKYvP8mMsyvHDlyMmV+cyxG9/CLLn2yUHzr62XM9nyfEHDZf4Gz9EVu5o8OmRkesYJEXW335EZ/04MMu98lhssd//JKvzhn/HP34L9KezAUsMISMaUgiLFl0jCFqnNxZkCoY1+kYN8dZa75+RcUJ2ObQ6xyOjU4QzGXD2TGTY45mvsDNAopD42zVwjFfP5v6+CWPE9w4ZtPZYcx8zbU+nK7ZxZm8eKXjbIy+uenlo0WvGU8PPw1uPs6YxkHMyM0N35i+efkThgKDGSf99J3nYU7Y9Y1r2UtOhjv9/AnbHHItmX7x0dfi//zV8//CdxjTxFZjC64zzHSmjM3m89u1cfrFjRzf8IpLZ/XmyE484BQDY3HvbH6NjE1ndvlgPh3YWtf42lBwNU5Oph+G69ZKcjLj+WGeRi85XbhsFgucanTjQ9cxNzfXxcH8OZd91x5qYXh13qt87/L42PtrX/va8sUN0lv3XvFq+ef8+9//fvfpT3962fXOhI/evMvhy/Za/tDlI9/Yi5fxYmdsxtr8/M8mDDreYeJfcXN2DcPZwc473vGO9THpY489tj5yhClG7MKBP7GNx8EYXHFy6Dvod00nfTL2ZyPT8DGPbXuo/mzpObsJzhhlE4a+NrmRWRfO5qdfnz5e5mjFh972oGd94cCveJmnHwd6fFA/ZFo5rU+fzXxtLpta12HF13i2nN1vxEOLr7nZhQ+DTpjO+JjPj7h1joN5Gj1j+MKBmSx81/SbC3fOhzN19eOj3swnm3t69W9My/dylb/GYKkfDyLswqrBwTt985PN+gzfO47mG9PYNyYG7b3G2SmWrqc/rs0zx1xjHiidyeNQzNSVseax2/OEvjGcneXcWLycL9WOfvyHnFfO3sLLOCCOewWhgJHXGkeioJFzgGOISwDMEtBC6Tqink57x6DAwTVXIMgc7Ai4foWHhybRxgvmEh7+YVNw461vPj8FrRtkwYMPe3LEJZtw9OHA1vLfGBwJgauPHzlfPPnajOHBN85e82Bqrsnhmhd/czxBw6aDRzby0zU98//2t7/t7r///t13v/vdlQtz8IE5/cSHnIytYopLvseNTY0NNudCYtu42PbWMz0NjnGNLC5zw2qcjhriPy5xczav+frZFFsLtUY3m2HwWx/29DMc8mrWOF/McS7H5pMVQzVERsdZfuJNB79iRe7aYYycTfms4ZxcbGuwe+XIJntwyMtR+GHLJyyNbq36LAcw5JIOfXKHVr01lp/lzVxjk7cYhoGLWMIvLnDhxJMuHXzpeCASl29/+9sL1zg5/fzAE4Z3f/3Fbq9Cfe/F90C802OueqCHI90f/ehH6ztfvifiYwAfgfoIwlv83qmiP+2wa970HXdy/nvxCTu9fIIRTzIHPcds1gk9eRazGt/LvXHz2RBjeq7JGxMXNuPBZ7Fkb9Yxub0WRn6aq/7sn91EWtfsGceFLfgOMhzMiwvu5iVzTTeb9ne6sOAac672XeMLO5vO5LiqQ1j5aayaKbZkdNiRTx/zTR74xSG5ueTmwYOhkRdDYxou5pPjHWexUQ/yZn8nb6wYpp+cPl/YgekMh5/yU26X4cM/cOjgqLk2T97cr7Uwpk3+wHKQO6eHi2v+8DF5uuLSXmOs2LCp9rNZTKqpiWMOzmzVNw82O+bkv3EHLg5yOmRxgc0P4+LtGoZGzzXd1g+M8spPsTWPDHb45pkfVz6SsRO+67PaRf+kwunhLWlGLQJvF0qygNiwyDRvF1ZEfaHLW4IevBAzzybnxuqtOAsZprfMjcPxuSdsRP3XCWT63s6ELRi+9Grjowejt4bh+AzY5tlbfd7WZderVJ8/dwPCT+AUNX0bGTs+cvA5Kl7mSZQ5NmW8LUr6EqSfP2Tm4ONzYf5IFJv4SYpX1eyxg5f5/PHfUvBHn59w2BRzmztd+Jo+THI3DrqKgq58lB88+Oc7Ym2K5vHH2d/Sedvb3rb4ihW5s1f//McDb3IyxcR/34si50NfeOabPNOhL7Y2LvniI5nakFt+uoaPbzZ9Xi6WMMRBLunZGMylx47//66bFj/4To+fbKoJsYIhVvLmRklWDOVHvn23RB9Hi01+nNnBj1wLG6aY84tNtc+mXLEl57iKEZvqBwY/5cccN2g8YND3sQt76gIXcvq+lIyfePBdnsUdtvxMf/go/uR40Nf6qEP+480H66oNV8xhk/PT+skmLuKJo/UjZuWYzBj/qxX1piacbTitAznKH3PgWD/8kWfYYsUnMYLHD9+JqQ5g+CWheW984xtXXMWdXN7UBB/yh8/i+8pXvnL9eOXk5GR9F4uOGHpgYk9+njn8MVTvbP3xj39cXyT3ZyHsMf4cgpqFoy7E1XX7gRjKlbUWFzUhhnzjk3G+6Fs/8qSvqV/zrFkxwYU/8vD1r3999/DDD6/1Yh+xiXtIhE1HnWnyIebksOA4s8GW9SaeZLiIlbyqQ7ESTzG3rtz4YfPHWV2IlToMU/zEDWbY4oIff/gtLuzzR+zEpJuQOqyG+CPHMOHhwSZ9NWE+PDJ4fOYnv4xpasy4/MNWX+pPvfGRf/jhYQ7sbvz5z4a1ggtd+Zr+0C8/8Kw3TU2UQ31560aLq5ixK7bWJr/hiD8f+Mwf9nCTHz7gIIbxs9faU7t3iAUcjVxd8UFe8NP3vUQ1Ts8hJmqXXWuWDTbxszfJAXz28Q4bD3PJw7H22/fgmNu+1/2KrhiKK5v5WUzkgV/iBSNsvx4Wq2Ikn2qRn2FXn2zyqX0PNv/lhF/2ADEWD1zUhDzxx1z5oKcOe1MDDzjGiiF+Dq09lf/85gO8s9rzj7sbDYYZAqAv2UgKuIApxjYdQZIcCUbMPIfCjCwyOS5QHHFj4Zg5xjWOCKprOrAFSpAFT1HQsXgUpGv6is7ZYhM88ySJ3MIVBHg42bAkhj/8Y59u+HgZY8dYGyh/6cHZ7/drcZsvFnxnA76EasXHAsABnli2CHB1jSN/9Ishv4qLcb66thjFQlHhwQab8iNmMOjYoNiEJzdik5/FS1xxgIOzM4ziwI45ckheYZonvooXLw8T6cHBl308xNkX8nFRN+JHB0886JBVE2z04FMM486WGMqNuuEbLHxhF/vpj7maHPLBdQtUHagVNzitONPjG7/kl001we9yyIYDVxhw+SEP+r6Ma1xTHzYoGGzhap4YsskG3/gj1uKuL7fiQaf85A+9Ykm3GsdFn2/myT08883VJxer6kPuyGDiWA3Qlx/jNkg6Yi0ufIi3mKhxeuT8ak3AzA4u/KEvB+JjXExcw84nOjYxfHFydjOFpZ5w4ZMYOasnawhfvGHJRTcf+viJjzH/n9/rX//6xcFa8uDBBhx2xAeOm6nve5Hh4WNF+vvD+n/729++apF92Pxhv1jIizrgCyyNfXUEQ03gQsc8vwpzE3jPe96zPh70d8I8xMAXF3jOODrDFG9289N6xgVfeRBvumJMnx215gWNmIuna1zEUo5gujmbR6e1Wo2Q2Z9gwzMHjv2dP35og6s1KmZyDKPag6tvLpvWM1l7N3/Fpz2QP9Zj+cFPffGHHTwc+uZpdNyr4Orz13y5YEeNVxP5gwcMZ/uX+qFrb6JrTfEVP/PpwaPLb33+irt4kFUT8pg/4sF3OviJm/Wlzz5sNaHPT02/XOHCdzi4W4cOcjbxY1fMcTJPnx0xaP3gyaf8YZfP/GmvI3PAYQ8um+2/5LDJ2cFDvM2XN31+9bAnJ+yqT7piyBexMR+OGOIF21z2cGx9w2UThrPciiff5Mc8nOHryx89/bDpwnaIG17m4IEP3nJfXeGjb604X6od/fiPgV6xMKgJgFbg6SQTEEQET2PcWAkTEE4ilIOICj5djdwm5vsU3VCMwWazmxw9iSkRblCwa5LPdguWPrv0Bd1c13QE16u+/WGTNEYXVslUYPFzVrSa91DmAABAAElEQVT44A6fTBwkxsblgEEO32bl5kAXLrn5nn5tPlpyXHC0AGv0JdlZrHBnD3/xVtzJFAxsxWMx6jf217/+df367zvf+c7yM7uwHW2A+a+4cY43fTYVL119vJ3NkR8bWvbwFcPTwysiP8/WyIqtMXWFM/mModjS02BbPBYOPfj8IuenzahmjvhZhBZS2MYtRDbFJc7y4ybXQqcXR5t4GzS5xq7NTY2zbz4sGOz6BSk5HnDwEz91RQ8ffsJwE9SfHFtXzXdWE+Vz6naTsVbohA9b/MQpe7jTrw7psq2pT7HiC87G1IMNhb5GTp8uX8jTN85/a5A9dsXAQV7eYGjFBQZ9ja7ciK/a0orN+9///sXnoYceuqBvzHqrZuMCh9z6YQeeMXL1LJ9iJa5aN3XcYfJds++pEw9Wmv/GxzsS6tCLBHvU9ddfv8PNvPy01335y19ec/nNnpuj+LaO2ITLd9zYxNWreLnUP3fu3O7hwztWPrL3QOfhirzGJhz45DAcapx/xZA+udyTxcF88/hpT5XTZGJjX2kPoocnbP5V+9lUb+Y7pj9sWptk8gCXjfZ31+0V5HDow80n+/isCVha9QYjfX025a09It5s9icI6NOFzScxVB/J+WgeHfHCJX7qhMw1HfM8qMi1+Q4NBvllhz+lQy9/yOXH2k9G335Fr3rLZmsTFw2+eMi9+1I86MMWQ/eUKeej63n/hSVW9j17hfFs2IPk3rUDNpvWFZsamUbGrhcadNQ0/8jyJ//Z4Kd7mBhq8MmtK9h042E/gNNa5rtxvPXVs5orVvwkd/+NN2x5ULPGHJo5bFpv+e7cvV0e6NJj0zvnaqrab99aYBf554WnkaEAECHgSDoyJJgZdNYUmM0fOUTSVbyCo5F1FmAJoE+evqSSwU3u7KaVLi7ssWMDcK2Z46AryOTmNC9s8zT24ShefXPNcaajSI2TxcU8Rb0NLJtuRPQ1+vpiosGsZTM7+GXDhmGuMWc8xBs+m4o3LHJz09WPd0UeNtt8DNscPIyLoUZWzPiisONFz1xFnT3XmjE5hmdMMyb3sKcsufxoxhonc0OnA9OhiSF/yOnipMmPPp/JjZvPZrphiRUMLb/NUePFZfqan/TDNh/HYuEMi+98hRMXc+iKI1zXdDX1o5/uEh7+UZ9040FuPu4aDI1d66c1kb7x/OS3ZkyD3WbGdnEphuYWb37Czp75cMh6JUkGwzHXCQzz6KvliRtP8VLLeNAn549NDV7zm0smVs6aOdnU7zDeGtdnwzwxxDtb7OmTs5k9c3ASw2rfmD9/8K53vWv96vBLX/rS+kjytttuWxjGs8kvHx/4KPGuu+5av2z0l+D/8pe/LN6wxVBdsOtBSt2It5rAx43CO2jf+973dl/96lfXl+2rTyDsmVt+cO5Q++nyj64mVtUmuebsAZEcL7rFBacww3DNP/PoJceDXJzJa9Ys7OyS6/NTq/bh8l9+NPhk8MsbuWt6zuwZk9/JE0bcyPPHGo932M7tK7gYd8CAD1tLX87Yj5+YaTDI8HLQN8ZPuK4ddMq/ay0MMVRvzaWLu/XDJr2w6bRf40iuia08G592rSv+ZDMe5O1lZBos+155DNvcYrUUz/+jTtqbzMHBwwdf1GLxhw9DbPPFmTybxuk7sst/euWCHGf+szObGLKvwXWYix95+M5wyONljpiJtRjqa7iQ8UW8zJsxX0oX+efox3+APd1GBmABgRM4w8nNcSBLHmkBmMHS12DmAF16bMIjLwDkXU8+MMjhkDs0G5NgaGQlxVOsxeismcuWV82eoMMgw8e4o77k6Ls50WU3HPLmN8bPbMPRjOnz0/y4r8HDP/Szlww3haoZS0dczC+2zvwjx7Exc8SDbTrpGy9OW35s5Y94mKOFmz4Ze2xo6bkm75VD42zKD54auTnZCJft8uBcHOPkGhdjZObxhdyrmHiwZwyX8mescVw018ULXvaSG8t2fJzhkuNiDj0+sWmusTi4xsGrQ7phLwKHf2Bp9B0aLP104cFWE/wtfnSNhREX8vyPR5xcp0+vZhxueuTsx5tci2O+sJMNfsbB3PiTl3vjWj6Q68MRW3PS0dfYFmvX+sadzdPkszFn8uljnNkImw6M4gR/YoZjXIPBDo4406XjHQu/UnQDciN3g7J57/f7pUMvvr5H8sEPfnDtAz6O8a6BXyv66M87NrCvu+669c4OmziyoXlwy6ZrfBzGj63nahMGPX44ekU+/So/2XLGpXnslhu2ywW94qjfPHUad3lovZG5hgsThzCcNb4U56lbfykd/klfbKeP2bUHFZ/sdZ1Nc9nDd/rHBntk8HB1aM7Nd3bQExPvaoll/hbj/HEdVrYnp3DCpWu8w3x9Z7r63dfMcd2ceHdubnVOv1jh53o2+jjGBbZmP6AfDzI26ecbmXk4hpuOMQ02LjjUwoRF7uzFBB/DjocxLf/kkUzeHNMeHmS4kE9Oyehkt3G+arAn3hIe+eeiH/95OlMcgIA7c74k5lxnT8Q5PR1kU+DoacYcnBMoZ9eC5Imzt+PJyRSnlm39nDZPHyc26OqXJLxLkA2QLj0yB042QbzJ03fmfw+W8aMf5/yGIzb5w7ZG7sna5lWiyHuS9zAXB/bo4F+scHXNdpjhHuMRR1zMjZ+zV8sPPvjg+g9g2cpPc/S1znjMNuPrqX278bAHxwILj1/6Yk6OA3y+l1cy2M0pruZq9I05itPkIraww4AHn015E0e+kMMI07UDZv40DkvMjYl5sTSXzDVeDtfO7LHT2/d02MalTYc9OmHA1o8ju/QtXnINJ/jiYlxfC4e+XJA7ZpzykT4+MLNJVuN/GwaM1gh9edLgwvPKFEb12Rh84zgWP3OLLb7kzmxMf+LJhvGu6Wl+/Uffx39kxuk54le86c96cx1usYZRfIsLnHCNtQbpOsLvTId+OPTjkqxcTHlxxMue87vf/W49IHnHqi88+wO9fpFIV5zZ/NOf/rR+OOB/a/BxyEc/+tG1X3384x9ffwOr/PFdfmpibn5Yxcy1Qz7b3/hp3HnmBxZftWK7Lg7/0GejOk9OvxjqZ48//Lbv1cQLR3rVVfFlj1wM4fENFjmfzWO/HLlur8HNXM19ydqEy0Zj1Wdc6BujB9OhsamRd2ZX6x6ZvPmwxVabOGKLI0wYzsnwxy/7/Kx+wjdHLGDim49wWsvhGqNXfGGQwafPlqYfR/54UcqPbLDnWszTJdPX4oErvfKSnF686eQf3eTxqgbgzucJcxzmqLdeEDSPzXyIN30Y/IkTXH383fNxo4cHuX44W7nr1he7Z7Wjv/5jzGL3lp1F4DtAnFEAvpVfkXoLmdwCPT18f8ai9/Zcb2e78XnV5rNub+d55YY0bGMchmE+R31htAczn4VzVCCzqXDg4+EBzOedPqOG7eCsV4iTNz3JYhMWHZ+psunaLwH6nNv3DBSz4uq7Fd4S7C1+m4I+f9hxLSG+l4WTB0KxIldA/Kl4zUvfr7G8IhW7YqsA9MUwmxInlubiKJYwzCMTQ8UuhjhLvF9qiKEmPuXAr//e9KY3rWsxpAvDXDZh9/a8+MDjpziwKW+w1QaffGwqtvx0U8BDTGHKJTx++t6CmMI0lw1z+cNfftPvV19wyMUAtr+0bSPSYLKhLvDyUGE+zGqDHd9jwZm+uWR85id/6cubV/04sQkPBmz+GFcf5qknY9U4bPnHG7a53qmALSYaGb9xpIOnxiZOYqjG5Ycd/2+edyzMwZsMlpj7PL93PsoDXr6LIE784Qc8nMRNjPHkR3XINzhssNuvetiRNw0WP9Snc7ytQXEob7BtMrDZ4JMcwmYnf6oFNcumGKordnAnt3bxkp9iZd4vfvGLVafqlj/0+e8L3XzUxAquwxq3p+AsPnjg3LoKQ2z5az+ibxwfufJrYHuEPQ622Igt/9WJvrhY7+bLM97sWTN4k7uWT77hwKb48Jf/atR/EeSPmXqX6sYbb9zt98//AIaOOIqtXyj6ExD+8+qf/exnKwYwn3rqqfXf/qgj9tngvz0IP9diBANnuZo1YW3yUYzIZ37ExLV6EgtY8kLOL7HiT7EnF081wab8qAmN3JrV/OpZ/YgdbHuQvOmLCRtyjK964Cd9Z3blno45/BTP1hvf+cgfuuIHy/7uAceYXMmPOWIEgw5/2OSP2rF/Vit4w2YbBn/MV+9iS9feQM62+WrfmlUP5GLFDu781Oef2LJJTwzZVDu49KDNLh3+iJvY8kfs+M+2uKvPvuDOH9jWNzw2w5Yf/sDCHQY+6fMRNn15V1/WrLXR/s5PfsFXx+aLuZyLK5vypm+OWuI7m/D1yXEXK76LEXl1qCbsQcVKHOCx237Y/oafuFsHcpxcfuSJb3TwFls25Z59taWezLcPsMkX+bHe1SxusMUFj0u1ox//mQzQAxUSFp9gSAi5swBWrEgLDJkxB31JsbFoktKYefTNazx8SYTDCU1Q2GcXL3zSIdcmD324EiixihEeXWPmxtVc+GSwBVTgySQGDt7OdATUOF3yuOjDFnzYFQ/fwjeevjjA4rMY04FpcWUT53jHzyJgHxZdhaGJDQy4uMDV+K+Ra/Aag4kfHg68YZsvVmQ2IDb4BcP85tBxTQ+v8sMOH+A52NH4SU7fPA0Wv3Hnk7MYwaMXNk7mVI/5yJc46Mu1ueWL/zCq2fKTHl1YGl3jrslx0/BzsFNcnKsT+uaxiZ+YiRWdYuIcT/rlU3zwyyb/YZkLA2Y8cOKjgz484/owGqNnzDyxhAlPfDV94zjExVzj5M7m8Y8/NrnkxsQCNp7k7MVbDM2bcjbjji8MZzzYxQOWGGnkWmP6bMaLnA7uYqQ+qzE61ak55GTyXayM44uTuOWPswbXUT9f8HPAkTc8XLvBwhGTci9+DnJ2xIRdh2uYOEwuHpBhz3zj/olPfGJ9LGgvdbNys3PjcNP1/wr6Mvujjz66Hup9Ud64+Jjr/wH08aI/SSEWbIs1XmyzVzxda+zjp7kZ46mJCX3XxpsHTxMLMcxH9tnMHzrGyNj3YkuMwjFXLsWqvLFFzp/4wuWHWMuDcXrsO+cTvmSd6alP4/puoniEzSZ9Z/7hjZ/57NEzl30+02sueXEttmzAy2/j/IMZVrFyNs6OcWe+pIeD6/TFjL78OLs2h026+OPUfokDrOKNV/6VH/OLl7nJYZEXf3J9DyL6xsXE2cGOhovx/HG/gkOHLefs4a/hqxkzt1i2T4o5/zQY7TXsk6uJbMI2T9zgeZ5wxn3KzaXDn7gX63wwR19cqs9F4iL/XPShymaKKIcteMHROF5wFClHJVbQ6Bh3nTy7nK0VBEQVGmcFBB57DjY0TmRPkOk428zgcFQwBIp9T5nxhsMuOzAcAuSAQd/cZLCyyQ+8YLGj2Zz5Ro43XBj6/IVZMfCHfQnKH/rkFgMZfZycPbmbu/XHq44WTJsCm/kD35M7WfEM2xhsZwc/jTnY4Qd/tJkf2GHwnR5sMYHB1/LAH/p02ApbfvTFjw1njRxGeHjo8z+e6q3GdzjmGKcvD/iyCVeNaDjB0rb+0HXwxxhOcMNurjga5yNbxp2th+oNF6/QYOAC1zzjLfTyY76HdbGhw09jxdFcOOpXn36xgu0BfeuPcbGgX+3DYKc8y5UmHuWHvnENLj/xglG8vJjgB34OfRjZNB/H/ME7zuzUzGOPXr+ywtFaoV98jcOvfqsrOGwV39ZbsTLfwb4Ghw9yZR4u+jbLY+sHbvnFExZsa9Nc1/pxsynndzWn9vPTHAcsOObjJLbJwmC3/PTiD+cONmE014ORd0Llg01/ad4f8lWT/hSD/1Re3vypCO9qeEXv4cp/YO1XTjfddNPiwh/NK3S/LvT3lHrwYgNfOHioY77JS7HhPw744yiGfNbkTTNPHoqpvOnn54wh7O4zbGjmkrOBJzkZbpr1AwNHXMjFSjz15UbcYMh9MTUnrnDjRZefGp9g4Fu9wVFjeCSnw0/Y+RO2hzVxjpva0/ijwXHEkT7O9GHwRSuGbBgnr27ItDDde/mPH102jfEHz+aZ07qniwc/ndWVuWHnj/nk9B2tJbk3VszxZU/MmwubbdzFUJzZsr83l04xZBse7Hi0L9Ony1eNvRpdvPBjw3UYsNlsX8lPumzhind1jS9sc6orfTrG9C/Vjr6XxZjgI6ABJHPubUt9xBii11uFZJEQYHJz5+HGCr/Cg6V4vRWn79Bgk3sLUAtD35hXbgUjmUBYNHg4zDePLDl8Mrps0ml+/uAYRvwk1iZgLj1nOjYiGPwm1/DqQXNiw+rtc7rTNj9n0ozj2AMKHPPJ80c/f2DJz8Q0jjcceumGcSw/8skmLvxrjnzWzNfYwpsOXTHRXPPT2aGZQ19cFL5+OOLKpxo5zr193nxyeDDEGEY2YfQKlKxDrakV1zjCKD/xI3NovX3O/zDolZ/sGsdDDZFp4eeP+TVc6dboanSKoet42BiO5Uec6NfkF5Y61Mc1f5zDprP1x/XUFXN5Tg9nTVwd5ayzt+zTCYd9fhY/89mGrT617OrzE3cxJK9WjZkXrjHXYsJGHMPiZ3lIBkstk5vj0MRJnbuG7wxbvakX/c7mqp9aujD4yRZfHbDg8gcGmfg4qxVj5DXrAG+2zKVrHG91GG826Mj9vffeu/DdZHw88f3vf3/BnZycrD/B4NeH/o9BH59+5jOfueAjJfhq87e//e3OrxlvueWW3XWHL8W/9KUv3X3rW9+6cLNjtzyIH3+KE7/15Y0/fKuZR7cY4a0PS6z0HVr+FluxIOM/jtUhWQd7sLpOXwz1tcb52lpmszni2P5GRs8Bm0/VjjMu1Rs/ybTyOX2B5RoXeHSdyeHKHbxsGid3kBdXcjExN3zjrrv/wnDQFSs2caJP5swe7ubWxHjmxxhdeRNvfYcWz/ZxOrAdHm7VcxyKOS72Cbr5jhd5sYUfVzVBL3vwjMtP3IzB40s1EQ9n2HKneYgKH8b0xThb+YOD+eyUn675Q+7FiVzAKR5wzmovrIahBcDT9nQKGQZ71R1ZxjlsgWuuNbo9jeubb44+bAQ1+mSC4R0XfQddBw5e4ZGl78wmuUKc+p48XbPHhoMOLg79Eg7bK8Cw8wlGT94FFw79kha+ub1Kyhc49GEY15/+eOVebJ3Nw0ls9bXiZRHEN1xjfPF0nl78yo/rORaP5K7Nlwv9dPW9MmGLTKvfK5b0nfGXh/wpBubKp9YYHIXMLr3iQpc/8OWHjkUCH4b5mvmaaxjpmm+OvB3zh65x87OpLz+uHcUdtlomy39nea/e4kPeq1i8wobFH3z4wXb++ttA5k8uxrySSg8W39nEpXibo09XXWjxx4VN2HFvDO/8pwcHtlqZPODhLK5aY/riKj81nHHxPQ5njb5mvnXFFr38xYHN2ehU4+a7nnjma87506vOfDGuD9uZPWdNX45gx8+5+KWfbfmx3lwXM30YeOGghWEt65M7wxNDfONgzLU6bP+gqxnzyh0fMnzFDwcxT2a+/uOPP76+w+lPLzz77LPrr8Z/4xvf2F1++eXrXSmcfe/mYx/72Jrv3Ssf//l7Qmw5vJr3QIWnG4yPEn2fxIOVMfbz1di73/3uVXO+RO+drf1+v7viiivWfPamn3zqXThy9vDmt3d34TrIjJuvPsnSt2bUWjKY5R+OGGkwHPjCKLbmabDFMH0yOGLd/m6+hqeYT25krqs3c8M2NvePuLApn2ySlU+5N6dYsak/ayJs/rCZP82BpcbhaNlUm/ynB8OZjv2gupp+dq9Oj194dx+b2Gy2f9CDAxuGsXTzjT/kcUlfrbWuyPg4c9/89MU27GTi2otm+OT8TVc/XHji4lxMnPMnjmHgpubok2nq0PrGM35r4BL/HP2iOgBGGZJYDhT4xhCsyCImgV4FINFNcRYqPViw4cLSOnuyVggaHRjG4iFg5Bo5PMkK15ku++nhqN9YfdeaJ9+56cJtTkWdLXP4CIMf5DjRY7e5jeFGl1wzHza/bF70yIwXt+JC7uDLjGHxM4euJhfhJG++a19GfObwX3O89a1vXbbSxb144UWXDF5xJcsfvmcv7rD42OLV1/hogeGvwSx/dIoLnPjzhz6bcJtLHgc86RvD0bXmbE52XbNBZi7dOGQPP31HzTz2+JOP4dAzxg/2YcubcVjZT59u+MaKZT7Cd6RDPz186FdX8XPmo8ZmsXKe9oyHTw7Hddz4iQc5mxoZLuT04muetWlMHDVjteoiGbx4Txz6sB18oAeTTkdc6D755JOLsy9zkztwyZ/s0dWHZYwfdPOxuGz1ccQFprnmeMVarTQGP5504KgBLS78mfE11xg9c/jnOp5kDhzp9ECsn46z2GbLF4zvuOOO3Wte85rdy172svVf63jXyn/S7B0McnM8SPj7Wj4GfOSRR3bnzp1bXP2BWjzYVLdesHiI9Ad6PST5CFArF+wWU/relbSP+C4XfA9q+NHR7DNPP/306otFcYXH1/ba8kMu3jD0cWezvhjKEX2tOJKzSV/c6XetP3XFHL65+Jij0Zdn8/WNsaU/MeIDgw4cDQ4eDrK44wrT/p5eY81xDqeayOew2NPyLe6u8WQDjkNu8PSgwz4figt8c4o5fLVGB3e4NTbDpFdszKer6dORN5j8dF2LHxkb2XVdDPXhG08e3/zno6MaxJNN+h5+6DnI4fCzXOBijB6MMHExnx4ubOqX48bSh6vZZ/nVNb2z2tGHKsa8reztM0HzasUToo3VN+o5gKC+twAl1a8sLFBvl1lciHqb0cL2BOzb/D7vR9gvFeB5wrRRmMN5v0gp8L6hL4gOvwDzhO6t+dPT0xUMb/mZ64keri9vavMXD8ZtNmzyocKA7a1EjVyRSQ5/cOaPX/TZnLyS84stMvHghyd3MtjigBN/xAqPbIqJRsc8co3/sL2Fii8fbTj6/IThkETzvEVK33gYfBNjGwN/eruYXH744xUrP8XXZuhXVPLVXL7izubWH3geNrMJjz+KSzzp+/6avIkVm2IFmy7O1QQ7/CCXQ3ymP2ILT92pCfNgy5dY5Y++t7m1fsEhJziKBV9xcXNQE2xqfOQ3f8jUJB/k21mc85++X4Dhocbo4yI/sOWeP/oWFz/Z8iqcHX1ynMxXW/KAtzoQHzHTyMWZfd9vsSmqCTUpJjjDdPNTD3iLkT675PDUhLWZTfjTH9h4wCZXb/DF0/qRN3bkR27cPKuJPn4VB/NwFHt+qj0Y8lQ8+alvLVv31gVs9sSNvhjCDROWGKsJ/PARO//3H6w3vOENS9cc1//617/WholP+dFXN/ipCTbpihN/2BQf/vHTPNyqcRzETU40G6n6oC+fYRc3Z/Hkj1jJjUMexAAef9iGwR810z7BPh0c7bXsya29U97VM/sw1DVeDzzwwBr/8Ic/vDDF4eTkZPnm4ckred+vMk9OxM1f2VZjzz333O5FL3rR4seWmlDj4iZWcqPPjryZg59YWU/eofJ3tK666qr1AOavlJtnjvUpth6C77777vUrxR/+8Icrf/50hHcz2VQ3PciUZ/PVsDoUP/6LN/t0xNa4GIo5HWvRDZNcfq0f2GzkgzMMfxNMjvlBX22014pt+7u1ybY4WCts578cGycXWzryoyZgs+UeJX9qQlzcC9Urm8blUM59x824Pt76asO9gw/WclzbJ6obdaHPT/bxgssuO94dFg9+yL99gg9iyx8x1PAWS3mDB0PdWrOw4YVNHy8Y/JFnPtJnh598KG/G1T998myqK/66f4ghX2DgnT/65rLPpj0Vf9jizzf5V+dz/cCWU2tfHuwl9GGIYWvJ2hPb1rI88h8P88WIP2TWbfsyzvwxV206zmpH/06VhY48oIIMUKIUoWJkMANIk9u4yDhEV/BdWwD0NTgKWxFJqoLrRs0ZmwB5+LA5L2ACBNsBFw6bydgkM2ZjUDgaLEmEyx/6mmB627tXcGR02ZTA3tqnjyM5vrhryfCD29MvDFwtELGiRyauCkaxeZVHhjN8Y4rBjdK1OMFQCOzyM3/IFbiYiC05n+nRlze4rtn26vErX/nK+u4FbLpsmydeNq7pj0VOh09hw+OPmJhbgcEr93Q0cxwWlL+vo+FiHv8VMH/02eEP38XPxiUWjolNh81si3kxgaHBxXG/31+oFfo2DTpuIvEQFzbl0kYfhnH68sY+Htm0SYut6+LIHrv8DMO4mMiNg67mLN5qUy3GxZjNw4IWEzarLXVr4+a/Zkzu1W7/RQS7DutNDNl0XQz5w3e8HHJTPm3E9HAxh3021aG+Rm4Tg42jRl+zCeYP/+BrNiU3U7byB04PFdWnM3vWlXw6k8Hxd6pw8F0f8TBfDeSPa9iO/LHhmmte43LBH40ueTWBO5saGzZWm7na52N25RkG++Ts8bd9gp4G3/rhtxqSpzDkR19+ihM8+54HF3LYZPBhi4k5fuHn+1H33XffepfIn1r4whe+sD4CZPO2w195x9G7VuqFTFNvcNm2X2jG3PzsteoqLuJiTbCpj4sxfsobub5Gbg3iBlcMjbHjpsmum7pYvPe97131LraXHf77Fr7dc889i7t6sv5e8YpXrD8t4aEQJhz22cyXarN7h2s8HHi3Zs0nw4mfHiaT8Qsn3Ntr4ViPzua0VujKhRpnE2/XmrhZs/iR03XgXe2Le00dqHP7pziVYzLc4LMNS2OTPxr/6cO3B837En2+yP2LX/ziFTP6MOGZp5ZrMKoJMXKND3/E0L2ATP1a7zBwVFPTfzatK/dONtiEYV1p1lV+4kIuxvZ3cc4ffvJHY1czzuasVxjuJ2pifuUAjpizrY7Y1OjLT/uBa7oOMSy2YqDBjYu+A19+4sV/unAu1Z5H3GghxoDi0wAxABShgBlDUhAkqiRx0JibDYdzqGRboLARnwVpnMzcsJ0VaTbZwEWyYWtkbDoXEFiuzXMIjrEpV/S4kNXigJ84mJvvCs3iwJmewzhZvGHmf37CzgZ/YDunhyds+uTw2dSKk/nG6Io5e7M4yS0CxWg8fXNcxxFu2GIob1t/2DQGAyaeMGCzGSaZPgx8avBhuPkbD0es4MKIH97m8r8FQWYeuxY6XY1coydWcNjCH7ZWvmCa54DdNd0aDHz4AdPZuNqHDcuBC38cxQq3sIzjli4c9mBojeEqVsbzPy7lDa6Ym8Me/fJlnuaMbzEyx2Hj4mvjzjhaP+T4aXTxyyYZG8mLFf1i7uyIN33X1hU7DtfOdJLDtCZgiTWbOMWNH+KUTfrZ4p+Wvjlw7EH8oUfHAUesNH045rEpzzjRN1+//MQjf3BxwCSLg72GHEYczXVj6TpdemyyYaPX2OU7mb65eOjLsznpxdv+ScfNwX9bc93hC+VXX331ynM3KThump/85CcXFw+g8cDLGoTt5sIWbGf7gYecH/zgB+vhLR78NH/Glq6jZgyv1g/86sdN2Q3LR5Eepryr1osWevn9kpe8ZD1Eydm///3v3f3337/74he/uGLBvhzKnbM/gOqXjB7SHOKoFfe4qIlkxsXVWs4Xth1wHeaJB37O6oo9+vT0tdYJHWONk8Oo6RuTN2u4xm/28h2OeGl0i23c5cK+15qAacx8HLNZnskdGj34MNSmHOmbEz9rU57pNYevsCfH9jtytozhoo+bBjt/yPkyeRvXqisY9MWHvofBuLt2yKO60De/A/9k8TRG1xwtDP6wSU6HfmMezoyTk+nTc3Ythq1bL2zkmay4L0Nn/PPCHWYoCZzAMBJ5fcFw1hDSp0te0bieTUGlh5Q+bAcMjSOKy0bhlYvr5OYUzILvOl5zTB9+wQqHbokmaz55G5c5ydluoyCr6cMxj5/O8Mjoa+n/H2V31mpLVrR7fH2U5YWCqIg9oiV6bBAVUWywxYJjldgrii1KYY+CpSBig1qoYAs2oKKooOKxv1CvvLH23fsx1jt+w/2fxs6au3adgFwjM0bEE09EjMyZM+dcazVnPh7NaTaebOhgsdFYulkXmGGzy97i9e6GTHxcZg/gOXYSm2tx8MEhXz0MO7vm+MMhfPCJI31z/OfWhavawrOxMbae7MMU176R8MveMT9CB9s8PsSc+qkt/2LSO4ZfXcJlD6vc41W9zcnNyBcOH/bVxIWnF+34wadnwze9fRKP4hlhh8lGXumNeDQv92rLFm7Y8aUn9Ub/4RCjjY/58t+T64ccSfb2nSetl7jSw8CrnGZPzMMvHhu+fIpPp96OzeGZD3/iOB/csjeX3n41gxn3eDluXr7y6cLO1zxbfWOXXyNddkbH+KbDw8Y+vWPc1YTwSTdxcamfeNhw7IXoS1/60p5/85vfvG9QcexFORxPup773Ofuvz7/1Kc+9eLRj370xhE7zHrDxwuu7e67776A/4pXvGJ/XFgd8BYDZ35imiOzH7BsdEY2cpSTJz72ba5XzhN4XrCe97znXfjfiF7g3fR7sqGvnmQQdmoC58tf/vL+x9bw3UBeXl5uX7+5SAdfrdRMHDfx1X3eEE2OraH4GsW0TR0u/PSUnohn31pUm3BxYYcLYWNzzYVrrhqZh0MPw/7c+JnrfCgfIztSbHXqBs88iVMxxCU4wMW9ePThhm0UGw+1KlZ26lxt+Sfmsyl/c1Pn2Ny87sSPnVjwcQjDSEfwr472SXbxpIcVrvk559xnI0ZYc03AxM88vbqRibkVZ36c/U4VAhamx28lXgAnBEKRhGlfA+gRRAQJtl745wu5xNjS80PSxsZHK+KWKL19J2dFEE8MG05izETZ08XbsXknqxMyWyMu8/EtzEQ8nNLBgYk3neNGnOOdv9E8e7Zt9C4g9JoqhlqVC5w4ssURb/P0cNQNv2KyCV/unQzis/Xuzt+leelLX7rx6PiIjUf+2Ys1e4kHfPPWhP10RvHUN97m6XDx2JSELRZsY8LeMS64sW2DI/9s+LCht7Ej5qsJ+3Tmq0kx+bO36UXi2Jy68tGXfIyTizn28oYhtvz5E7bWbT3Dw5yas+Wbjp49ffnoQTXhQ8zxUyd9SE9H+ODDj64NrprgLJZ5tuarFez6RwebLR17OucKn3gYYbOln3H56n2Y5chW7DDoHcNXA8fEvL8aTvz22ozLtvXmHGIbJn22xWaPZ9hGPbYV32jjb4NJ6AjMsKtJvOVUPmzti2fj11Yds01vnbj2OY4zHOvqb3/728WHPvShize84Q37N/3o1dX3T37zm9/s7znBhfnkJz95//sbvxXohgU/3MqzuNaBjzj9JXc3N57mfO9739sfHVpbvrRO4qcvzgdxbGpihK224mRrZAtHLm04WLPpJ445T7i6CRO7c1YNn/rUp+5rl9HHTV7kfHTptxVxER+upzv+p6K/Pu8pnCd8cpYrrtXWvpxs5unx1t9qNvNhj1trDT+CI+5ygWOev/PEHFxzxmz51Qf71VYMudiKLWa1ZkvfunJMYMldbcUSn7CFzR52mEacy6f68SVqUJ3YWitsYZB01qA12xrHIyy2eBSTn2O27KqL+erC1xwxj2P9oVdbOdJZc+z5lzN7x/Ew2tgS8eGSrgcw6eJZLyYX+OzxhJftBrrJj/9kcZjk6KmRx2qCCmIhuyOms+9OFyk6NjYE6Lt4e3fTxwBs8/Puw10n+3yNPosPD04xismewIoTrnzZGom46XFR0GLa52sUy5fc2MQPhnl4imiubebDjl5OsGHVOPu4GvNtpPP9lN75GYn4bODa6B2z944gwc08e6M82TlW02rluPrlUxwjX9jsiTzEjIdR/mzS08UXdvgwcJCzWPatH3URxwafvjm6BG6bmOYcx08cOr70BB5bx2Ia1cnj2uzY2PAw1nu24YlB1I6eb2u2fNja2FZLsW0+XvG9PBIfo5hq1QWNv2O1qm7wxAuzPIz05Y+XPvOjl6PvPOJXjvDth82nY73ghwsf++bZdp6wFZewt29OLrC9YInrOH582OYLk63Nvo2wp5NPHzHQqwcuam+/+mUfBhv+Rpv+mJMLjuzLlb5Y+eNI2LaJp0dqgld5+lKsJw3lQE/CMsIgYnb+0MOp/ngSx/JzzMYYNn86b3p6umE+G0+S3FS5WXr1q1+98dlb53C9kMi9nMS/66679hMhN0rZwmMXLntfRCZuTty0+Rc4z372s3dN6NnHu5zoxCCw7XeuOIYvp9ZE/WHPVsz8szXHXk3qAX7qoUde6LyYPmh9F0sd3Cx+ZH2XzL/1wac14ykYW39aAgd/u8t30N773vfu75S29vE07yMgtdU/nMpNTDblI3frxLFYbOnkZqyHRjnQ+R4XH/aO5cMPRzzYOVYD4/RVj+Ib8WJnny2+dPE16oGnfa5vbOmKUW35xxWGY/Zxi/uMCYvA51t/5O48FpOYU7d42iew4lNsGGIWr6eX7NjQ48+XLZ1NTNcg65qNeXr15Wtko+6O6w99POptMeVvg0fUl5Qn/PnauycfwI+zH//x81mn5J24FongPiv3AmJhCCwgG3dybogsaIkjzVbhJeWksIiR9u7LRYSPLxB6xwXD3T08vny8y3A3LJZ3HfZhWyTuzPngYt/FXizfG7Dv5HJ3LY7CeBckjo8WNcxNDVy8xOriAc8dKV+/CeHXhp3cLm50mmWB2cePr3wsLnfh3kXhipsvANvn07sozWOPo4uZOftqYV+NPLa3cOTjC3xytkDU89r6gruYvmDpN8Tk492CF1j9USO85GazrxYWmtoa5eOkkrtFBl8++g0bhn19x7E8xVc3tZQbLmrpt1nYy0Gt8YYhB7zYk2ponh/e8MRsXamNLyHClg8bNZGLd1DqbJ+d3+B4/OMfv9eL+HKwvvQQbzp9hQ1DT/TIvH0cxVdLa49eDvovvnn9kj+duPJRF2tU3fBQU8dyh4EDTGsPJ/WxL5/WDSyxvIDjJE+/teKvY8PBvXfN4ovj5s3atybUUEy9xKPzSny8xWePv9ysQxjqzsZ6lJNzFg85wGQjhp7om3zxwVsN+cHD23q1/uitT3xh1x9fvu5Fnw0Mc/bFwV0semtTrzw5ga0/eNF3cXSeiGnd6pu6mVMr++pLL6Z1bf3pfbnZlw8M8fkRcfgRfXBuqE1rhZ6vfJzfctAT+Tq3+KqJ9S0HejFx9xty8RZTbvK1PtWqOuuhnumP+ogBB/bLX/7y/RfRuwbiw0b9xHNttiZag65Z/l2NNYETrnro2mhfDPZdB+SpLnL2lOfaWvuw+LvW0YsD61GPetQ+B9VXTdTQvBra9+Jl3eCtH+ojN+tQ3/QblhrrD1/9sF8NzcE2qo9+qqGYamffvHqpIb2+yc0vbvzf61/Ydx7Iy29I+h+LeMgHL+vGUz5/jgI3/uIb1UAN4Ymvb2qvp554yc1rn/jOWV+sV1PXJrZ85EkHwz4u9Li3DtRXT9SbTh/sw9Yf13frR23l6ZzAT+/h6amc1EcO4sufztpjq2fw1GuuN/viy9l+1ybXA2sPd7zFVHM54+ga4boCT93V18fOOMHTe7XC2bXCvLxxgeHaDsf10NqQBz1bAtuasOHiiam1YS3gYY3Bg1PM6ql+vqgPWz1wcW64plhz6sIGNxxxgisnNVQD/YLHT93YqCssXNWFXl3uT87+9p+F7gKg6BIOpIUiqSkSlTB9tpqu0OY0YYoEJad4ETW68XHBUXDk6Zyoiu2FHDZcBXBR0FgJh8GWvpNYTHPyoa9hdLDoLWSLUcz0Yogpn7CN8tEgxZ4id3WCT8LRECdfC1VM9dD4y8vLfXLj7CR30sJ38alx5lzgHLvIGunSWwwWCmnOiaTeMMVTi/+3/pyC7074tWt50plTPxcatZ1iIYcNl72cLLqZDx2hh+HYJrYFS2+hwyBw1NbWQtYD9i44dPJkp8fm9MFFphrCkb+Tyg0L2ziqoXzopzhxxKiG4qsDbCeLuFNcaFrj6iQntZKTCyEprnrr0eXqZ/kbXdjEsCZgzP5Ys4TeBktMNynssrXW5CT/Kc4ffOKoHuqlby4+ajUFtv5UJ6MawNFPxwQPejGtQzVzDNsFUp1cdI75iNm5bE7frH19cEzS4yjmFLVyXnResVXDO++8c/e63/7jI1fnm2sTXlNan3iH4Zxy7uNND1eeYrLBPXHs5kmPu4jS2WDrWxh0uFhDx/VmPegdjkQ89taPNWhdTHGRF9MczOpef2ZMdbLG/fkCf/Tzl7/85fYTj+hRnOWKn9xdJ+jp9McLh2stPV0xz/XHP3T2ZXI3LK6VxJpxXvHvRXFPrB9qJeZcE2K4UXA9IPzjAketcFCr1qGcrEN2XQ+82PfaIR+2xHmoZ2rb+aAP19b13c3JvH7Adf1QX/XB1zEeb3zjG/eb/Q16/YfrpmsojvJ3c6V21k7XTvzwDNuakA/B0/lqzrW5PuBubfKVU7nwwcmawFutmuu8YpPIUy71Jn3nVdeb9HLtuoczPgS23BzXH7VU28439kStrGcxcZMrW9cONvKRFx0sfbNWrM9yEcdNlVoSxzbXHH3pIQg8WM57vjhOwc+501qOu3sY/cEtHT5q272KY/PztV2M6oKHeb3IFsf7k7Mf/yHgIiqQADZARoU8imD0iNjYIaKpFtNRLKT0JetioTgW3lG84BLYcOPU3XRxzVlgsGsQWyeahYQn23JxcVH4o7DD3VgB2drO5W8hxVs+ePDDzwI5Ci54kGztW9T8y698XESrE1z5aDa7mY85F8VbSTnhjPtR1K8XnWrLhk4NjqJv8ix38/pZPnEUVzx1kRv+RvNi1rcuUHCcSEeZ/Zlz6tRamXq4+oYf6QLLHs+j4FeeuBEjvdhwbPKBCycbuvpmLWYnV3Pn+pPeOEVMF6+jwAineGzFc24dpf6wxefIha852+wPHL0gxcxuYqgJDFIM9tWJbdu5fKxDvPk+EKkP7ONhX54TAy/9jQuOtmN/qonYemm9kPD5hE0XjjXiPDxK+cAl4hXz3PnmpldMucRFnHp8xC+feW0R00biF4YaqEVC79zEv/oZ2ZzrjzX+s5/97OLFL37xfrrjxhOGnnmNOAqMGc8+O7yN1QVPc/Tw4lKtXG/YOibWYucmX8KPuKlorVZD2Of6I2+bJyH+Mr2bxfe85z37NyiPN4iw8XJu+bjQn6Z561vfum/4xRQDP6O4vk7y+9//fufEzxyu8tYfuvI2Jx9rgr5c5VSPZ13EuNnrj/VZP3EWQ7xz601drR321aqY1RNGop/04sO14e1csV9/jHRi6gV7fmxglDtdePI8Cm7w2cC0lfu567t4rX35iCeWPPkdxWsKm7izKea0NS+f8i+XaXNu/8a3etctgLnTrFjAiPH4Lit9T2lmYP75boDrP7r7nnP23cUWc9qLGW4ju06idHxgd2xsn72CO07oxDwKG3e9+eZjLOb0ERPW0b6aTFv79LhMOebTnHgWSBKXYz5s6HB5IAIHh3P2dPGzFgj7anLEp8+eXRd7fevEDaOY7GA3ytM2dcU8xktvJPnIH5ejyIetTZ1wMOIX7+lzzKfa4lfMsNjOd+RwzLHFJwnjXL3ZwAi7fKpVGI14s8mOnwvD5JetsXzYk/zo+aa3L2Z92MbXf7C1JTMfPhOHTTWx3xy7iWGOqFM5/Udz/z9hwCKwGzuvys+crZqXJ/tjrcJxPTCX0POb/ckWB7yPwr984qJe87yaPsdrLVsx5Fmsad96ZkfEqB4zXvxghGOeiGm+4zDO9eeFL3zh/qOf/pDnV7/61Yt77rnn4oMf/OD+8w75b9DrPybvYoultvGc9uVjDVsLfIyzD8VR1yMGe7bpHcOy5TfjzX0+Nj5kxszO1wx8lwtPNfdi3VOTegXDjbGPXn20+PGPf3zX2MdPbtye9axn7esi/PI0Ernyx9X1ks259Ybjuf6wV1vztnKGeS6f1uG05QObT+uq/OtPudLrw1z7xRRPPkkxypE+nXFi5GOU/xT4dNVszomJdwKXlE/6xvRxpudvo7PZF6s+0MU7nJuNZ3/7j7FH8YJHOAKCnCsEPVuBC04HYxYZNrtO6holCTqPJUmFEde7Bz6EPTxbjS2eOfHo4Tk2Wqh9POeY8IHZxyVxLC4cm/i2YtLFZQOtH8d86PlY6OxnTI3CRa5sZv64wMq+fDzaJHErn06kOQcXVxjVxdO4P/7xj/udpjlxzTlZxMNxCh3sWRP27Pikz0dMvW7B89cDj53jGJcZj46Ur7rYj5952HxmTHq49PbVwzwOanhcn+ZmPvGmm/1JL0f6eBhhwBVDX4i4+OlPdWFb32bu5Vo+/OnSl0+1aI497Cni0VcTtmoPA78w8pGLuXhX484rxzBwV1MYjsPhJ/c+uogb/PixZQfDPoz6Flb6Yz6O5SSHcoLtt7jg+U8AcXEMu/6kZy9HPOHQx7N1lS2Meime4+LCtjmWT3oYpGPY9vHGZQpsXAgbtt5o1AfHU3zEVb2KiVP9yd4oNzF95/Ovf/3rxe23375zUWtxi8cWhpi2zpVqIyacamK04X3sD26uy/6auu944eVmwd+aEu9oHwYO4bLDgy9e5aQOeEzeaiBm+bAn9LBhyofMc589GzqcxOsjNPiJOTyM1cloLfOZtnxa42zEddzHtbjHwbzvxN522237u1Y+MvOkjN6fu3Btws+xPnjipY+e1vRGtD6WZ3XhZw4/eU5xLB9zSVzhVKvmysEIVww1louazP6kZ6vucAlb8YrJDpZ46WYdcbSFwdb+xIBto4cz/cWUo7jH/HHWE35w4wibbbgw8GRrfdkn/OQHpzXBR4/wsPbjxT58++fkv2/JDrM+cwfmM0mPOQEh6fNIOsc9JkfO40d/VdpjUgtE8h5VevTs82X7kXSXLzGLzmM+hZC8z9xh5CtBCYv5oPXbHx7xwVBsI19+HkOLyV4c3Hwe2+NJsdxY+JxfTt5pwODry4Z+NZc/fQtNPmJ6tFhMPOH7cp7Y8obR94HcRJSPE8gj9i5e6kLY+/P5vpRM4NOJL6Yvw7JVN3rzTlqfI8vTvnx8L0v9bPLEzULx0SJbtfDY0qhu/DyChmezQOUilpizP/m5cOAkf7XzMYV4fOVJ7KutHqsHbDxg6Jsvt8pFHH2tV74nJKY+4OjCombiWG/08rx27dr+/Fst9EdvLXS8+q6A/MpTzfXT2sQFJi64iSm+/dZEF0cx6aw3H333XQE1ExMffdZ79YBDL7Y8fFcEP/Ziqol8y1N/nD/1R43kDJcetjXLDm/56hnul5eXG9sxP3W13zlh7cBQE/2w5nCBJSd96/sW+iAm7nKWD3+86e3Ljd6ojmJab0bff4CtBo6dy262xGEvpl7Is1rBVleCo7XCX554qyEbenhs5U+nVzipAx9x9Md3Ipyr8iH21dO1qRysExj4wpaLutF7sZOvmlvLYtL7Xqc1oW/VUJ76Y+3zkacccYOjD2LKBwZOjrsG2cdbvc3DgREXv3TRdQ+GGoqpz2romL1a8bHe5KIe6kJXDfW5cxYGfq55zit+xLp0DfKLQjDLxxx7GDDpYYSttur0kpe8ZOutcfVojbPzZtz3ZPDWEzo8xfGvcvzxUhiuWbDFUf/ZH3p56Z26dH1Tc3q1VEN+ri1qar3FT0y81M3Hca4HbPRTbD5yw7FeNd91Ij0u+uacllu1td93FfGibw2x9VGpvOGog3nrUz5423DQB9+Pkys7fzDVn89wvvnuoVzlxte6NOobbGtFbGsBF3+VXo5qSl8OalsN9d5aNu91Ai8iDgw1UTs4aiF/69B5r254Ojf13rX2mc985gkD/67p6qMPcy3jL04c7cPx+lM+MFybOq9gqBM88XDwL5PE4aNv+mN9eT2wPog81VCOcmCPt9xcP5yz6qR2+gYLL3mqmzn2csdTDenY3krO3lQpBPKkfWQkTC9p+wqsOYK6cNgnCPKzEUS6OCLKFh6BZx6eRcKO8GWnaOKwEde+Fw4Jhm+fn3liHx5/m5j88eODX3Hg0bEpN02wz55fej75iSme+fzt0xP5aZiFxI4N33Jgkz0++JIjP8d8zFtgRAzH5RgXdvETH++Jy1fM7Oy38atW+NDDoGNvnHHK09ysj321xLvaigsTXn72bRawfvJjA48vO32ARdiG7dhJ4oQpBnv1NuqbExEeLBvdjG/OVk/K33qTq/wJfJycpOqvnnTsrXsntFh4unDhSF9/xIBHyosv/GprXz5OXDp2cbOPt9GcOMZq4eIMz8YGVxt/x7DZ0hG+aqG26lVdzcPgR+gdy80Fq4sPfTbFYUevLkb6+pyNERe2cujCigueMM3DEI8dHxuBV35yIGzwgmdTw754z5ZdMfWDvXzEdIxruHDMq5Wxuh3zCW9yE9vagMXXGnIsjmNc2vJjW85iE3M482mdwVAT9tYg2+rM377zJywY9sMTt3zYwiVwYLO1yVNuBAYf0nrxYkVffcqHH5GvP2FgXfmoqxcz/rjb/JFRL1pu2uDTVc/ZH/13jFf+YpN48ZMPvTwILjZ65yB/64ywx50tfDcnbNmUS9gwxa0u9ssTdnHUEE/2bPmbm/2kF09sHMRiz+6zn/3sfoFnY971w82vumRj32/CvfOd79w6b5jc+LjJeNnLXrZv0sTFA7YY4usDX9jmukax1StrdOYtHhsy87Evf7j28cTd/0f1l+7/z/or/3DyqwZsxefr/Jh545TEAUe2/HrNFwcGMWdTf1zECZuNfvM1HxY/tSfs2XU+lU/28QiDPds40ePD71Zy9qaKo7vt3pk5QQACtkid3Ah6EUBGkTTbvmY7Zt8cErD4I6sxmo60d3OEj3efcBTFu44KZ6GxFdc8fYuEHjaBL6YmwsM78eItJ9iahh8c8Tt2wvNTSO/uiNFFi70G8IHh4i0eeznLZ/LGA69eYI18YbioiKnOmh5vLwow+PGvXjVWfdSdHxz14M+HDkc6fMW6vLzco1hqki0bAt9GZn/4shWrmGLAVQ81V1sxceNLx0aN64EelTc/eGyd1Lh6wtHTJnVUQ5h679g+fvga9Qc2fnzlxMe8+I5tzYtln28nj3fV1ZafjY8LFTEHW/7id7K6UOkznTpYh/KBp75iqEnY7GGYCwu+3FtP5UMPW/3Y4qQ+MPCGqU5yIWoOB5di0rNVfxhqSMpHjuytdzi4s61m23j90DOxbeade3phHcDl640CkbP64AubjXhs5F3tOjfMeeNE5KvOdGKx5+eakuAmJ2PnMi76Gm/5iF2eYhLc4ckHhvWhZ8WEg7+4xYbDXs44wVZr+/xh65HYRjX0Qkjk03pzHotFYIkDu/7wt24I3tYBbHWiDxum2NaLfHCJq16w02fzcpWTsXNKTLg2ONY4G5t6VsPyko/+pO8aiDee4uEnhpxcx9XFvphPecpT9v9p/N3vfrf/TY0/T+AJrtjefFQXeVorRL3ldOyPOfHYFkMcXORL9Kc+soEjZ9hsnT+X6xrI3jE97p3LeHVembcRWMf1hoe6iJmtfqsdSS9HdWZPjOJ4/SH6Bkdv1VTNxdNfgj9hV1/6Mxme6vgH0WrmqZJewKmn4vi0x/9/fNB6EmNefs5XrznitT66xvSbuPRypif25alWXWvhWxNw5KXeelQNcZcPLNzlQAdH/vIm7Ak9OzhymPcTaiuekcAR13WP0PMXqxriosds6d04i+m4+wm2zkl69uVrXfERU91g29zvsCPmcYB3f3LTWY8IAQYeeYum4DUJUfoSN/Jz0iGLKImUAudLZyNOPHMdw4XlwkUHhx9sYxhxhCGehcAvbPNyoU9coBzLU0PDzqeTwDEswo5PNnSw5Y4rfZzMaeqMaZ69jzjYlws9Oxe0aseOWETmHPOplk6sXqD42ODRwXPMnji2EThhqYE8w2QDA3Z9o6s2dHoaXvzlrzZiEvN0HuEmbOHgVE3ibA62Odz4t5BxmRzCm+uNLRtPbawVxzCJUe/lyiYsY2vFfrbis6ezT+RGjgpEMgAAQABJREFU6o88zLsY6nGP0LPjh7fehWOMSzr2bG0zn/qBMxx14hOGHOXKDyZ7++xnf4oDu9pWc2N57uSu/8BJf/KFz1aezk+1dSwem/oTLp1YagXLvjkCS01aB2xtdHjT86GDb6sWfG10eLMjjunZydO+eDDUw/7sAz82+Nns2+Dw8VEL+45bW/KYwge+Pohtn39xcRTbZh7e7A8stsT1oHPcMTv49YedY1zwkCcdzHhWZ/riwtIfwm7WzLkpf8KemJc7iRtcGy7FY29fz2zOA7rbb799/4kH/7nBd4V8udsTjTjKAVbimN+xP+lcm3AqHj+c4xEWHOcy22pFp6Y+6qkmRjZsPXlz3BxMda/2/G30sw/F5uecgJWEpbZw2OIOR52qZTpc6Ot9MeHpsTk2brh8T8v32e644479fyC//e1vnz6+5e91jKjZP//5z4svfOELF+973/t2T/wfxmvraxT4ENjq6HzmZ43gpibVtNrwOZ5XdOY7T+oP/rjgbD+Zx2zb2Iht7DwLwzWuOHDwYkvfNQEH9r1WF8+oL/iVDx0eYsPgC58/G6ON0BM2el996PnfSs4+qRLc3ZyTRaCAgLpD7Bg4na27T3OOYbgLRRi5xLy7XYWhN4rB3l1jd7fNGXt3qfBzsbIXKylmDaIXL4y4GulhudPvDpqOmJdP2EYYxAJPT2ffu9JiygcPWN4FtAD4snXc3X7cwp/vGtL1LlSNwjJHrz9xgM8Gl/KY9ubKwTy+8pZ/ehjmJjYM+YjZu252YbPXH2N2bL2TwUVcx4mY8MunOfbm6G3w8MIPV5KtE9e7ieyMxHrAgV/+RuvQSIz59Y4FLp/w5WM/XD7WMT2pv3x6d5y90VYN2YcNT8zWSpzonVdilGsce0cGJ2y1sg+3mpu3rqwJc1PUUL9gmrNfDSc3fJx/cHBhx16M8il3enhq0otqnOHIE7Y5Ys4xLnzLk618jGzoxXbswnizfLKHZWPr/KEXp9hxjBsu8rIm2peTjV4+1iH/sODLBwaZ/euc5UPY2pdnmPm5dlQP+NnXN3b860/rkF1cxKaHDSNsfcvOHDsj3ubglhN9MfMpNnuxEjhe3Hvyxrd551v7xad7/etfv78X9Nvf/nZ/nwkWHHlNwUk91EV883pv35pwHD7uYuPRmjAHg6iJ67k4dG3ymXHt8+/pCl+2sJ3LrT36RK3ixhc/fFyD4uAYDjv2JB179XGMn5GwF3OuN3jmYRN4/Nka60/1ZsNfDfn5q/N+ocCNhu8geZNA78lTOHpk/X/605+++P73v79rIZ7augHz257VHd+wcbCpkVp3vcXRRuc6UQ5hmJMnHnRqTWdfTDGSsJxX7MVL7LOnT2DUY/nxh68+856EjznimspW3NaM68e8roYFR634wjhyiscc/5vN0ArWxwfu0hCXkBEo3ZSa5Y62RWceYXNHe0mb611HZC1GJ7Bj0ogPW/HTwzVv8RjZ0PE3EnFqChv67mo7FhM/RWMbrv2Zj2OLCeYDyScOfNhXO/7lqQZkxi2fcpUP6R0k/7DEiEs6eaXbjuuHY3ovpLYWiPg3y6f6xCOuxnILny2e5uzn45Fz70Lp5WnxiokDny5ixcOVHRHHetJ7kp6tWHJhEzYbF5hj/uKJExc4dEY4R3t4eIYNt/3WDx1//OTi3c9c++XTO/z76w9ufOVTjvCr9ZGfk996p8cLNg7s7R/tYckHJ2JsDXQOhqMnNlxIevZitg5nPjDMha+2LkYwxCXlZe7I79gfsfjCxOVoj1Nrxz5RP/HZimXfmF28xSp3fvVTPmx7Yc1+rk/7akzYi13Mrbz+I7sw2JULTsd8XLThqCNf/OLY2q/e+MNTHzXGv3yFL/9iwwmXX7y9OImVPwxyrj/szGfLzjE9vGM+5uXru1Xy4hcv11T7M5848qOHi0e1tU9P9Oi43ujZshMLHn44+FiuGpZj+Tg32dCrDb3xmA9d66j1HCfH1oT4cBy7vhv1CG+25qoFPMc2uEl2x3z4VS9zR378rFt6ucN37GNlr+OuFzjK1bqA5fjpT3/6ftrlO1t+QcPTRU9e/QkI3OKhLv4Arzjw/DFVueEeF9jVCX4b37ibz7568Uu3A64f7Ii1Yp7QubbDO9rjBa86sbXJQZ7mp8C0JvAiesWev/XDvjq6oXR+wjLPztz9yU3/orpfZ3YnC4QYJaXogkxBzgLtYh/BRhe8KV0wexGqgYplMSBdkYzs6e0riMKyURgxxSmGAsHDVUEJfjDwVjAYFdoic3Gi4wfrXD7i8RG7WOV0zIceV7Zw4dnSWYx4Ow73mA97vnLEC3d4+Dme+fCFxaeaxM3I1kdU7v7lCoet+tjHZQqdGHCNpMWprunyEdO7FtyIUa3EYGssV/0hxYRr/pgPf770ONufm3Xo4iWWTU/wrrY7yPUf9PDENKqruDb5iD9FPl50YJnjM/uDR/VmIz47POMTNlxz2Z/rD594s8sHbzjVak+sH/UHblzi13mSrdGFQq1gVSeji1YXDBxgqLf93oWmd56om3qRmQ996yo++ow3/3iaO5f/sT/sSB+r9o5zK9cPGF2D8LDJ25porcRbPs3rI8FHLYg6iEfHtl6Xp2Pz5qwJI5EzUUPvzqeIzW6eE7fqTxh8ybE/+MlDraqX+vRdwHITxyY/PtYVv9Y+nXxcr+u947Zz/cFJTLjxwM/12kg/Rex4iM1GPTw18cRk4pSLeovDFmd8zDmmF5dfMed6E5u+N6uO+fMpn/IzqpUYsG042uiN9RYOsfbVz1z508up880cftY93vophrzojOyN4sARBz8jfWsSR3pPYGAUM31rHwciNmw1mTji2NizwYtNN571gV4e1hOdXI2Ev/r7GJUvjmLUFxzxckzwIGwJbPlVq3Kn52MdOk+Owp4fG1w6NuI3BRYO7IxyxZntsVb81La+iYET3/rsWFy4sPxCgX9HJG+41WZymPtnn1QBvby83I8BkRS4k9RFxOKdInAv2nz5GPkYj4kpZAuArU0CPt/1pbpIw7X5rHd+hCE2bEVwoSN8JKxg8BTecQsSb4VULPMEhs/FPQ6UIz2fc/lkb5HfKh85i6MmTi7Y8ZCnmB5Xl2fYMx86fJwAfOHgRvDzAlI+9cc8jC7Q23j9sLjoxRSfPQy5OOHdjU9hL6ZFZJQPrvLR+8mbHy4w8J219Zm9d4rVVFzxHOMedhjlY16Met+JG7YcrCFrgo0Nlhxt9FPo2Dh5jfHETz54TWmN46GPrWU41pt1Y30ZrTejmHDZGvVN/Wy36o9cfa/GzcMD6Y/cccNFPPhidl4d89Efa0LueIvBnz7e1Vzv5TMf+YsBG661f8xH3+RZ7uI4l+cjfPj0cI7Xj2N/2OqnL9zKy8cRU8qHjXlipIdtf+aDVxdi/TSHB5l50rvWqBW78PlbE+oth/jZF9P6nGKNO7dwYYOP7Wb9cV7hoa42/alWztkZz5w1x966cWykI12b+NvwlrtNHnKCpz/Wm+N0xTz2Rwzr2XXS2pCLmLDxrbbVwFPb1qZ1IR6Me+655+I5z3nOnhNTPPpuiKoTnurXOqRnWw3Fm+uN3jW13uOBHwx59qVrdgSuXsgfN3oje+MxH3mqK87V3Jr33an6gJ9a6L015HWMLnv7zi1rKx7GbnDEFFsMIh81dGzDGYZzRcwp5vTfuQxDTLry8VprPfOnEzPsclfP/1l/PsA525oSo7UvJv/q7m+kuWb5+1tETLHxM6oPXWvOedK1I3zzMKyrKcXsYzocWxPG403Yudcr+eqPmlTTYqgtfZzh46SG6kL4yEMvrSu9JWxvKatQ95HVkKv19zOu1slxtYJdrURO4/qc9qz9ehdysmPAby3cq/XCdR97OnOL9LZrXH9T5GoVaONwosdl/dbDtosLPqt5V6sh29axjf06AU7Y6ddCuloLZvukM8KTp5h8w1gnxrY3L34+xTwmtC6KV2uhbjz2YamV2OVidCzPcgkfh/Vu4BQPhm0txp1Tx0Y+6o0PHLq4roV0ykM8enbrt0JOXIq5FtEV+6OsRXdDDWHY1NCYxAlverjZ6vH6Z6Zbx44YxZRT9Y87+3VxPfnTq9X6LZcTbzqb/uBtXrz6pvfWylHKBz/+xZYPrKOUT7hG/VkX6O0fBj3e995774mDGDZ6fMKoPniXR3HNyZPtzEnf9PkoMNbfAjqp+cGwDvkcZa4rtsWxPvnhQ4z6o1707OK6/ubLzj99vcbleP7wa62wr+5yY38U1xm1Mi9ecV/72tdeveY1r9nH+ZiDwda+TQyb/oQRjnxcJ+INBx8xrcPJD9a9q5etT8dwYMK2VtIZHZ+7HvKHzy9u9unO9Wf925ez51v9wRkPMtc+Dm3q13qr3mzlrgb5G82vj3s2l47h0J9bb7gfa8jeOpHTUfSnPOUvBv/1cdNet45tMKwd9mJna9/1VM3ZsCXm4RzXW+dmMcN2PVlflN994F9c9SgmfFsxz+VTzOzi5JyNc/iw//Wvf21MuvDpXROyD8Nakavj7HHp2pQ/P/vn1ps8r127tvPjy85IL+ZR5K5mMNvCNibVq1pN7t/4xjeuXve6193Am698WofZG/EQEy/C1rpSw6PQy59NGy6ub+fsrRP1LRcjP2u5eK0JetcyY3b2WxPpcYoH7s4lYv5WcuPnHtdvwdzBrcW177oXwOnu1/46kfYdq/22FXz/iif37k7tezewyJzssl+Lf98ZrkT3HWF3iov8vtPlO6WY885SzNWkfecIt7tRtmKu5HdcOPzo2MdBbNsq/MmWD52RHqY7VPzSryadMMKS52rK9mNLb1yLcceduZhbi+CEwc4GF0cx07FdC/RkT48bG7ZqYB83OZr3rnctlo0vrnl5i8nGHIGtD7jbnxvcMOLC15owN4Vf/VErXPjQy5+EjTt/d/8EJvtjPvzT430Uc/UHBnw6ucSlmEYxra3yx8M+WzWYtvbpcai21dA7PFJNjGyz5wu3fMLGjZ69/rCb4lg+xp6Q8NHjc/1ZF679hAQGn/DrD93c1ovCqZ71lQ/9tJv9Kf/6PWPy7Z2bfNjwpSfGe9c/CYYhbxsRe13ob4gpPn/cYTq+leAihjrH0/66eTxhwIlT/WETRzxsBD/2sNg6l+3b2OuJ/qSTByz481yGUVxrvKcDbO3Twc6ucb2A7F7DI+zFoI/vnrj+A0c2tupgrXT9oIflqYJzsP4Uz9x6cd5cQFZ3+vvrT3UqfzzEDLfRuYaXje4o4jRvtIbUFr5j/J07YYtH6F0Py4ct8SRGf4ywYbF1TT13/XA9FFPe7HEU+2bnj57FgQ9ssa03+jDo7OuzffHZEjFtuFU/cZ2D8ux1hS0b/akesKq9mlfnRj2Tp9jZ4akPYmbXqIb0xeIj5rn1xketSHz2wfiBnzxtbOf1PU44yhOv6iLm8Roknv6qLYFJJwbe5/JnD5uwzWfdgO1Ye2L86JyVT73ACQ5fesfOWfng6Fwy/0Dkxs89rnsIdHl5uR/hKUqP/CTWI+0JLnh/c0dSimXzSLMEj/ZOAHjsKoS/NivWUYpZg8xLXFwiRlg90jUPm/Bj2wlBJ6Y8/TVXczDizdcX8swTx4QNW75TPNaUK/xi8vUolZ59Pka1wok9oROj3OXiWLweacOlpyN8bfnCs+/xJY7xMHoU62+A4CQGO6IHfSS2Fdd/sClnuOKK5XEsff5GG45s4JsXE8blWkPm42yO3kca5RMezvbJ5N7j2OvUTvP6U87w+fgYJrxprwc20jzfvmNWPvmIaZ7Alht/faYPw4nno4Xs0/OTj5rFLa5sj/HYy0ccG19+anWuP+oHY9YbF4+0+R7x9U196M0nfuOHXiyCv5hw2OLi2D6d/LOXj3n5sGktmifWuP04whDHmrM/5eh/nHeczugjFLFxgGlfLPm48IlB6Nh3/WDHnl4/jXLOH57zpI9XHJtX29Y+XDUMq17QJ2LEMX7qoFbilkv2D1p/U0gN4kJvv7/llF1j6y3+sOtr9WaLN35hs7c5FrNrMI7E3Ln+6K1zCzbBTW1ca/kc82Fb3myPQpefOnZOVG86+TiGw5bOppfn1gs9fuwb1dp5dRT6PlqSG9zWFdtjPuJVI3Psie+zyaV82MArpv1yko9jubCnt2/N8jPv2GaOXiy2hK78j/ycl5frWsvXHDyjPjgfjvauKfMcqa94hyEmP5v+EBzC3orrP9KxbU2UB/7we420L1e28tEH+1PUW22rs3k4rkFey87Z8xGT5OcapOZHEZOww8XIzn56x7i6FuCebTG24U1+3DfiMqxIErEPUCL2Ld6jmGfLxlZBJerEPorCEEkgzgeGdwQWwlEkBjO7fJ0c/Igx3o2wCV+LSKHiaMTZOyKLJf4VbTaJLT0b+qPQmWvhZ4ufRV2+/GDRxYVt8dkXi004dG1yY89WzJm/Y7WiC1f9u9sW08I0Z//+8hGHsG2/RUcfH6M1Uc0nHzWn9y4iX3ikvtPzkU/75vAzdkJvp/Gj/sBXD6Oa9Y5lmN7ALX7m+czjfLwgNlcdjfJRMyImjp6aeBfmRKVTD77ZVidx6g9dUj3Yt1/v4Zxbb3qqNuzh5ocPn6O4KBA+hI+t9Xbsjz7gGDZMufGf+dBXK/qJb83jycbYejt+HwIfOeY7a2OOTJ19teITtvzpcREH13RycE6UA71Y7Oybz96xXspfbfJhKybhq4/xTb8nr/9gPznDtcGFeRQxrfO45Mue31HUEAd2NjatE/tw6MViS5dtPRHTDReRC1uY5/rDX06EHfzqAPco9Qae6+u8/rHlHyf7x/7AbA3Gmx8f9caBvh44hjG5NNfa55+ww03fqyMMORqPgn89ba3AoCuXOJm3OZ41Egf3OBptcsoXVv3RB9eB1gxbdudef815im4OJ37i2VoXMyc8xBWvGpg/xw/27A87vlPYyJXePoELH2d6eeBD2GZ3rj98qzcMtkZ59YRtA13/IUf25RS2ePyOUsw4m8dPn/nazMGUe/nOfI6Y8/jsP1SW1PpceBNyofKXXL14OEE81ld8QT1e00wX5X+v/xXoLtXjZo8dicdmXtC9kHucaR8xGF1oYXjsqvj+T1PvWvz/KCc+O/+fz527x38eCyqsDY6YHlt6LIif+B4/epGDAVtx/cpohb927drpZmp9n+H0rpL9xIYhB48LNRSWx8zHfOCpgRPB/xvCUyw11HA5xEv+8pSPWPJXb/zt+4IjW3E0Wt3EdcKYV1u18j+j5GUhFBMH+Vg09r/1rW9dfOYzn9nbl7/85Ysf/vCHF3/+8593Lm5e9ZQvLuL0CLmY8oQnPlHDThJrQp3liQt+8oEnRzmwh60v9BYnvVyrofrSqyGRj7762Msa0xMxLXQ21ht82DBwgMHevhr5crw4Pea1ZvQER9j2xdQH8eBbv3jqs75Zh27yYas5e796LKa66Y8ai2FeTDla43oOD5aYcpAzPDmomd7hYo3rP+x6ov7EHHs1tMbFkrt9vDxpk6+YYtnHybqRs5jE+SMfNrD1yZoUHz/1gAlbXjb29NXfCNv5Zr9z3L7eyMea0B/H5aOmeKuZHrFxoXJsX4/1Cp781U3eYv3oRz/atfHlZpy6fvir0frGRs6tCXrXK8etQ2vCfutNLPXhZ05tzauVHltX5vWwdahu+tB1Dxcc5cPXzQn+NrUVH34xxaHXE36uE+pdf/DuJo4fXDXERU344KJWzkX7Yqqh+uPdOtQ3nGBYV2qMf2sSN+sPtj5YB7jQVzcx+cMWE3829HKXJ+z84BzzUUM50MOytnB83OMet9ek6wpsMfVcrVpv1pJeiytPOcjVWlJDfe+6px6w1UR/1FmP2cD2ZwKscTVSF+egDSbs8qkOuFpDzhN5wsZVPqTzynHnFTz2+Itr7XuCLb5+qpXc+XbOyk19cMJZPuotPrEvH72yD4sdLtZP+3pbPq5B6oY37Oqmb/h1/qgVgY2fGqqP/0GJR7zgqou1ooY4VH890jN/XkEca9l11HmiT9azPqgvbLz5sJEzLNiutdaPusHha114TZEP3rDlCU/dvEbOfMTkY43LJy6w8eg8cB6J6brvtV1+7Fsr6qI/ctQvmHjjL1fc7d9SVgHvI2shXS2w/UW3ReL0pUL6ReKGL3mtwKcvTy7ye87IdiV3tYqw8dnZ6Bfh/cVME2yLMb80zra5VewTRtirQKcvVcIMW7y1uLc9vY0PjFW803Gx15/9319IK5ZxNfCGL0niR1bDt97+zGe9wO1a0fO3kdX4jRUHPjisZu+c2cWbfl2Att/MZ51k+8t/Mxf7bIvVWExY6wXp6qEPfejVq171qqv1B96ufvrTn16tf9x5tf5f1NX6Z85Xv/71r/cXJNcJuGNOLuskuyGf8l+LeufDQY3obevE2VziKCc9+Pvf/77rzZ5ODH1bF0iqG/jLx1w8jGRdcHcM+3Q2scU0ipneemOfDjdxxZNTeiOxJtbFae/DCkffsjVJD6v+pINtLd+7vtxM8mGrruvCccqbLYHdfvz4HfVsrTcxJy4u+iBP4hgeG1z4EDr49M7Z9h3brJF1cdv7juEY+a+L78agC9/1YF1stk169nTVkL6cZh/Y2dS4fASo5tbKjJn+zjvvvFr/YHb7yqc8nW9sSNj2cSF0uBg7Z+1XAzhiWhPEcfby7Pox81RDeYYNSw3vXb3P10jvnMWRTAz9scZJ+dh3PeBDJkcxSTGN8zpRXLVYLxCbN5s2vjCsQ8K+uOuvbm/7+Jk357wixTQPu3zo2Rn1bNaQnuhD/eFv39x6MdsjG3oY5/Jhqx64xMNos/Zbb47jIqbahQ1f3l3fw6HXA+dnHKq51455bSofeXZehWPsOjF1aqWfsMvbKM95rc3HNav1Ricm33vXuuJjvxzl1pqgax5vMQm9jcDuvEovhhriSeDbSNcD++zpce/6np05ueOodsWDfbN82MMq77D+ff16HT96eVVbXOqP82feC/CBJ8e5xsOWTzWCQc+nGk4u8zqR3ohHMR0/ELnvs851G7aC7zvCRWjfnS2g083ZIr/v1laA053bInq6O7ZPjIvovgu07w7PnR4s+lXgHYctPZu12Pccm+4KxVmLZvvROybrxNrYcOjMhQ3LfEJPZ2MrP5vjdfLufXp37oR+NfC0b4e9WGpi/pjPatq+C95O6wcb+dDDzr7aGokRP6PaVpdqolbrBNj67bB+sF8n4ra3T8SwsV8L4eLDH/7w/iNun//85/foXdmzn/3s/S8O/M2N97znPTt3tY2fdxJEPPxxIbjLQz707NnaxIdBb9+IO4x1Edn+6fjB1Bs8p8ifnTiJY3nS8cOjfOnFcdwGA66RtIbEs4VhDrZ86Msn/GrCrtroe71PZxQPDmw8YKgLPez4wrKvLvxs7Iq5LnR7Hi86OYtXPnTyITBgm6Mn8MrRPlubffkkcKu1tS+eY7b25bFeKLdfPnjD4cumPB1bs+EVk43+4J+v0YZ7/el8E1Mu9YceFnu24pQ/HviJEafsxKRnP/NZF/ptS8eHwNA3+PyJffzwgCOmOVvrpFjm2KghneM41ns8xMsn3LDj03mfnj3b1hU9W/xssz/w1auYxYNhg926xY+wmX1gRycOHPs2MYk8qhV92GwndvnEG9dqYr+nTfWHzv4xHzFxqV7xEXdisyNwyrNc+NDXn/LBR0zXd7ZsiH09NkfHrusb3nEwmmMPgz2uiZo438yzg6Uu+OHOHgYxVw2LGQ4uMMIxstG39D09o9eHiWFf/eDjhwsefM/VEC/Y5TmvTeUfBxxh0rPr2Lx6iwnPcbXCB3a1MmdrHZoLC+/WRDjm2arLMR82cx2KSVee4pQPHP3Bh74RLgyx2cAo5k7w/+PH2Zsq/gA7qQQoiMCRlBxSTmo6NpGns4+kfXMEJp3RJg5hoxAtFPaO2ZS4GPmwc8yPrrh07M3DsG8U02Y/W3HtszHiUgwj2/KwP7k6JmKrgzm29vnC09Ts6PK3n3hkySZ7x/ZJNcE7OxhhsrM5Dl/N/A0Ri/uNb3zjfoRsDi/iUev6Vdj9iPSXv/zlDfmqA4HBR3yjGPYtarGOefCLF1v79ZE/H5s5PKwh+ZDm5GiuPNXVHH8ifjHoxAy7NWEexqwJX7b0OMWVDR5GAosNLDZE/MQ+juzZsIdHBwe/+MJJ6Nr4qC2eMNiZi3/YjuEZnexxDLPcPaq3b77Y06Y42XfMBvd4i0NmjR3DbKw/cYQJo5rDkB/RQ/YevRP6tmqoDvFSh/Dsw7TRORYnjvCaP9bOxRw/efA9zotZnYzhZs8XP1ztG8Vl63zycUy6+MC0Hyf8+OIN176tuObpHRO+Yhqzg+VYPuziR2ejy3+DrB/i0TXf2Dzsyd25XP/CElc+iRoSvnFk65iwh3nMx7oqPpt8rGVrgn85mmvboNd/4CEntrCM7HBybAtDfNj6Q+LERw0d52u/+HT2w4ZHYLOLu5iOw2nf/PSnz7d9NU7wNF8/jfLMttjyFhM2+4ROH4obP6P8i90Il484cg2frWMbGxub1lvxZs+n7XoqePGrX/3q4mtf+9rF5z73uf0Ra+sPDj95wy2ONcFmcimfco1LPPmyrwbs5DoxzMHNBgY7x/JhS2CptZqaZ1cd2ZrH0bXLMdsw6Nk+UDn7F9UBuAt10e5FLqIKVrMFJZJyA+EFO6JI1ugWXrYIKzp9hTeK6fNic/yJuHB8zl2zxKCXLI5E8ehbCLCJkV6Bi4l3RcXbd5DoxLRl7ySNI6yaUVPZyqVmpGdnDu8+o4bTwnOB9t2HFhlsMV3o5EnwKR9ccYHbIvGuXK3Mlbt9mJ/85Ccvfv7zn1+sj/hOOXmn1HcLxPfUyndV3va2t51iigtDDYneT474VRPcqpX81ZCtGhPx2Pv8m50tbHkcbwjChisftvbVEA+6akKvn7iIJ6766gV765DAIObtz3UVF7h8p+AOI1y2+LdWykce9Z89PW54xs9+vNnHCZdwjbDVJOyw5DNvTvCk48Medjj6IB++5VSt+nLmzLOaT3vYRM2JOaImdFMvH2tFzPpTjvIXU3xc4ODZuWKf3rw6G2d/2Lv5h/+Vr3zlVBd2dHpP5J9U847NiadHzhW+2ctTDLWlt487PR7yITjiCrs1C8PGXt9gV28+4tlgwy0uLvzgJ7Bd95z3rQlz/MSc9eYr9/VR3H4SqH981Nl5hh/7YsKRT/2hh4GPd+uuB/Gmx6U14Zg9nf7Yqnn8YIuXLX0YOHli7h/7ylvM1jgfdm95y1v2d1jM407iQSd+NZEDjJkP+3LFu/5ky15tfQ/QPmxjOdUHNZAfvXl5wiWOcWFjv/Uy82THHj5++ub6TvgQa8V+uYennwQuTJs551s1yZYd/DgUEwaOao5Dwpavesx86OVOb57gpoYwSPZ4wxbT/D333LPPR2ve9xHVd32kf/GSl7zk4p3vfOf2gy1PNa3G8uEDT9zmvBaJKT49ce7IKY64mKfnry501YttuaSH05pQk5mP/HGBVz/gwpEnKaY1y19M8eK4jW7y4+wX1Tmvzx13AhaYF3BBbQqIkCQtHpug63PN/UVGx0jDkJSi9SU3cwrVo1cJKHb2vsCGPDy+kiQuIjWEXmxzLgy+QEYneaLJFoGLFJ2YCrE+F94FtIjkQ4/j+ix6f2FREXHRbNg+usJb4enZ4umxpBNGXo7l4+MFIh/YfOiPMdXPnDy9CFcjMenFhI2bDSfY8mEvpn169VYnMeWMs9xcyH7xi1/s3N04yR3/a+vLfH5lFi7ebrrU+rGPfeyubX2QhxzhqXl6MX1EJZ649LjAT68veiEfMeTvY0d5w6yGrQkjPublI4YTTF/FV0P56KWY5QlHrehxsNGpvZh9CREXmOWjhmzo4220wcZDDq03tcBRPuasW2sC53qGN75e1Kw3vAk9LOdPa1IO3uWpK164sLcfNlwxibzk6YumOLOF4Rx0bO3XH/YwSOsQz/KkE4e9GLjpG2y4YqohH/vyFMMxwZtd57K5eMO29qqzmPqm3mT2Xm2tcbnJn6gbPHq29cG/yrLvL6qzsabEkaeLIZFP9nqPn/zwdk7Zdw5Vq/KhM2+91Te813c8do31iB5PNZcPWzWqP+rRGocbF7nYcJEjjGqFs/NuYotZDdnrjW3mA0+e8tELc55EeyrtH+iqtXysN7a4qJV6G+HjbU6evkwtn84recmnNYEzW5hGfPUHrlxhWOPm5UOvP/CsWfm6zn3kIx/ZvB07T/CDZf9JT3rS9oXTdU8seRpbh+wdw2ArhnzUit51wjlRPuyJORyscT6tN3rxxcSZvRo5Tx3rPVt5HmvYGhdTrVoTMNRPf+5dX3juF3Rg6CVcvtaEfRyIdaj2YnadENPrrxzx7vxRa3nC4IOjmGJbE75kLR5s80Y17LVQXDUUEyd9m3nKB4/qD5vAViv/fPnuu+++eMUrXnHx9re//eIpT3nKxZve9KZ9vfXGRy38WSRxxBS7ta/ecnHeFh/H9X2ljS2ONcSeqAUMWHJSV3WwnrvWslUrawLnuQ7rjxrKVS3KR57Ol/KEDQtHtW2Nq5V46i5/9uLdSv5za3iwAqbYyLjLlwxyxAnjAtVCMXai+7sqiBEnj6IqiBdWRJFTSEWVoMTZ0LeoLMaKgIcmaKpCsoOveRXBC6gGzMJInI0c6IsJS2HYw5aT+BrHDi8XC3Ma5WQUU0PkIyZMNeEHF576sJOPPIk5tYLXi3kNEefy8vLEC4/iyxOG+tDjqh5hwDanDnhaqOzFo8dbHPt44awWTjwcjWz4s1HbFhIOYpqDIWb9YSMfNdR/GISdFxyLDh+58fPC54R50Pp7ODjIwygmDjDUUv30Xhy5ODHsE3mLCQ8v9vUNHgyY7PVHHejF0FMjwQnP6mCOwCYwW+P2Xbj0gchTbKIu1ps41rWY1kZ1Fgdn64YNiXf9KR954mp94Kle8tED9aHTL5jOifrHT2xz8hCbsMdPPa1D2LjY9Acn+/LBW1wxrWV4+KoPTPv6Xe/lID5/Y3ox5SMeXriosxzKRz3h6RNuOLoe8KU3wjSPY72HZ46/EW/x8ZWPCy48emsSh/JRG9h06q6G+gkbN77m1cC6xRu2ffzka821lvTc2sOv2ootjvy9WbEO1A4X+agpe36k3OUpvji4wMbPb4s5hqcPsz984MOWD66+F+lvatn8PR65iQ/Pvvjs4Kkh3uUJmy0suDjKRXxcvDiXD7+Zj5qwI3IwLx9+ctQf572Y1gJcTxzdQPltuYc//OGbl/rDgeF8s8bl6VgfzONos28N2MTBWw7yEVOe/PCoP2olNr16WPPyNKoNX+tQbmLACc/aZ4sfvTXm2iQfevv09UpMMczjgiNffMXvnJWHc9woVxybt+ZgwFU7++pA7LMnYuoxwVc+fPSFTf2h5ydXax9vdnzlY32Lzx5nfGG7FstD//HIRo++9KUv7XX3yle+cufmPNSHZz7zmRd/+tOf9gMKN/tiwxeT1Dd4eicmG75i4lfOamvOTSWu6oM3nXz1qr7inI0a49q1pLXPj37mg7eY/Kt/veq1vf7h53zAL/7G+5WV5H1kAe7fEFgNOf12wEps76+GnL7xv4jvb9+vZu7fPOo429XU/a18+sTcKur+DY7s8vOvVFZRdpx0q4Cn39RYiZ/mVpH2bxpkBx/vtWD3bzYUk46shpz04ppfDdq/5WjMzpyY6w51+9HTGdVDTvkzoF+N2XPp8YS/Ftj+7QN4xMj+2vqXAvbZJTioLYHTWMyOi7FeQDa2ODCNMNcJffXNb35z/4bfepe2dWq13pme7PxGzCMe8YhtB4fwt8HXAz4dx3/d4d8nZrzlYh3wwUed9DNuxWCv/x3DFhNvuRbTvDkx6zsdWxhqax++zb4+rBPmxIHOZk3YihWndcLsPNkU1z69MTtzfOHbJ3I1r37rV563jg0dkY8ahs1PHtah0XEbG7yzNdrEEPOotzb1lohn3qjmYuKRmJNPNXTcpoY4sI+LHuDomJSP34DRCwKL8IONJ0wSH/m0HzZ7vacPl5+Y6kXiZrzjjjuuXrP+TU3rKq5qUky6fNaF/7RPZw62HsVBXPtyLE+26fVyvRhsG3pxzM3r3sxfzOpdDDHVhdDxh6U/NscJX720PvOPS/nkb97aVyscnva0p1294x3v2Hj6HjbM4sqdT5jimveb1sf1yUZNqh1bODMfc216aY5fYk5MMfybqoc85CFXf/jDH3Yd/WYl3ub42NS3fIonJmx9gMeOjh99vTdHb9QfeRJ2dK5j8gyjsRqyjTte1RBmwkdNwsyHjfOH3n6bPrq+w0tnpG9dOSZ86dWQLn721ZCezrEN13ltag6/rgdws73ZegubXRj8nN/lWUzHavv73//+6sEPfvDV+hRk89AzMdmVK35iyonMfDp/4lZcNeQnDjEv73ndi4vzwbWPb1JMPU1vffCBjVux6MRRQ37xhiWm/hB6wkZN1Ms+nGJsg5v8+O8HsIdbr3UC7Lvc5bfvZE0vUvtd4vFObQXa7xJX4H0355ifu8Z1EtyAzHc1ZN9xwgt3Jbsfp/Ij7GyO3VmadwcdthEOYZOfeKtAN+jEWcU56cLl42+AwHKHTNjKYy2CU0w6G3s4kxtdMeGwg2VcC2Nj4U3cmcP2Ts58xzD4TI7s6dcC2DiO4ZP0ju23wVATHwfg6JFsnGCrodp8+9vf3u/GvXuEj8sU+awLzMaFYx6OmojluBrGW17lY34t8v1uIzt+9q2JdeLtOqSjXxeG05qofvTrxNgxy9sIX21JtsZ1Mux1SM+XjpTPPhg/1ERebBPY1huhlxee60TdMe3bYJvHQ81bn/xgyrMasifqo4YJ/2LPPPkTMT1+ToqpVvBxi6NRPuniyXdd/Lad3GCbY9d6g5u9vsknXHo+arguOtuu85DfuuCcfNnyM6qhfb42sW3yJHwb1VD9zOdvLk7qNo/FDJN9Yi3zSczJM70YhK/zQK6EXbVha47QiY2rWjmON1w4M8+46Pt6YTlxYUfC6HqAKzwYuMAkcPTeWuHrmN3EKU9PSczhLGb84NgXc67NYugxPDjOG/vya33SF9uo98bJQ9+cy8XkA2O9+O2xeuiXJw/+9pBrH05qpA54O4YhZzHgtA5nzdngLQf7NvPsxYDnmIgtL2ufrhoaxRETDh/1geW8wifecIk8+RSLHk8xYWTHz7Ec4aY34gLHfpuY6q1vxRTPvnpZe2zLyb7amoefD/6uE+zEx43Ix8aW8C9PMdMVo7VMDzt8MdVdT/ylc3r+XZvKVVzxrJVqxRa+daIG9qsZG5+U8AujeXp2/Mu/c0IOcTevhq6HhC0dca3pnHecHrY46htP2HIkk4ueuSYUs3Eb3uTH2Y//OHqcRuyXmH2P0hzbFKMgiEQmsvzbz4fOvqTYJ+zEpIfLRkGMYrKNSz6O2bOpmC4ymjd17D3WpPeY1eixIHEMWwP58oMJu3zKEZ/ySWes6TMfengkbnBtuLQPjzjmzzZMYzo2uNnUR03CLW6+Hm36kwkf+MAH9gJ/6Utfuk8CfwhvPcW6+MlPfnLxsY99bH88YUGKHfaMUyz4uMyY7Ah9vvZthE5ujvG1hWOMs3m1d8wn/zDo49e6MDfrps5yt+GY8KObsYsxbe3PHGDEI308rIHm2dhvXYibvTn7ONjwte7Ss+VHzM21Vy34T3s8bT4e6qLIP3s41YqeOIYdByMMkl4cOjg2MUmxzTtf2KdXUyKmi601XZ31U13EgmGz37EY5WIOhosamTlP3+bKlZ19Er662IeNS3zrl2N+ePA1sqWbto7pw7ZfrHzNlac5Nsd1PGOVJz/czNkIfmpgy4d9uI1sxXfNYsdGzHKIo9E8vbzEszkWgxjzq1fWZ9zYwIBfzmHCF5sfgeOYGH0MB4ev+Hfdddeec8NiHcH71Kc+tT82ggUnzvzNE3nat8FjQ6w3rxUzbvmwnVysic7ZcpNHOcCYscvRaEvyMYoFi1Tf4sPykVQx8eEjjjz5ZYsne7rs6LKFzzedY/ZEbc3lK08CGxZhC4sNW1uitqRamfORXXz4kLDs85EvW/utGzbiEDr7cTbCmnHYEH5dV+zDjSse8Tdam2LPNVo+8NiIAcdoDrYRH/OuMUZbvvGiI5N7Nt2XlGc+2+HMj7O//cfZnZ+Tw75NE5E3EslXQIS88+hGjH02EYt0/pqvQDB6UXI36+LMJ3tzYmmifcIXTsVTCDrz9IpZI3GBZY49O8JHHLw1y5wtLPm3UGHQlxe7+JUPnXy6aMB2Eakh5okLAjuf2+PEDifY9Parrfn4s4sHG7YtcHrzuBhtfP3230c/+tF9J18NfP/DDdcznvGMzQcv9vELwyRcerkbxdQHNuUvTv0xFkdf5YojHSzHuItH6GHnUx2Ka7SxN7ITm50TxEgnLhsjjnT6QPgRcWyzZtWQHywC3zF/9nCLD0sdjDZ29ci5QviwketcC9OnPONuZK+28WTPDh869cTDvpjsXQRJ+mLTwYQhR/P8HRMjjtXQ/DyWF386mMR5Ih+6sM2FxYYeN7zFrYZsqrF5Uj7mxDefwIX1+te/fuf/xS9+cWOGY9RHMteifOASPHGohsbipGMnDqnvxvKE4Th7o9ikWtd/vWvOWA7beP2QX/N4FJdebbvuVQexWp8wcHE9EYfesd/efcxjHnPxiU98YmPzrZd8cBcTljk1w5fNjJktO/O42WYO1ZIt//JPXz5i5rf++O/F+mPDF+9+97v3d6m8gXPDIY9HPvKR+xpY7Hlehm9svvXbeSKOGmTrWN8cVx/5VDP5V4dq2bWZjzoZZ/50/KpFdjjBqIb1la19Mee5GY664NDIXjy8cZZjPMtBHP7yM88eRlzM8ylPc2zo8bbPtv6wdWxL7NOL6TXPfvb8iV+IWH9I+uLrX//6xROe8ISdAzvxxPLaLS95h29sLeCvx46rh3zKMz7F9fqrP/TsibHranY4zHrO2qiJfMxXR/a4OI/sE1h08ONBb58+zrAci3F/cva3/4D41wke43nx97hMMgrst0Ykq0AerdJZXD5Gc8J4hObkUSx6jw59IdAjtB5F9tGiL+LBkDx7fz7exYWELQlcJOSiCVtMWB5XwigmP/M+qqAXu8fT/16/YVMR6cvnL3/5y/7SmpzpcbHNfDzm5Kse9mEbcVDge9dve+BGr1YeGTpR/GahZmqOx814Of7b3/62v9ApDzjiefLgsbEawqUvH4+Z1dDjTBz4wbPwLA686XHxLwXElo9aekrl40BPr971rndd3H777fuLd+rN32NmX54UD2/85ABPTH2wT/DTD70Xn96JISYe8oBTLdd3t/YXcOnZw1YDNmJWb72wb724ObHPThz/OkEMueGizuxxkZ/+6r8Y6sPGI2q5iJkfPPnITX0JW33FnS8fJ5h8ugDA1hsxr63foOzL1LCJ+uHiXyrUBydnXJ0r1qla08PASRxrDG/1svZdkOSn30RcNr4o6fzBxVqy3sR3g8yWXh71R73kI095OGfFFEft1Vn/nRNiqg082LDkYR2yNYc3DPv6xlat1E2t+IkjZ2vT1nUCL9y7HuDuS8nOU7GsJzm0JmCrFYz+Tc3zn//8PV9/nFfiiStPNdQf+bhe8YdpvfHRI72HXe/prB3XFbHVWt3+8Y9/7NpbW/VT3cSUr33YeMOSs3MLFnsipn1c5GlTQ73kBxuGeuqL88Q5ax9HubC3JlxT5APPfNjW1Xe+8519vvgNXnhy6Pyp9+qNM/zyVDdPrdniI6Z6q6M1hLd1qEZEn9TZWpELDjBxwg0ObDFxdH0n8vvBD35w8YIXvGB/wZmfL6r7cj1ba0LdnJPzGoSTmHLCxWgN4e1cwpOen5zVyjrUP77iyAfX9b2uzdv5hq+YfOSmtnDZEb2ErT/ygcNP78WWmzrgbN/HmWz1i721DlttnbPs4HcO8JWn3NUcJj/XUbW1L2/5eM2z3tjIXz/meaX+cnAuqzOO6sofb2vftcacaxaM1htsWNa+fuMMT23lK75aZW8NqZVewtVDecFx3YPt36C9//3v3zf56uF867rnGJ6YemS/cxZv2OLrJxs54Q5j9sf5I2e/1DHzobcO5amHeKsbDPkQNnovTueVOHDwa034orr1QI/r+s8D2x8XmPI33p/85/HJwYKTTbIWBCABbBZThXeiurjR2WeLtHkLwrHGERg20gXEMd8wHYsLwyLTXDr2NlKRXFTigVe+sMLAAb8wcHFMzw6/eIoFk14s2E5Q2GzMm4NVrOoE0waPDR/25Yk3XXp4YfDjA0tMGMZimcfbYsvOiYybixkcgjthTxcPHLwrfOITn7hPhuzo2dmqs7jEiKNFyD6O+oLL5Ma2eNmVi/XTfrnDh40/++qUHpZ5mzl+dOzFti9/MuNWX9z44SpHgqNYamvkxx439qR6saUXn1QbPubgZmueXdh4mbPRFx/erLdjGw7TvhjwCBvzONgX376xNcDWFpZ9OOmLpY/0NpgwbNmZhx1v+zgbpz0fmPzUQlyYdDCyzYYdDMfm4DuOh7FYehwntuGqxbTHC279tF88dtk6Z9iWB+z40eEetrmZDz1esG1yYy9OMaxHfgR3uSXi4Jdt/OiTsIohPgx6giP/4lcnGHQJ+/rb+ix+nPmWD0w+xZcDXfWJc3UTa9rwo5vjxBJbXDUh9unUK105wOVrk7tjG/zis6Wb+cPhAzt7dmwc2+98LJ/iZD/x1E28aQMj/q1bdeYP0z57dnjAo6+H7OjDpm9NhD3zFAsHG70NJmFvi7u4rUl62GIT/uqj3uKznQKXfevNyNYIIz0c+8Rv9r/oRS+6+O53v7t/0w8uHPZurtxw3XbbbfvGBrbXjnJ0jA97Ioc4V0scxat/ciPsxGqfzTGfap6v4zYxy88+Gxjm4dDZ2meLk/hy6LVmE3iAP/57hg8HjS9pCbkDbjG4k3PDQ7xTRsbFqwXsXSjiSBvNEX5s4XgXrND2Yad3dw9HzGLwd/NAZ/MORdLuMkl6d5LiEdxhikkUSpFsCuidJX70uBSzAsYxbDcH5QLXhiuhd4ds4+cuGrZFhKs8xLRoiXzExwWO3IwayJ+tdzN4wS4evdo6nthy9SvVbOWDq0WDu9G8Wolp3zyubOuRETbBgbC11U86nORBr/f85IOvfupL+dh396+mYnWT7B0KHxizhvLHV3z85Ns+jGpYH+DJUR3FrFZ0ZK438dVtxqxW9ScuamstyUd+5ol3M/JvTZSPuHjLV23pxVIn3Nh7cjb7Uw2tfVJ92BP5yt27U7WA11qmx8McfmqfsFEn28wHRvkUQw/o1aQYcLxrFg+2OsDXG3gw5OECS3DBVc7ytCbo2LTG7cufXky8xSwf8/iqweQNX7zsyweX1puYagkDX72j46cXxBpsTc7zRx346F19xQFv+DjOa1M5qo1352LZxDmXj7rgAV8c+RvZ2sqHXny2ONnEgE3Pn8iBWIdqoJbw6PVPnZxb1qFrEGHj3HcdgoO3HOGXc/2b/dEH9mppHw7BW32ImudzzEc8uHJhh59jdbWJr2/4e8IgHzpz1ly1kk8x2eIuT/i4WYfw863PesUWbmsYpnUoF3rz5aeH8NWO2J/XQ/tyUQsj4Y9HMeWDB856i7ee4gJX34ytCfWHgT89+/pDD08PxFQ7/OHXN9xtfD0RU2PivKp+5qwjfq038WDgbl4/5UtPZ7OPN1EvfRHLx/Ge3Nx11137b1Q97GEPu/jZz3528eMf/3ifK+t/de74cPFuHcoHL5hiOa/0QM7lw16+fNVK/vbLBxe+cj3mw0Zf6nG89YYejhryk49+14fqNmPS4aZ2eOKWwLiVnH1SpQjAOpmACKLYHscRNpIURDI9cqQndF0A8uUvQRfuThh29BL4n/VY0EjglkCPc+n5i8HPIzocSIvHRQR2hSjmvOhkKz+PZMMw2viXD2zx4KiJjY1jYt/jXM3WKHr2eNKLRceufHokTJfw8fiXH4mjFwVc6OGEpbZ4Vv/qxd4J4DiesIqZPTz509cfce17fAqHjTrjRuTjGAbBhY3HpennnMe5jtmVD849Vq42fLu46htMMfH3CDlMx+Yc63P84qHHalg+6dUKx+qdvnzSy0n88qEvdv2Jg2NzcvEoP850bKyT+pMtfHV18WBnkzt7a5kdbkQO5vTH/NTL3WN+etLczfKBodfF5AdbTL75w8JbTvLRH3a4WIPFZI8rG/p6Swfb6Fy2X12MRP5kcpFPeZoTUww2YhsTx2yLaa46dD0I24gL3vrKxzGMrgdsHIsHp4938J0cWj9w6PnAst5IMWFYb+UTDnvXPblNMY+f/vCNB664JOEbXWv0Gp6PNeTCnsQLDq6wxZzYYukPPTx5zP7Yp497508c4ogD3ykzH7zwwYPd7Bs+BGbXg/oOY17f2MmPj/Vz5E3f+VM+4vJxbhodEyNe+imOLR9rP1s5/i9ld7NjW1W1cfx4IUrxJaACYiINY8+eMSHhBjTBhIT7MSaEcA006Nsj0YaX4Kneexn1zt+k/ptRk3XO0ZGss+Yac4xnPONjrb1r1y7Ifj4P6Mrf7McZBzj2zITr7JzNeG8IYNRvz73qlD2OsAlMgqca4tIMTt56IWa2sNRQbeNiz1ofPJvEycfZrNRP2MUuT29Qv/rqq2dffPHF/lX73//+9/1dq08//fTZ3/72t2fvvvvu5s0eX7UkcOTvOu5eo4i+0bGJp5ri4jo+8PDW/+z4W9PBhykGH/p4Z1dO+iNGvbfPh55NtVYf9yAc9bQXHz4vksvvVCGkSd7ReQEAVMOR7l1ugYCzoU8QYMu/ArJ3GCjvROnTKSy9d5RTD4/eu+UGWCz4fLyRmQJPzBpojy7e1jU2vWEh8oatmM7e6bKhF4/EnY7AjQtckr2bpZ9U4HTQF5O9WPb4e2cddnvycSTiuSlg48qXzoEfDDo4zvANinfgrglba/69i6dvH5f6Fo6b1Ewk9PInuPDNn62HlJ9W4saumPXNNRy2eItbvOrST0/0ZsBZDelhk/KRJy4kPjiK5+CfT/MGLx0fccsHTvWzhsE+gadO7Onzd2YLdx7ypMeTjT34fCdv+Pbp+yk4ndqah3oRH9h6CXvmg2O2YhE2pJ+0xSLOsHEk5QSDbVzgsHXQZ8sumTUM3376dPVH/6sFjG+//XbP85/+9KcbX7azJjDkGhaMagqj/ThmS69vPWvY4ubwrFEfx6yX3OPnXJzuqzgUk31rvB10+PMlcOj1x70YP2dcmnHX5pWv7475Hpb/erWf+r25YgejZxBssR31jC/MsOVJimltP97s429PDV0TZ7bdszCIfOjZ+hRE7/CUG/56X57sCN/645qd2rODPznAp8ONDQw61zCs65u1NzL9RkUcOjXid/bCfdVMlI/Yju5l/Ih9z2C9t2ZD4qMXOIlnTy6k+bSmty8mDLzlDsN1NWHnaF+vCXwHYU8fZrHlint2Zo3gM19T+HmmznzoEn2Dwe83v/nN/t+cffLJJ/s/7Oq/rC62549cipkvbmqr3gROOdKbQ7HYFVNdembROYpf32DJh59cxA6XvVrWBzb44U/f7LOzB0d9YbsmOMBTP72g79gGL/jn8k2VQAgaAIEkI4A1kQAS9JFSSIRL0hkGH3uELXE9cfmVgBcFuMjTWYvHZ+qyCdsefFiwxSbFtA8nvvbYKXCFZEPYwC+mdTgKXEz8+BTTmV16dmGwc9hzGNIkbLblFY5rucTBmT9b8Qgd4VPubEhneRqMicO+Hs94MOAT9gbLWf3KN1w2bHGkY+fQf28c2cMj7bMXzx5hb11/ikfPlr99R3701Zs+Pvb1KAz4bB3wEvbNJ3z1gZMNjGLxsRavPPnA4EfHPo4w2PcADRPOzMd1Qj/jFzt7duKxEXKCv94AAEAASURBVJO+mOlnf8Jljzfb7PDpAdgMsaODS+eaOONSnnJNwmYP07WzONmVl3lgp25sHAQ2He50rtv3pgqWL6pPPqe9Pf0Wy1GezmLSwWQXDgwc49MeHHpHuHHNFkd29vFOn7286MWVN382sz+4wSFsPIPYJPbCyJZODPeVv/r77W9/++x3v/vds/UfZdz+4tl3iKlnJz8Y4vjJ3jOoPGd/6Agc9nI1PzBdx6N4zgmbai62F1vXsMQQMwx5sXewDTf+cHF17ag38BK+JBxnOIQv3mqbiOmgh1NM+9UqvnRhsU/io07VIFt75YkvDtWW7eTLxz4d/LiwwyEebPTS2Z64sJsL+NbzTSUs9nIqTzb48aeDxTce9NWxvO3R2WML015Y/UAOl50zXGI9j3pcnrDwgB1eZ7bw2DrYetMH23N1coBB2BMx2Tvisjce9+jUe9YQBv9i8iXscOFjD7/ibIOLfy7fVAnmd6feiSva/f397SM239ank5S/HPDxpRvUX3z4/aiPJ33K5R2oj+t8zOxdoW/l95GrvwzykR29n7ro4YlpMMT3LX/Yhsn/3kBMcXwcp7l+AoHjkxC/IoIvWX+p4OM6v2eF0Ud3+PWQwdvHouXpIcWXDb3m+fIdDP5wxJSXWshz5sPWT4veFRdfk/zlWk0Vs/z9qbGfCMoHj/Lx052Y6qaZclNHXMTsI9ry8cBQQz4ajouYBgtXPcTdXzz4iY2/jznVG66/mhGzOGokX/nojzUfeP7apeHyawd6HOXpLJb+wPCrP3n6SVqecIiPe+WmhmLijZ+6eVHX52qFI4zeDMqzj//F1DfX9QeW+fTdCdxwwRu2a/moiT7CVhN9YoOv3uPir3fwMAdqpRbNRH2DaWbUkK/vQzj3Kyhcza8HgHxwk5+YsPk2N+oiJmw1lE8zoc/65tcY5keP1c+173qw7WNruRMPKbOCm4eDv4BSQ/H56UczoSa44c5WT9QNNp09/ZSDGphxa3mKYybkKB85qxWO8oHtOQBHbPVl7/sdODtg4uSQv/h6Re///ac3/h+WMOQvDmzzhhe/+uM5gZ8ayp8vH2sx1Uo+xBzg40VeL9nBhEE8TOnVShx6/PCCQ6e/9O4f/jiqqxhs5K8H5ak+8LzRqLbuJ/1RQ77yZyNOf6V05qP+7h89EFeN1cG154SZqfcw9EM+/My+mVdDtp475mn2x32lpvRis1EvMeE6cPUMENszSL64mCHPcXmZYbNUP93L+nDmE7Yc1Mq9aa0WYuqDa7zNOK76rK9iiuV5YMb1RJ714d///ve+3/Biz1duMOWPG2yc8JArHLl1L3udMUvi4GRu9F8N9VK/5KlnsNnT46KG6iBOM8FW/4leiS0f8yG+/P0VavcVXuosjpj4iYWLGPbko7bqoT96zk895SkeDtVKPu4l/HBWr/KBjaNZIe5Z8yN+tRIXX893PGY+nslmSL64yB8/Zzh4wXK4f9yDzbDaqgd7GDjrQ/ni6zV/5uM1rPcTvS7Jr9clcXHBuXtZf/jIx0zY8zxWQ/mICcP8OOOipkTdXiY/vOUfVgbQg8LhQeNFCqC1PQNAfEGaCIqsfcE1yECUhJuBLQyHRvSTGWyYiCqWAsNx8FMQX0j0QINroNgqxGuvvbZtvOh4EWAPKzwFMqCu5eIGFRdeGOLTeYF4ff1/6uTi0EQ6+TjY9wC5ygdfAwuP8PVCizffu7u7zQVv+csDr2qpfkTd4NM742wPp76YSQ/HQ1tM2PbVypqva/UpTzngxEeNYfCNt9pXK3bVUF1huJaPGzRsfPnIWZ7W3jDAhsFObZ3lRcQTX2wxzYM17nz5mRXXYr711ltP+oOLOGyK5Rx29cdTHHj4mB1x1B4f2OZGXXBKD1vd1Mkaf1z4iCkPh/4RDwZ7eJWPeOKz4S+OePDeeeed7Y+XX4tUW/Hx1Vd9Zl9t4MPjT88GNt7NuNz0R+9hy6H7TU3oxfJQg8MX9/Jpxu27b+UgH7nD87B3duCnnmzEhCH+3Zo9MfCVjwdX817+fNi6H/GIk1rCNu/O9GrXc6Xnh7ji6A/MmQ9bNYSLEx7qJB7bmY/4uLCD17yxMcvqo4YEjjUsdvqJo/p6TpSPGlt7UTCT1vIRp5rHRX1gyUc9+eLSLOMLv+uZDzz77k05w8RN39StfNjhDYMe77iYJxj81MwaR/vqrq6d5UOvJuZEPRx84KpF/YEhprzZ2HPGkQ0M65mPa3b4VU92bJzvRn88o+lgshffWj3VUHw5wYMlZq8NPRvUPd7mSE5EHdRcruXjWn/sqUl1w6HaVhs6rxE99/nihF/PHzZ4u2/5VRtnfnjjJmavHfFWp/JTe7bw3Jt48ev1gi18fMKTtwNv+cQFptzo3bNE75O7VX814qu2sL1ZEwv2mQ88/OSgBtbOsMWElw29WDCd2YpDcILPz1qNPLPOfMSHS5oJeOrZc8K+esDuWYuDe0NM/ZG/mvJzzWf9b5Y2N37is32VXL6pEsy7VIWXqECE3jtHQ0qQJBpX8yRTghWAjUI4KgxMa8WCSzyArdmJKxFJ+MlPg8RzrRFsJQ6DPT1fe3QOMezRO9g742efj3fGzh323Yzlkz9cfJwJvQOOPIsvHzb24PApHmz2k3cY7MqfPVsH2/DkYx1GNmpOcNA3w07ChgufnxrCh0tXnvWYnwd1vvIhYslHfLrw6NXQ8NLjIo6fAujhEA9ItuKVf3nCtFduuOCMq58kegFk4+DvBcRazHz5O/jRuWFc1we62QtcxIl3PdRPtq7xd/QDgtwIjtk4s6GbdcHTHnx+uPjJ7W49VGCzD8+D0Xra0nUPxQ0eoYcXhvhiO6zDzdaZHj4/Ap8OJhx6a/0ndISeXXWlV0ex1MUDFz/72cOGVd+t1doLdLZ0iT1xehMx47GRD3y+MHozMfPxEzc7h7gEP9h0OBNxHTDEhFuubMV20LHjK2a23W/mR0zX9jyznGF0D8HgDwcXL7KwXReDfX2rNmYWthdL+DMfe/XCHixcWttzEBh844Gfg/BjJ6Y1HvUnbniZYzHpumf5+LTAawSx5yBmkw/b+gOHXi3YzXzUBR4bNWTjOVbdcJSbfbYw2dt3EPnbl2dc5NMnk3T8iOdS+bDHVQyf8uTPjg4+bM83gp/YfHBRSzbq0Lp7k38YbNmxwYVezXGmlx9c4lrfvPgTtWJnpnD3ou+6WsEhcGE4rGHoATwHnWufQvF1Dbt5iCNb/Ig85xziyd6+OOGe+cSFbQee7NU4bM9D+bDBSV76pj8kW37Vyrq48vGepL7VY74w+OAcNs5mq/cT9GKzkyuOM7dq6DWITTnAf5G88HOsAkQeGELO9koMIVIT6Ak7iSLCz7m9cNgQDYBjaEgx6MVSFL5s7IVjrQH5b+f1j/0K4Ezikb8zXQ9W1w7CX0z7YjpwlqOHThhs2cQHD+uu+dEVy7oHF117cKxhOZNytWbrujUb19nwYxPmtLNWQw8G9sWhLxb/U+QAb+aTzcwZprrEiQ0/MdnFs3N4ru072LvurCfdvLP3fLPTj2Lys7bvRmJjTe8g2U69tYO05os7e8fcm9f0bM2DnlpXl+y28+M/9ok43Q/xyz6u3Qfs+dE7x7WHn31in4/9MDvLhRSfXvxyzI5/ejjl0tn8qG329Q13uin2xAvP3sy7axz4hsWewORfbPNVbs726Pi6Zs+3OpbrBlv/yC0dTHZ0zvyLT+cFsRz5F9eavpzoi30+g3ALP07FiUcxnNU2LOcZq/sgnWcqDH6wxcZfTPXEL4yu+dIVk78felzXg3iyJezj2j0oDl34zuI54kRXPcKwX6xs7dHNWPb4OnrtyKYeiRNXGA7X2XUNF16cO8fTfj7W9tmrB2kPF3rXxasGzvlkz3f60Oebng/fcOIPPyn/5pzeujrASOB7DuUfnjcczWE8+Mye07N35E+XiEearzjLxdzywyW7zsWrnnjA52+Pni9xDcOZTb578/Efes+f8MLJtrjVBXa5F6P4zmcceHIk1vzjJaajWNvoJf9cfqeqoP1KRwAHvXeCvfsNVyIOenaELfFOuH3XCLv2MSKZxTVI3jm6iUkYcIspMcKWjq2YMNlb2+tBQMeHrp+OcCBs8RCz64prD36FhiMG23R8YKsJPZuaCwcHe/zglTsuPtLkS0+yKfd5TccHPnGm66d6fMKJc9jlztbRoIWvJjji5oDtoHOmm9z9REafWJ/8+OChJuorFju1kYdr+wS2PTr8Wjvjjl81YVte9GFkC4Nts8W2/OVTHsWwJ5844KeWOIZdTeCyI/bNrXj82eIDL6GTDx2/YpQ/O/728REXRnb2xYTjXI70dOLS52/ftZhJWHLXC/nJR1wHfXzCx4M+bBj8xOwTKbqw+bPlR9jCdl0/m6Fi2qNzFheG3Il87BH//Rvz6q+M6Al7tjiyo4+LvZl/Ockdf7Y4OLuGwyY+8NUVRtzo4JOw+RA2uKeH65j5xAGGOplNNnEOZ94n9vDEsX3n4uItBsk2LmwmNm6uO+w7YPsUTA3FImFMf1zZqDcfvvFnT0/CtWan5vWRfbbsi8dHrDOfuMJQs+yyjZ9zctbW/UkH27NWfLPkHBdnAgfH+hYunQOOOnb/lKs8HfKhY+uMtyMcdWhOisXH2rma8E9mPnTFkI89tnTOsPFwrp94yI99seJIb87ZOuhxccgTpsMe2/LMhl5+zWxcyoc9jq7t5YdLuvKJexzY86V3ELr04lbz9qoVDD0i8NkVk86+g7085UHix6daxZO9mHpEF8Z2fME/P0zlMEAMQB8Fu/Yu0U9xPmpDxuGdqj16H/cTP0XT2efvI1VrA23Q7fn4zcdqCNKxY0Nnjw09H4ePcJ0V1jtk++L56BAGbuI60/clM7j8CF0x+TvE9KW0eMEm5SOeHOPBX8x48Cew/eSnZr2btg5HLNhwxILBzrUzHHnLU1Nd427Px7308pSjPX76gI84+Mib3u+6xSBi2sPDlzf7hKN8+cOupnGUi765oeIojhgOXOizl3+YdDjCgG1tr5/GnXEn1QBHOrnChmGP3hcTxSL0dPbKtxlkI085sRFX3Qke8NWWDh826sGeLcx6rT/s6pu4+gHDjS6WPX5+PSl/9aFvT/2qFVvcYNDDYy8mDNfqxReH6mUfNikfWPUNhmt+8jFD8Olh2nPIBy4b2Hg4wqZj31mebOHSW8Pw6x7YYcTPNXEtHmz5uq4e4qs37Hg529d3+uZNTHOg1uJZZ6sOeMPTT7bVrHjx7lw+7cPqvoKPqxysfaHVnpzTi6Hm/GCwhS3uzIceP/cgDA9vvvR89Zh9+bSnZ2rDhk4M2PUnPRz65tO1AxfYOJIwxHH/uJabvrCPY88V+/accZe7mPKHwQc/wk48GNblwwZvfubQ7NdPuvKpB7DhuD7zgd3z0Bq2WHzE46P3zvYcchFzzq2YdNUvLLbw1cQef3vqB99aLezJXy8d7NmKK46+4RS+fBzy4T9t4YbNnp8DF9hiytEeocen+ovZ/QPXIT88slWT9uizhwcfN/tww6arp9WYr3jw2cuznJ2JHL126nHc5YyLg8CrluLBI3K0tq8mceYvNlv9yZeuGLC75geLrYNePs4O94QaW9dP/GHwTU+XXr3jZw3vf5Xv36ofXoL5SwmAH3zwwf7P0ntA+K7O/f39JshFUb0b9I7VXwL4voC/ZvAw8IVPxA2Mn4j+9a9/beKvry8asvE7an8K7Nv14vlioL94+Oijj3axxdEwduy9s9QAvPqegRc0Mf2FiwL68p+HguHyU7X/r59i+bKzvzIQW5H9NYOC+WIabO9EXfuLA+9s/WTjLwr89zfk6MEkDp4ajhNs4otxXmzU4M0339w5aIrc/PWBLyMb7v7fVOz8hQI8QyVP8dywmu13t/zs+b2v4SXs1RBPX1zE1SeJclM39r4ELU8D6J21tbPvwIlZvnLye2wPHHWTvzq4ZquGal9Mc6A//jri7u5u24ipHvLsLzjUSU/0Qc7laY2vWrlBYePur570x6zgxM8LqTzNjv+YHF5qoy/6Zg5910CNPv74490PM+EnL3yaPbZmT87lI09/mYRPcygvsejFwaE49PpDry7iqIkXXt9LcD94OMgJnppY+3Kj+8GcmAn/r0cilnzYwvHXNmZVTd0H/jzefIqJq5zUzUyosf7ovVqJK/6soXrjia//Aapa6bO/mKIzl3IwE/T+Gsvs6Zl8cGJjJuj9FZN6qiFsPYD/3Xff7R7KB7bZk6t89A+2tT/5V0M4chFXL+Tmnum+Mq96IiZsNYHBlrgv9NusuJ/U4r333tt4sJtVHP0vmfDHu59U1Utu/Oypf28QPVf0R93dP+7THv76iZv85ePeM2NiyleuzYTYng2eTXJ238pTTNh6Vb5imnF1k4eY+oMbbLzVVkzPC3PcjOsp7mrFT230RGwvHH/4wx+e/eMf/9h9lE9czRg8+ZhJM6YnZkoPcfXMhIkfXDZ0RD6///3vdx/sqYka97z85z//uevm/wsnDv5q4dmsZq71UD6eJ+4PceRq9mY+7m+89JuN/yaXufT88MOhZ4d7TH/kDBtvzyKzAJuN/riX5WztXpJzz2BnzzQvyJ61eOiD/1xF9xVsePat3VfmwHPX2v+axf3TPInLXr+9Xpk996+a4eqZpQ5mQj5qiBNM+cizGRfDfaGe6gQHNo5mDHd9UyPzYV+/3Tcw5MMOJ88X89brknzMhDmEgYMZNjPVRd1wFJMNrmz0xz1iJswSbDzVR75qbS48U/VQHDPG1kzI0xybW3prM6KH8lQ7vWomxBVTvOpmJsy8fOTM1tozTX1wEd/7F/jNtdzKB2f50MkPd7H1FW981d49Ch9H2Hr1UlmGP5LViIc1JA9rEB6sV6P3sQI9rBeFh1XsJ8fUs7fvzH8V4kf4q9kPa5BvGPD5rAfQw0r0pue4BvFhFeRh3Yhb33nddA/rxW1ji0XwgLuKfeMMF/4auo1dLvSwVhMe1rBt7HiIuR4ot3jsxGCH+ymrGQ/rgXiLWQ1Wwx7WEDzBhrFu9J0XnDWce18+cPhOjutF+mHdtFtXXZ3Xw+WGnR5PeVYj+LDUdA2Yy30dP/2phnvz8R85rgfCzTaO8sGfiBnP58+f73y6toe3mLhMvd6sm2T3Ck5c1wvObSbYl5N501dCR/RHzGzCF3PdMNtm/kNvLorVWT74wJmHmGF21h8ci4kDHD1bD4Zt355z+ah18eRx1R9c1wPyFtO1uGZHnye3sOVpDZvoizlZL8D7ev4jnzjA5cf++aph88beWp5wqnmzwrY5LGZ9wDNcOr7ysc6frnwmN2tzaN7YE/zgffbZZw9/+ctfNsbeWP/AU0P8i+nMt+fEzNV9qYZsSJzMoGcT/Tzcmz2b6HFxqPeMSee+EvMU+biH8neWv/qFHa4zDH2zxl2O7Oknhn0crvIx4w6+9cfajPdsCl8NPGvp6RzFZJ+uszw9J9hkay0fuZ7Cdt5XbHHyPLB2yMtZPp61rkn76jTvN3t4i3nOG5+ewfj1vMJ7vYF5Mlf2zbiY8SgnMa9er9QbVvZx7b465229kXxiCx82jnzzL5/z9Uoc/M6Y9FfPNz3oGcRGPJxmDek65CMmW0f8u3/iF87zde+ziTu9PrjHs9EfM+u+EteahK+X6g4jHs7xTs9H3mqbnT047ilcTqGHjaODLR8YeFiTuK43YTceYfM3t64dbPUH7/M5ccY/ry9//bcA97tv78ZWgNs7NO/4XJ/i3Rsfe/0056dN72ZXwNN8/6TCbmKtQm77qctxFWn/9CqGWBPTWixn75DFXDfd5hEvOPbzS7+Ktu3Pd57sxHT4yQc+n3KLV2ecZ+5s+dLxnQJjPcw2lzUAm7Ozn+LVgD2b4tnDp2u46pBY2+fnuKofnbqsB9gNu1rCP0XO4hXHTw/W+Zz2MOIsVhzWQ36btucChn29yq6+2LdmrzfVkf4UdRBXzuwc5XjawpQ7W/Gd4Ysv11PKNS72my0+/B18cWBP7OFRPvmzswejve3w+I9ciD3+reOxFeOf9UC88ccDth7BEeOUcIrtzM68Vbt8YE2ubPmvh9M+rOXj3E+Y8dc3e3zownbNFtdsi+cMS+/CnXtX62YDPq4EPo71Bpe4s2Eb94nZbOJlHRc2XVtXk9blhPcp/MyFmHBhqjcM/E5ZD+29B5OvM18Y5ZeP/TMfOvYOazHE7GwdNh0b96YzfsWzd8YT1373Wv0Tq3sobp3da+aRzLrC4SOuIyk+2/jREeds63Ec6Js3z1SfNrDvecXOJ0hXgj9btalWxT/t4+tcndk6YEzOsObznT1dUkxn+aj31euVe9NrQjL90nW2pz9qS8RTl6vZbJ8NbqT7Dk613huP/6Qrf5zda/CbF+dmnN4anto0V80E2Jflw97+zMf1zHHyC4ufnJzZ6s+sfT7sO+Tk4OPomq1rz1qfOFYrfq+SyzdVABQGMesAJUl3Cj377BAjbOlPYV8zsjVAGnWFb8AIfEnx6SFPT1cBrdmFaz97ca2zYYcf3Tw0gq19fPJ5UT64nPkYVDdL/hO/m6gHQnHgEPFxhOmMo/wIH/blD9c1O7HwPoWOvUGHXT7wizl9ihfnfOjFOQX++YChYwtjCq5wys3gnvmwrzYeUKfUHzbVJV5dT5+ZT7XyQDNXanZKMdmWO7tZK3nRyUM/iVxc2xNTDaxxswcr7BlTHHr7jkQuM2Z6ePTyJ/wJPuKeIk8+5W6NW1yzxxVPGHjEmx6XahVW+RQ/HLzWT377MlsX4l3lQxe2WK8S3B3i4ysGbBynvzVuHoykPTox5UkHxzwQvayuru074LPnW77i4XEKO5wc+DmIHK/sxYdVreCzK584dL7Kh72DLxy2xFzRdU3XGh/rmU99YJfAhVm92Vs7vIE6RW3Vi8SHLS7VVtyOZiVbejHrT/rmx/UU9Z0zFDfn05YfbPcELvazkftV/rDrD388xKwudKRa1n/PWwIfhqN41bOZ4puwEa8fguUhHp+r5wfOcMxwOPwdYp7C1l4inziKdUrPj7DZVivruMEpdzhiNIv0fGDQ8bO+ygdn9+F8Y8YW/uQdT/bp4Vrr7dmf7MWMQzMCwyFO3MVz3cyWSzgvOv9kGf7oVRJYP20g6ajYkvU7yCn22PvdbiSRQZLMd6iuFRhRhwKED2Niw9AIOH4KIXREnLjQSWMWvZgVwvcS/F6ULV968d3Q3tAZyGxxEtPvhemIwYEvpt8/T9Ektmz4dsYdtvzCptPsfqpK72x45V8+YjQYcOJC78FaPq5xE1cNDaN1udqXZ9g4sqm2s+Zs5YizmNVKbNh4w3YdH/Z637WzGPpcrXBx0BH1ri6u6U/e7NWE3gGXTq7qkr084OFa32Amcw7DqA/mRD5T1ApvOTQX/HBsJuIhJrv6XB/i3Q3Jjg/edLM/YYcRRz7N+OQnngOOGsJyPfsz7es9PPbEulpZ11P8XMu7uriWj9z5hwFHTHZ6UU3whw2jvrC1D6eZoCPNOIwEhv/rvXp+tf4nrnFxXR/Ywqxe7sOeQWpD34ybW7YOgp+1/stPTuzxEys9nDkr7IrJT0zfWZkiH1J/2JFqWC5buf6Rjzqxlx8RQ+97rpQjLuzPfOgJHLYOEjY9THPi3Kyww0dcucnnfB7gD8d8xr0c+fes3QHXP+YNv2pavTyzYMOgg4s3TuybaTjWYsznCo7s4c55c622bKufGLitX0XteasuYes/DAc7fOjIy/KJYzXJds4bvOrNDhd+am72i4erHMUOxx7Re7pqxVaM8txGj//AUBf21VpNxOSnb1N6vYLHJp96zNeBC3/YMNjKi84eLr2mwKifYsGOO38czTI7BwwxzETPg/ZmPmzgOsOxhjNFrfRRPLjlVY/pZz71QT72YBI4za1rOdLxFZMd+1fJ5X9SgdP63fouhKJJXMGJL401oN6oSBR5X47zZVA3lAMh+3wNu7Vm0q/fgW6ChoAt4gj7Ap8CK66bAS79+r3mbh4OMBTdHmzNptNgXOBZ4+IjbnYKvX7vvM+K4uM8uIrqi22+nMamfMTxkbzccYMnprNY9PA0J2yx5SMmH01Yv3feceSDK738fXkTPz7wnMWEqalw2eInphwMjdzY4Y6rfQ1Pj4vc6o81Xz6+sOmLjK7Z42EfvprPfGDLVz7WbGDqsVzUMHtr/cFbHvKEbU589O4LvXjSw3TIWX3wkCedfoddTLmZFTwIvdrAU2d61/DCMLe+DAkXRxh6KQdzKGc+eMN2ZgMPhhrSs5VPHOnhiMkOhn06+ftCL1tcCDx1cIPTiy8/daGLl37oJ3s9lhsMejnIWX/UDw5RVzF90VPdcIFhjade1Xt6tj0UYYghB/PZvOEHR1xr/RG//ohZDXFpDuVT32DTVyvY8MJVL7xwocNXjZz5stczdnj739Tg6v/910yItb6bsvnxpZcLH1zwtsYRBj7W+immOPipsTV78ctnfa9kz4Q+l4+Y+qxnMIsprpieB/xxb19MerZwiNzlA7t85OB5IHdx+KkZ0Te9F4ceb/3AFzbcZr9ZobfPRywxcTJz9NXWl3jVpJhsq2F9g08vtjh4w7B233geiKOf6dXI/eMcttqwU9t+EFQr+cjVGhd2ZkxMZ3HoYdsrHzUz4/T84XRfqRve4un3+g7S7TVFzdnD5otL/WmW1FE+9Qee3quh+1M9+YvffWUvjuL68rU32tZqp6588DJv8hIHb/vsxIRdfzwPxIDNBm/rnk3qwabY6/tA+3WMXj31B544akiHQ32Tb/moqwOefX1jz9dans24uohpv5jyElc+9PLBnb+YpNcOcwFDDQhsfahW8lQDeaohO/njtb4LtnPymhKGPPSej9qWM3sYPWv1hw17z4/mDb6YDmt62GZHPjD4uCdwJ2ryMnn6OeqjpaJJklRAgSSnaDVeMQUn9jVGcZFj41BYpNgpsDMb+gbCmq+YfCUDm79krelcW1cEXBSNv6LBK4Y1WzbiW8dFrPNaDnQOseQDI05w+Tvoy6dcwg6Xn9hsa5jc2MMqHzr77Btq+3yrg7r3gOrG6yY2PDDwwcEaVr7iyZd/fShmNTrz4Y8TKW+1jxM88RzW8Jz5yb9rXPHAQQ7WeNPjApuer7PrbjpYYrIVx5ovGzi4EHbypmuPPn5i82VH2DjKR2yHfMORg/14lRMu6g3TgxZm+PLBrzlQA354maUwrKubNS58YRM8is8Xjv6IA5uvNR+Cp9o5w6hu5U8PTy7ZFlN8As86rnHhB1sseLDdb9ZyZW8fPzbW+Jo1D9Fqq1ZiyA22fbk46PGCnR6GGPyJ/ezp6h88MfHEBbYze2sY/KzjVy3wF5vwce9VI1ys+akLO/tmU65i2ucHj+AkFk6Enm28neVVvriVY/mIW+7FcZaPec+nHHBo7Vw+YuEdBv+ZD329FE+efODXVz7WzuybFX7iyJO9azb5xyneatWbEn5qxqf68yuOfXFg8GtOs6nerquxvogFg+Bl7SyOuuHHFyZfc6ZezbUaiOWQEz0u9OydcYJjzca656FY9A5+fMqz3jrTe35Y41g+/K3pcDRn7p94q0n5tJZrfGHCJtnh0SEf+jiUj/pYq4X43Sflbo/faS9/eueeB3jBYOtQYzr9CYM9vTzl5qhXOPJjY42TvsqrmorFxj678rfvmn1zU3/0rZmkY1u+9PDUAUf5q72YeMFjywdvwueVsgj+SFZx9l8fLKK3b++vAPsb8b4hv4Bvf1HBeZHdf5HDLzvrRez2rXx64rwGZv/VRzq2MPzlyUpur9muZPchZhI+butm3bb8ifMqwu2vdKbPesd5sxXLActfCIgjJ1Ju5ckGrrOYq/A3HPb0a3Ce5EPnWO+gty27RH7+einMbPHxVxnxYl8+azif2NurhvhOrPIUh9hbQ/LwfP3VxMyRfg3UjaNrgo++rYG9caezL2Z2zvRq5y9B8E7sreG+/XVIevZw7Z046qq+4VYHMzH7A0Me65OTHd91ucKVv3164iwfNZy1smYLOy5hr5+envjT46PP8csWb/bpi2k25cpOjPKZc8U2PzOBU0LPHw5/OIQej4lTDHq9dp09TH915JovoYOptmTa6oF6pefj0GO58osnvdzXQ+emC9ssF7P8nZvPMNjom/5UI3v0f/3rXx/+/Oc/3/jhJOa8r9h1mAkSNlvc1JCwoyPiNYfs08vHM6RrZ37lGYYzvvUhe3r+YmYbBt76k4Sh9+nZ4gN71jAfNZz50MNxL8snX3pr9e6+ytbZX101K2I5YOvzxKBnh/uZDx5mNFz7DhiwpsjrP+svKN2rs1au2ZOphyvm5GItJmzr4jmrVTFxhuXsL9TEsCZszUT3hOuwmomus+/5vgEeMfiZCWdHgrd+0uHgsO5Zm469da+RYdCJj1952LOmF5OUD515e76e7xPD2jy4Z4vZvho2bxts/cMmbLpsmwk6NvRirjeUu29xbH8+a8OwJ2a9p8/PMwhuvbNm575i12Fff3DkG7azHPU0HQxHc1itigmbZG/tHtFnucXFvmdKzxt704fflVx+UrUI7Y/UVlP2OzTvhJfzfie6Etvrfmpju0jsd3newa2g+2C/Er29+5t6uGv49hs+/sn9+u+irGbf3hXSw/GufSW0cZ35rMLvnxRw8y6SnqwBu2HHOT1sOvb4ryLvjzDx751oPms4nuQipny8sy13tvJiWz540JPVjJ0Pm2yd/SoF/4QPLqup+ycZ+uqi3vDFDBuen5Jg4F08+2prnz0Ma3ZreC/zwfHMRy5ryJ7ExGndGLsG5QJffHo1FMtB+BeTHW4EtjzjzN5+MwGPLv6w7ZNsndWErT0fNcPXm/UicsuHjzhmonzY8+eLR30rJ3HVRD8IXPbyM4f848MWhjxJ/GDh4qDzE1Y1psvfma1jPRj2eWKIKf98s2e7Hhh7VvDjLx81MaMkW3q8YbGTlxgE9/JzZstfTMK+s5o41JodDPvmkO+UYtKH232qz9b4haEm7k367IubDXsHbPzMtPjlyV6e3VfFto93eHxgqpWZIDDTewapQddsHWquD/Rq2FnMeMcFbvPJl7CnP7Fheh7MZ1N86idf2A548qFLT6eu9T5/+z0nrNXE2Sy4T5wJDmY0HP6ErYPec4jEgV7f3FvZsCNqMutvX6z0bPKBp7ZEXBh0sN2bdA46Pmpir17QE3pSjnzU9Pn67x3xY8/WYUbUhd5RXPXTo66zN2/4xy0/fYA19dZ+vdQcxh02PiSdNd71Xjw87cOWC7w4uu45YebiAbtnKnvCFq6+wWML33750Lkuhv6wybZ195trB454rDcnN77V3Rw66g9s90v3eNj1A+8w8WY/++OamE+54MKX3gGvmWDX842erRrIP+Eza1tO+ts9zrZ8YIvLT83/G7l8U4WE3y0CkgAp8a7tsevwO1fiWkLOSPhdcesK6XfzHs7simHtu00RD4MP+2ztO9KLac91cZwTtuknprXC+c6ChpFwcPJ73l4M7cEQw++hSbjqQtdDiR1/WLCdHSQeakLHl/SmoC+8VhP2cO1PHV+/P8aHsKs/7KsPfRh+D21NyssZl2pXjDC28fqnHNSk3GDxc10trNM7sy9HmHDUSj+J63III11nfrA62Ltx1Fb/+BUXrnxOEbN5Cw++GS93N5UYJIw4lKcZ55+PfTHlOW1blxPMdGHTJfZwUSsc8hMHb+fEPt2sLX8+fS9HPcqTH47ViN4hX9/rK2f+cYRP8qGHYeas88Erbmwdrp2ridqzl5uHv2v7OBB7dOF0jovrudZz9nQznrUZxx2mfBz8cedH6AgMwtZecfGe3MLRH3bx5YsDvXMxnXFIz7/9uPEVz5666Fu87BGxYOACM3726GA66OXufrDO1l7c0xfD9XwesBXv7ItYbHGs9/GxB09O8XDN1n0Cq3j2Sc+afbH+wdXBjr3DNalWcXdmp2/6GWb7Ztl84RdeXGCGbY8vjvTWjnDsxynb+pNNePoDN25w+OCYr1ys8apW7IqtJtUUTnv0YbO155otG2v5xWnmI2Z2PW/iwEc+/OPg7JmqhvSOBL56w4NRXuYBDmFPz1bujvKAba/nB3vXncudfT725rMJvj1+5Vk8+cz7pFqZZxzhE/6JPpAZD17PVOvw5cTeMesS1tX58q//GPoJBNkKjpwA3slrlIey4kkKAdcViJ1rpB0KmsDzTtQZ0fzZeWepmPQw2Fm7WRoOdpKzr3DdYPSwnB38nEl8Klb+Bsk7ZV/gxsd+e96d9sLAn168ic3eNT0b64nhXTLesB0ER7WtgXjao5dnD6/sxbVXDa3FgD1t2bOtVuz0g454d+6/XE6f4JsdTMKe3llODkLnJ0dDTfiJSa+O+KmDfIi1n068UWQDp9j2zE5529NrOsLegX8PSraztjNP/vjiIWYvjNWknNjBhE3kg3e528cNjr45s6fn07U1H7b64CzPmU91zQcGHd5iuo4fLFzcb2zg2yOw7cfbnntLnr4c7xoW6X5hT5+w1xdYcAgfejVPL7ZauTZbxDXxExtbdeEbRzHFo3Mu3/LnL5fsYbMtH3au+TXjxfziiy82xy+//HJjwHGwrT7yyh4X/FzHBfeZj/WsD9u42PNTdg/jaiVWz71ZV7y7x8OUD4GrXtNevdk5EtjuTc898fjRsTEr3U+uyxtPtWKLA/v6wE7M9sRk45h7nrX+oKOY2XdfwWAvFnzn7s84immP3pk4w0inHmGJ6T6B65APYTPzoROP1F8Y7MQuD9yLK0/X7NJZe77Lk9/crxfpxBKTXXnSwZJn/GCywas82amvfOx7vutnvYGLc7UoZlgzJh0/8+ZNC58kLvPZxJ6N1yt54oBbteLbDFmHgUN1El/Mmaf9+NrHn401P7k75psfXJo3/uxhWMMuJru4sFdvvNWYPT/XYtZrPp5B4vvwJZn5hMlGLPzsy7/8rNXWs1YMejbiOnApR3q2zmoevuuXyeVf/xkCf5HigaGx6/fVt48R/YWehw4CPrb2cM/ef/reryV8/ImstY9ZvRDTeXgg7CNZCcOB0cdu/pPwkmXjVypwFb2/XIMFk86xvg+1m+pjS3r21gbMT26wPSQ1xF+eVLD1O+/NW+H9J/PZEnnKJ2xDKiYcDbAnTth4q8P9+pWBF0W18pGo+PJfv8/fMfHycTssuflP7BsMcWCrs3rIWUw50GuetaOYYfSrNUMivjyJmL2wyAcv+P5T/v7XH/zX76V3bD58/dQqLw+9ONnTNzzkOWtY7w25GpoVtm4c+dt31k//mwPxXcNWBw869nhUQ/tqjDveuLih/G8+Guj6g4uY3jzBxhE2H/mbQ7jmjS0/eauhOdQfseRuJvDFRc7W/RUqG7zkqT//WX9J5I2MOGISeHz9JV4zriZs3ZBiWsMgzYS1HuqPmTDjsPlUCzxxpDcD9Yef3MRkK1czZq6dzQ0ucjaHathDhF4MufkrJQ9F/nJQK3MgltrqVTHVUA3gNBNqh18PPvH7dZA89ZgPe7Ohvmph3swAbPvNnhdccWDo5zfffLNr88c//nHnwx5HvD075CofNYRjxsU0E/SEj7U88RBXffDGhx5vdu4lcyUGHLVthujZygNHsT0PxHQvq7U87FuLxV4t6fWYn7y8eODU89Bf4nl2sCmf+mN+5Kc/RK/gqCF/cdiKKQdczIdrc+hZa6bdQ/KUv/j+NyzqrW7yxEvdPCfxFrM8zaG1mRBTTmoET+zygU2vJuZOPmzNPg7+0toPsGLFSxy9MOOw65veyE0f6ORtzuTGX73qpzhmohnHVTy8Pd/liRe9HPWIveehmqktDHjuDbWa/Ymr+WAD1wy5r/BTg2zMBL1nkB6okVnhY+15CNuhRu4xMeVjnw+u7h/58MWbDe5e89Kzp6tvfmhWaxzVyr789G3mo95q4P6FjbM4ZhwP+bBnYz7E1B/9pcdFf+DIRw5qKB/7etWzVnx69VY/a/zYEDHn+wn3vvjs/S/D6o+amA8HLjMfM4GTfPBo3mDgYV7YyNF6PmvlL0c1cB+ICVsfcO15IKYZIXr/Mvn+x9bDgpPiGhhEDYik6D3IERXQnrNgbkSkDbA1W3uSNaRuJnZuQDeSNw/2OxsC8RRYbAOvCXzYwINroGZMHMSUNL0DljhiWpM+7mYPGy5M3MRlbyjp5MpefHtiekDJJR91YAfPULMpTxzow7DnWkw+hpxtPOkc1RVvNjjxUZOwxYevRjBx1B8Cgy/O+MqHrb7A4Fs+YrtpPHzsNTTw2NmHTw/LWh/EZU/Y4ShP+2KpLXs3hvj0DrgO/uoIAx7OYhlqObJRW9jW4p/9URMvHmKzE1Ns9m4QerPiWk1xIXjAE48fDDo26Zw9KPQsH/7szZnc1JgPfLOsvvzKh17/YODl/1vFn6gJXxyt+cHEtxz0k94DoP7wtcbXA82+Qz50c7+4alt/nNlny15M13jjhIdDf9jLU250PRz1zYNHPvBcd6gbHaGDoVfpYeGkz3KVj1rhoMbW8oEtJgz+7M3EXNOxwQUmW72ob/bEZ0fCsBZbf5wd8qxW/Lu3YJNZZ9z0kw6f6m82cBDHC4PYDjV2WJPyF5M/vXgOc179ignTnnxguyauza+4XeMG31w5y4293qqxmPwcPSPsq7t4fNRZPLH42DMP9unkIiY9+3pSDdnYV0fYOODlzJef+GYcvvu1e9IcepYQs8KeTX2AARt3cYrJpj7ANm/Onm/Zs0kvH7Fwh4Wrffh8wq4/+hmXnk3qAdtZD8vHa4F6q439auBehkePtz0xxWNjDRtv9aom6mXeqrV64Uz0mb03EXKwFtuan7q5r8583Cc9s4spj54D4uMjprN60c19b27EoIclH3Hwo7cWX86wrdXJnphq7ZCnfKzLXe/FIvXHntcIeGc+7OWtjmpLxMRLTL7z/YSYeLChJ3AdhJ89R3Oljq7l+yq5fFPFKfJAkHVG3hlRghgxGG5EhaHjy64XSmv7iSQJkg0I0gpTEWqqBy//cOmJRisuid9sDL3h4k8vVsNb8/BsGO1bi9UDHka5Wotnjw3bBB5+p96+vO0V083lgS6PeLGjd+0gakH41UzxxUivdq7Tuwlcs4cDQ476g296OpzKhc/sDzv78OqPmOziDdt+evb8qhdOvWiyoWffTReW/Oj1BgbBhY6Nc9jV3BzKr9rIp2sPP2t4DoIzG/zCoA+b/czTHh17vvJwWPOxB8c6PLZ442YtNjuHdRydq5EaypFOjg4xkjizmf0xP+oozuyDWOoev3Bcw1YvZyIf1/bqhXzMCtx82FurT31xLp8w+KgFW3MlD7j4wCVsy6ne0PNl42imrWHlW53xJvCrV7awxSAe8q4d5YxLYo2fGLi0Fkd+rtPD1zM49OH1Qtl1fcXBHBA6McqlPGb+HuIw1GHGpOPn7BBb353ZOjeT1QVXuVXn7OCYG7zYWIuFa9j6xo6Pgz7xQixetaGHIz6f8qLPFzY9P3H5imk/jvZ8isMWZ3hEbeUKuxz5ucZLbLPi3L1ZT9k54MFnHxfY7O3TOcPoHF9cE/HtO6aev2t6fRYP9ny+i89O/s1CcZ3TieVe5l+9mgU5l2d47D3rCJ/mTQ0SPoTP5O165gOfONPbV4diVnPncOx7wyEHR/NWD9i2B8d1+cAQo3o1Z9XeMyiObOsXbLb24hHvaSOWWS6+czPEzjWb+oafeYOPk7liZ108ZzqxXyXfV/OwEtAbIo1yACf0Bv0UNj4arCH2+SAruVPs8YkgO75+GqY/xQ0ttsTsx6MXluJKmk5MayJGPPgWy57myfMUdunDxrkb/cq+fOGLiSN8xyk+WqxB8YkzP00neMgHl+xgO3CBjV+54qBWp8Dx4CqmGPDo850+9LDYdYgp3lU/mwm2/KqFn9oI3wRfHNnIs3rBcLDFiZ29MPJ3tl+eYsLh5422T3FOYR92e/zko46nsLUPE09c8Kje9oizn2L1k526lZM6uSbih3WVjzzl4wwz/DA3yPhHjuIm7HGU/4vyqc7FwM1c8cUtgQO7vNvHG0fX9pzrw/SHI4aauF+LR8+Pzyn1B+Z/I+zDEdshjv44n4K72Oycif442MvZ2p6f+utR9nipLdsOe0TMU/QABj/z4MzeXF31R60mDnt89AG3KXBwkT+7znpTf9LhisfE4E/vWYuPvXTyb2ZnTFzmPWGPD85X9nTVGcfW+Mlf/Cn0cWZrH4a4xLU6ErmfIgf3BAy8yom/2p4CGw+2xFnc+nbaw8XBIR8HH/ePvVPMEDzxex6I6YDBl56NHotrz3X4+sbfdT7i6MMpfP2aFS5bYg0X5inlw6Z41vqQ//SpP3Tw2OLtsHaoOV81Yc+untk3K3pXPWCJfZUPfnBObLZXz/fqGnd+4vgVo71Teu7hXI1hx48PbjDYypNcYZ3Yri+/U4UcYt5ZejD2ZqYB8k5uigJ6x+2dnsAVGA5ycKZIxDvH86HLhq098QkMcb2LJfSua1jvjOkd9HT4VGT8FA1vfBI88fWO35rAoMMDhlj26PM98zG8YmYnrhxde0cdVxjw4PhpBq8wrR399IULfwdbZxKGGH1KoY5w7bHDBa7ruKgpHHq6DphnP3HHmQ9ObNWETj5x4UvEVhN29sRVE7z8FO46LmwmBj78xdFj/g529M74zZhs5YgPGwI/X3WZUu/p2Ex+eoznFJj0hL14hF99du1B4ZptfVYn9mHAxpNOLtZ8CDyHPXbNGx3bjrM/9unYNz+4uO6+2gEe/2me4bEXz8EWn2pSPH2YNWELo5/Aqwn7eMNJ8GNjJvg2c/RwznzMipjwJo7/ojqd/6J6ebqGod5TR18+4rSnD+ptjw4v/njhTl8tnO17HuDR9axtuYUhbp8YlD+/nhHsiQd2PGaO+agJfsWFEb9ygUWPsz1c7eHAD74zPV38caHj3+F66tnbU6+zPzhWP/EcaoIDKdd9sf6x1z0ernqJ6RPEONhzwDG7hA1bNgS2nNjhhodrPmzkSE9njz/djOETFfoEfjj0sMtLvPLK3vNQbcOo9/EWiz/BhZ1nkH1cSLnKs5j2xHPgA4cd/OzKky6Msz/4waAv73LEp9fOTWT9435jjzN717DFdIQRb3z1E191rr7W8mRPBwOuePaIGPEuJh1+uDl3/xS3fM764aFOZ/7448cfNlxrHMTk55rgAl/MeoV7PNkT9u5Z8eJnBtrbixf888M7jGEgMEIKTARFrCEapnvZgPJrCJDib++UefPXIIlWiNN+DosYJC58FIfeuYbVZPsORedzCvtT8A5L3taEbcMyfcqTbSLvF9nDw4k93rjClafrdM6EvTUfQ+ishvDp08G74oeL+hL2/OLWoOzNx3/KJ3tnGHF+NLudshcbV4fhpC+HjMWtN9ZxD0OM6XPeQHDEkQ9O/BJxYZ+CC1z2hI11NTjt7Tn4sC1vtUonFhsvIHJoTmCyKX/Ybnp6NlczSC8fezDJjLkV4x/xYLJRKxyrQ/7DfO/BdrDlw14dxZ6Cp9zYwO++tHYQumo3562+sYPrXL7WfHpozZjNcjnMvat1L9jxCVv8yYevvfK0VjsiZvHwUpdy9yY8zGrrLKdsravpBhz/hNsMFQ+/6jHMb/cAnuIQvmK9KJ/0egEXH4d1/XHNDs4UNs1se+V71R8Y9nHn64jflT1dPuKK4YgrfwKTsI0nm2KF3axn33k7P/rDxylsM8zufEPBh139q+/8Juewnc2KPcKuuvKFNUXMZgUHtoSdfOyXIz0b18787IfPPn26M17YzrO+5eJeOWXmY8+86i3/+E6feoMbPsS62TFLrkl81YkOJukep6s+YnavbKPHf+jglHPYtos/7dVkcrQWw/mqXvP9BBz42VrLC3+c+Vvj5Ox4lfzw4+WwVIi+Af/GG2/svwgRTBD6N998cxPxKyUiMP0vf/nL/ZGbd3iI9ysn9j6e9ALkp11/leCnB1/usya+YOYvHhRSnD629U6Y/v33398fZfsozqC40XxZbsZk69eQuL7zzjv7rxasfenNXx05O3DVUDj+KgBXRfNXCXSKyoZODvJxc+Lv40fYM5//W39xAEM+/oJA4eXjrw9++tOf7j0fRWq0/P2liPwNo4/hxVRz+fzqV7/aOcjTl/v6yyF9EIcP31lDOagbjnLAww2JC176wwYe/mqrDtby+8UvfrHjqCl+clOft956a9dePXwpVg1h84UnT1/089c+amLg5aMPYrDBQ964q4m8fDz87rvvPru/v997fnpVb2dfJuWHM+56/9prr+3c2KSXvzmBJQ96/dF/n47hoW8w1VUOd3d3T/rjLzv0h41a6QO+/gLq7bff3vmpD/5y8lcwH3300f5IuC+HiucjYl++9Jck+iNPuamlevnrGBiw9VOOcmMvB3NmrX84467e6kn/4Ycf7nri0vyKaQ70io+fpvRe7mzkLKZreeqPfuGLh7iw9Zi/fNRBLfXI/WZfTenlg997772345gVMdXNF2blqsfqLDezIi8ccLF2L6qF3uubfNRVPG9k3Mv6zRZHXOCxdf+4R9jfLy7uB3vy0XsPRXxhd1/J3a9R1PPXv/715m1PPvqgHmbf/ShPs6z3+mP+1VMMeYqpVqQaWouJE35iqRGeruVjZsVUbzozZubUip0+m3f3r2t6+cDERT5qLaZ81MK9pQ/iwVRv8yCOPuNkdtjjbR7MJL04ZlV/egaaoZ57+llMMzH75tmEn7qJiRO88hFfLD1Uy2zUyaziIi+9Ekcf8DQTaiUfueHtDM9rh16pAV9c4eqRfHAxe3rl/jZj5k297flLvGaSb/lY//znP9/1a8bx4OeL4fb1A7ZnjfqZc7OibvrmuScefDHVUEy1lW9za370x7x/8MEHm6v7AraY/OQz500czw61kGf3rGeQmVUbc83XGsePP/5498T9pLawcfMs0zd51gevBdnojzh4z+eUORTXfKqVe1QOYlqbbXXRy/ogpv56ZtvXX3HkY070kD1ch/6oJ1Fz9YfPvvqIxc+8mQNc2cpn9gcXNST64/X39ddf3z13n6gFHM9DfeAP0z2rj/h6vsvBLLpP+itEOcjR8Sq5fFOlKEgBQuTucVitgRbAsGiCgx45Q6uQMBStJrnJ2LgJ4bgxFBA2G4U1WAqmmYrF3mHIFQO+m1YBFFrxHd1AkrUWA56CisVegRQdtpiEXi4OPh6adGLyE68c5KMJeNPNfPikF5O/+IaomPbpCS54iylP/m7gXkzUwdCL6aiGBhUG+24Qcejp2Kq93uHvgSQGWzHxFsONxU+t4t1fmFQ7dXKoifjWbl7YMO4eaygmXzUkZkJs2DjpJ9E/2M5uDPs/+9nP9h47gh9esOUppoeRGvLtRY09LrjrkX3ihi+2/uDNFg6Brz/Nm/jmST5epMUg8pEnDvizh0vE0zs1jKO4YuAtHr0HohxhwyNqZU9MsfQnffnISS3ZqhOpb/zo2bKBbU6qH0y2za1YdOLri7V5c5aTmaOng01ce5MVb/Mkdy8Q8tEfuYnpsK8W8q+28D2U1IkNPkRM/F3Lszm1xgW2HuPNTu3h25cXwYVO/uxxTy8u/mLaj5948nE/wqZ3VB/3D+HvhVNNxdQfnOWmF2KJX0yccVEX9yxbon5i0qt9cXBQE7nERQ7mF6ajmsFh0/w546zW1Y+tPHES01zgKiadfNz7fNl2L9vDly+OciX4i4EHLH5E7voRbzrXDjFgdy/LR+977sEKV11ds5EDHvUdBzjFVCvc5eNermdisnPoD57wiN7bF4Pg7Q2G2S4mvZjsmiv87MvFGfbsm/7BlL+Y1ZaNGa5m/PVBTLZqq1/2cROvmYBBX0z1aN7oqyE7zyYccFaT8uOjPuLJCTY+YsqDL79ilqeawSh/NQlb3/jdgzS1AABAAElEQVSpAR58zDj+nt09F73hZidO88aeDhb/7is6MWHLt3ucrzz1XAz4xNp8ys39SGBWF7Wdr78w6eQjZhzcP/jaDxsWvvJXG/eAfbNi5hxhi8kWD7YOtq+SyzdVyHsXjCSCAQEVnE7igiq6Rjvo7DmIaz4Kypa45lOzIszGGyVniRUTroHhRzSCr2v49mA0APas4dATdngTfrjgyEZT4x0XmOzZsju585s69uWU3vWMGW+6aiVH9uJY08O2Zo+Xg86ZbuZtLQ7e5V2t7FUXL4iw2cB2WBN8rOMdvr1qm841YR82bvT4wShPdvrJVw31lA1fRzXUq/TOjjD4ekgR6/LHuZjZ1n96+OUZd2cxs4cZhnX5iD8xmuXqZB82+3IXj56tMy7i0cOSu2t6ONbFZMNPntZsYLOBJUbY9Gxg0DnKMzv7fOuna72HK478CX21pYcDl8C1D4Pemq560ZdrdWEDm51Ys/fs7eMFwzkuYTvLoRxhOOj50MeNHT2BDY+tPBP2cY63XOJtz7U9Zwfc6ghzzop8xMxWHL7dV2z5OOjZZi8mvWtnMfAmeIRtr/6oq4OOvxniJ0/4zqR6sSP2YONJV3/CTqf31nDKE7/6l56NHOnLx55DLIIXDDo2k/fkUa3YTN7s+RJ6eGzgiyuf+kaHk/30fGGXT7WFK894lSfb7LPdwdc/4hWTH0zXxLl72ToMdnhnM/PHG9e4zf7AkCuxjwtb+moy9dblX0z1zZ6veHRJMcqTDWxnR/PG3hzypa8/055NNYSBizNdeYpH7NHjXKzW9Tg7+/bSh602dPbk6/rMx1648caFLRx+pDzDzg8+gUuHtxrwg0cfv234X/zz9Jftjw6RikgEBPAmxLUmuRbc4YXbmY5EEMkKjhwx6BqYng4eDAKHsJfg1M8E6eMYF4NeMXGgh01nLeYUeMWhz8cnJGzjQl9T482PzJjyjYufINhkD8O6mvC1T0/Yy0dMOmd1atjp+NJ3Q88bCFb79Hjwcah52DvY+geOGuKUnT21kms86NioSXb2iDhmolp0ZuejVXblCAN2tc0WRnXDkT5OalI9ne3BlA+bsNsTN9/wxVQvenmFgcesET2bZlwc9jAnb3nzw1tv/JqqejjnB6/55OMaj2xgEPgw4CVs6HGhz9a+WsnfXGfHRi/FIHwd8un+cR1O9tk508FWF7iwpp5vMa3Z4JGNuOLR4+2B5Zqts+PMh62aqDPpDJNfMV3HR8zydIZh30f81tmJp29qS+jbo7fWH77yZi++mIS+c/cmnX1xHGqlbtmypzcXzolYsJ3FIXwcuGQbP/uw88nPdX3mgwsMNZy8Wqs3HxK2nKsJDPriV1t9pif25DNztKdmsOVPymc+U+zHBTbbyZsPjnFgyya/akVvjUe82MCCoVb1kp6w84kKG5gw8hWTPqF38BUHZrZ4E3vp+fZ8DyM+zVI49uNNx7ee1zc24sEvT7pe9MOavOniTK9nPW9wkW+c4DqI/pQHm/TyscbP2Z66wc4mnbO64Mdezs7ypMeFjYO+e7w+0OFeDdkXm436yI+wJbM+1g6i9+LEsZzDrnb2YZc/X34EVrzFg0Ho4MOgL8befME/l3/9J5B35D42lCyhs6azV6IR9nFfenv0EqDj59qBPL1PwQjbyPo402EwKloY9BWLPb2P/NgWL470YsJwVgi86elmTB//wWYz9fjxTYcr/oZIzPIR03Ufl6bn5yNHe7i6jh89PiR8vPoonx4OTjhUk/z5qKuY/LKlnzUJWyz58IHJ3p41bDmFIzZ7ccu/2sCGIR86oid42AubHr6PjOmriX2+8OHQExj0OGZDZx8/9tZsCJs40uNuD19cZs3LS83Z4sUWho+A2ZYnW/vqgYt6u+bngM23mLjw76N99vZgw5xzFQ+84YcJ3x5+6dOxgQFLXHrCjl4N0zm7xsdB4qIH4hJ29EQ+sEg652ooD/blo17Vajutf8LgF4Z81KRa0dM5JnY51YPyL+633367fT755JMbb3zYySe7OOI382lfTDUguLBXK7Y4yEnvrNlVR3zDdm8S1/F23Xy25wwPtrzYO8TFB37+9ARGfRaT2JMjLnHuLB97bOkcMLN1Xe7xq2/0DvnAyb+47HGPN1siXnrX9u25T8qHni5+8ShGz6C4FCM9Xwd7Nt2zcOmImlbDdPGwH5f2zAQcenYzZvdJOv6wxZ5SzDCdYamVmudfDLXlk73ahsGGXgwYzurVddhw6b25sNezqH7OXGC73/gQe8WRj/042qNziEXvjKM+sOUrXjhwxW3ePJvp1BXHBBaubKtFeZkftjDYEXHp2YsVH3v0Dnr2cek5SSfGWVt6OKTnQXZsreVePq6Js5yc5Y43rPIx+/J2/Sq5tADcO2JgfqqpAN792Vd87z7ps0fUEDgUxL53rpLopy567/7g+x07PBiK5pMN8SQPowLxDbviStxPIfT2+SgKbH7i4G3Nhi0bgxMvOfhCnN9ls8ep+NbwFNI7WwNhLZY1bFzY24fpd9nW7DTUT859VwUvdfKO3hfi/O5Xg+iLyd7vgekc4rCHba1W8lFP+YgvH1zUQ0zf76HH3Vpe+Piyo4G0Jzd6uOWmT/bg18P6M+PgSuICx1o8HPiqqxi+bOp32uouDhv7+OiJfb1vPuoP3niIpd7qxobeWt3qlZjyEJOtGqqJfbWDYc0PFxhEfLa9kc1GrvJRb3zwFQN3Nfe7fnHEswdPPr4XoIZs6xV/NecnPh91IPIRBz97MNWS4GLNX2/FliNstu4TZ3maE3prXJyrG6zq4swHjvqpuzjqwB9HMdUMZn2FIT5snGdu1sW0xlUM8dWWvXhnPmzFEdNa3Qgu6oAfHHXFjdCrB2xx8GfHBpZYxeRjtujKR59xJeKIzV+e9NZmzn3iOxV89Rd/Nmrue4mw2eNtVspfDmLVK1z1Qr/hiGmfHhf54A5bTPe9+5e93OSvDzD4W8fR3PCjd4gpvsN3UOyL5YVWreQCkx6Gta93ODc3bIi6mBX+DvVWg5mPGoiPv96KD5seTv2Jl5i4+QKwfVjlIyZ7eLDsiTnzsU+aDzl71oqpB82b55U9PPQSnnzUQa7yScTHTw7yw8u+NbzywUuvYNYfMfVHr/jBwFee7PTTF7vFh0nv7Nrzo5lQezzoe9aWp/j4Ocyysxzkg581XvTO5tOzRv640FuX25w38dmoodhEnmZZPnzo5Vic+g2z59iMyUd9+PFhr2/6YI23usGXG2x1wYuuevJ1wNFv8dTXPjz1UjcYJC4zHz1gg5+6qj0cXGDzFZMeJ3pzB993qMSmjzcsfuxg4/IyuXxTJQBCCqVRmko0yl8RCIJQhZK8QfLC4sEmcTrNc2iev+DgI0lvKjxY4PurCQWRjLXGiO+ml4Qbgr2zwki8guDlhZKtZD3ocNIsa7Ya4sBLoQg8+/KAIR7O/qKAyNlfEfSCWB74a0j5wPPlOzXx5ql8ahReGgBHbtZuCHHcXPA8aOTMhw08fnOo2OEqH3bqoD/WRG5s6HERQz3gqIVesFFPudtjg68bSd/EhhdXNYaHazH5Gi69qFbyUCsx4IpjbZ/eC5Q4+hKmWsvZWZ5yEx8PMyY3Yqjlww8H+TiLb9746UczAUs/7+7uNp64XgjF1uPmA0+HmM2Y+XSD4t68NYf6houc1EdMhxzEFtOLol7qgx7KQf3Uq9rDF7Mv9Vrbl7e/3oFn1mDLWXwx3TPw5NdMqp04sOXZ/LJRc1xgm1X5wJOHGuLh/hOzfKoh/tb0MPFRZ34wmiX3lHrqj3zqj77JA29neD2sy4ceT3GaWzb6Ko7ewBYfZ88HePT6KR9zIg+1J80qjHJQF2s1Ugc4atvzoOeEfQ93X8C31mu5qg/RH/FxkqdeyAEf+ePE3+G+InixYYuH2HTygaM/eHgTZA5gsKGXmzzEV3u1whu2nuJCX27qIIb6eg41E/Dxc4/ywwV/sdybnp1w6XGqP/JtDvHlO/MRV3xx7PF1/6iHfGDjJBau7PGyFts9p/dsrHE0j/qND2y1VA81FEcu9DDMvZqYFX2/6k94/nLNLDtwdMZLzLCbcWc59PyqP+bNPaX+4hP5eAaZFRzwLWf99EOznjQrcmGDF972+NkXT+70YsKmN5/4wuv+fdmzyRfA2cI1Q/IRR8w5bzDEsFc+4qiJHMSCozdqO5/v5kC/3a96ZWbYznxgsNFj+XQfqLv6ytNcqScu9u31nNbn+X5C7eQjnjVMveRjFuTW/U2Pd3H4OcSkd1/JR0x1wlEPzai1ujRvcpCbHOGbdRivkp8sYt+/Mg/Lbi6BFRhBYEAV3o0xAyioItPzJew11bVEhHHQI61wCkvC8qeWitTNlo/EwubPzxAqsIGhc+BJ71yj4NtTVDEVOJ1CaogHARtDTGDgrsD0cnBoAp+w7eHYGwZDwo7OGjZ+8nONl73yiQedQTGwXkBhyNEZF3tqGDY8GHjIx341dDOy7doZZ33zxtW1eA7Yeufhilt7cpebm53AVxsD6yYrT/b81LZahY2rG+P18ReYdGooJo7VQyy5m7XmDTY93rDVo5rgY97wZkeqlZzYJ2LIh48bg53DjHmgNBNw2NC70fVBfP50eMvTrCRwPCjVt5h0xIy7Kd2wdOWjb2ZCPeETNTMrZlwsMQk+HiR4T5E7Puz5woflhcZZDYl6wcJb32DDFBtnei+4MPBzhuu+0nv+7J3ZmjV9o6vu5s0DGaYjPmqoVlf5NG/scce7OXQNQx6ff/755vP111/f6mdvxmTfXKihF796hqc84cufhO0BKoZ7qJrA6r7Cu3z4mH31rqbVRl08s+ovTPNmDuWZ0LPVG7WF6eBnxs3EnBW8zaf+8CXOcnOvhB2GOSFmjrCFXUxxXbOXp/40b2wdYpqtXkDgsDUPM59mohlv3oqrhmbCvJgntRRXnj3f423fPWSuqqm61x/3p5zLR55wYRI5EdhqQh8/M4WL514z4UzfcwIPB3zYYuuD68S8mZPmzJnAVivX7B2w68+cHzMhDpzENT0pT1g46n1zFT9nXDxr9EXuDhjq1b2cvbpaq62zg3196zmON737B7Y1YU/ExIXQsfeaZy7ETO+MC27yzN+ZfT2WXzG8wYHBBx+2ajjfT7ClV1d2uDjj4Qzb3JsLUq+bifoDw6G2vc7C0CfPCDPhPuSfD2w+PbNw4fMy+b56Fxb+GymKRiaQAgcqGJGYBFq3j6jGIsmG2DMA9Ig7iJtLU93Y+XcWEwe2zvDYlTAedOzh2nOwtSc2DGfX7Jzt++9+ZFs8elzCdRabv8a6TtjioSHW7DSJbQ+6Hirw5Xl/f78Hp3idceyBIB8in3KCT8SHjbe1eAkuOMBkbx83b3AIXuFYVxd7bO3BxrOa9nCgh5sdH9Kw24uL3ntws03Eo3fjyVOseupGat6KB8+LGZk4fNwY9gmedHDNoTjsHfRiwi93cfngHQ974rr20IE966SGsybsiJtfzGpVTmz5wMHB2SGma8I2vXlzjUd7OOsPoWdLPMzFpZMjP2e8y5ltnGDPmPxc6w9hy4+9mYIdN2cipl5MfHp9KI49B3x6vvYmd/kn6fVN78UuR3tq7DoOdPDUxLm6wrM2++zDoIeRvpzoiwln4svRnGdbvp5ZbMsRBr7qUsxmohlnwycR03V2/GD0DIJN50y6r9I3f/T4pXe2B78+84dlJqqja6KOngfpw6LvHrd2VBs1j1t179kUX9jy03u+xD3FT57NG3sY4jtgs+ND78y+2S8eLupdH8rHtTzjSl9M/x0k+70Jw0nMOM4czaCc8KN3hmN+3IvxgEHc95MDnXvef6cLl3jQw5OPM5EfXuaKTzWh41fvrWHFpXkrH/Z4+0ACttyKDde9HCYs+3RmlJ2cqrma1C+29AQX13ERx6zpJ2zijCM97BmTH70Z5SsGYS8fUiz7fNUq7HI3m35IYEPn4Kc3YsYPvvp67pH04cA+c1cXHNnET3wYZut/kcs3VUh45xdx19aIerdZ0yTn0GB66/bYeufokDg9DDZ03pUShYbPpmRck+L7yY5dOnZ+mhC3eHzCce5dr33Y3jkrkjUObOD7icqaHT0d/N7di8knX3Up5syHDxwYxLrrcMMWE6brYsOUExx6B3FWL7mGjYtrGPyJsxr5iYfEubWfJvWEHk45iNmaHjbb8A1bPE9usO2pCWwCg918kYTpEAcuH2u21vFqJtjGUz5yc83WQfxEQcIurtiwSfbVjz4e1tnyjY84ajLzFh+37GHHiR1fR/H0wbVcs60/zVX5bYP1j5+E8mdL+OMOi679eKRjS+egk4/D2qE/6dhWy35qbq8c5BoOHcHDXNATdbQ++wMLPmxrnGGkn/fl/zN2J0mWHEUYx/siQAkQk0CIedBgaMOwkekK2gBmXElcguEEYMxCTDItqR3HKOIX1f/CCbK6cbPsjPRw//zzIfO9elVPah82Pb96Xz5iZScerGpCT+cQJ3/XcGDQd9Yre85q64DHjzhX8zDC7HkDz57YcOmzcQ0bP3Upd9jsPcfEo3cQvtmmh09vxvkR+cAN3z3Dbgoc9nzFMYd6H7985FgfYIjrzMeeaz6kWnlmxYXeWjw+1uXjWkx4fJ3FVRvYXgDpnOnEkVfcYMcFTnMGF565ss/XuXUx08HhU03ocaTDw31I0otTj8tdXg56h/j2iuHTT7rqVZ6wren5sxez+801nHKQPx2sauKcv7NrWO5B1/jGRR76Izd9JbDExJu9o7jO9OXnDMt88kvoyfn6yx8PBwlXfGtc4xtXOVqLA5edM2zCN558Z+/ZmmWc4bDNXh3mdfz5uH9c2683YsLhZy0mUTdx2aZ3zXZy3sbP+efy238CSbbBQwBJTRJUMEnWQDEEdm2fZB9R1/Y6awjy9unIHLxsxZaYAy/6CgGjeOmdFR6f7PJLL1ax2fXAwKWmWDvsl39c6crD2YFfIh6deuDIPx/49GLS44uLwyAl7Olwru7lYQ+GmPnSsYuzONZ87MHp4c0HP3t0xDUu6fl0sCcwxM2mPOkd9A6x5ecjVvZwYJd7faOnw9vRTGSLf9jlUy/42mdrTfAxt7DwKB/ndNmyp6vmcYePs7jw+DrzoyfWdEQP5OoMQ63g4kbHrnrTtRemm10MtnDZkGYDD7qZD85hpWevfvDL2544MODjYc+9a0+txKRz1Av29gl/a7nLk4glfthikjCs2fIJh49Y1TUftvQOApctv1/+8pd77dt/sOnkUH/Y06shf3WBa80WP7b0rsOwrx5ipWObfb2wR+dcvs6wcKSvVtYO/OzRl5O6WsPSo3KMP51e8IfNPgxcwrYHBzZ93NjKM3+4JL/yFzd++tPzgC0M2OoHy5seZ/bVnD/M7sW4sOOf4Mc2e/78YHuhw9taPkQuM5/2w3FNyr94ru056IrHFh+YXsPUt/yyn/1pD0f6+LoWo3N8u3/EZE/YOOCLO2vLT75wcXRWO2d6h2v+dDD0DA6Jc/2BkZ4PHs0+ffjiwrAfbvYw4IXjLBeHeOz48wtjG69/1Iud2rJjD8tZLPUm6dg4+Jgd62rOHr6aqgOxb83eGgeCs4M9bvYc4tBZE/aOaigWvGJb44gvnLDgdMCx7z6B4xmDD9zisLmSyzdVHP2n3H3s6d21P5j0kZnE/af5K47fh/r40kdvPvL0NxQ+EvWRGQz71n4Kt/bxogRh+KjNgwS2jwAl8Pe//30nz4Z9H4H+7W9/2xj40Pexs2/u+Z22jyHp+flYm5/fDeOEN2y/zrSvIGx8lIjjX/7yl4cXCzY+Mu0jXBj4w5CjjwHxlY+PW/2qACadfDQAJ/E1zn/inoiJo48u2f/1r3/dDxdx+MoHH7xgq5N88FZP136PrG7qjbfccNKf2/XrxD6iFlN/DIr/7YAYuKmtP8TF2QFD3f0hpzzlI1eDJ7aPiD0AxWRn2D788MPNSU54iYmj/rCVA1+8YKktbPHVpXzY+ClPvn2c26+b5YM3bDngXT7yVCvywQcf7N7rCTyfjOHJd85hMyEfMfHQT9h+NYCTG1v8PkaG7YEhj2phT831Qf3wdj+om8Pfp+hl2GrFH056GH7V48EgPi5scGevhnjCcxNbs/fmlE5MevcmDv4WAba8mwn9M3vs6ck//vGPfa/1awIx4ZSneVVbnMypmVBDuYvDVq3wcb/Rm0m1638zYT7Uvv68//77ezbNhFkwh2ZXDdVK38TE1yzhAFtN9J7+Zz/72Y79/e9/f8csT/l40cILBmw5qaH5wdNswVCzYjZv/KzFbCbY6YtZlpdnU1z02Xx4uOqh2qql3GDjLZ/6Rs/XrIhjJsyh+vTcm/1xn5hxwgZ2s999pSd44IyL5wRc+Djphzrqm3128ofHz4xb4+l5JM9eLLp/9M79bmbxFBMXeuuetTDKR0/hmBv9ofcMMoNmUp7Zi6k/eOGob3p15qP+8BxiwpCrvuWHo97rW3PohRWmWuAMuzzVlj0Me9Z6r2Yw8IYtHxzV1ezTq4n51iN95S8/z3FzaPbo1czaPaH3eiAH9Vdja/csbPcE7GoMxyyJT8yyeM2qmOzNiprAbJ7U1zPB8726mR85qpsZEl9/6OXJXw7i8xdHTHNiDw7+aut+Uyv1bFbwx9cf5JcPW3j8vBaKb13fzF0xe+3wfJe73NRQ/xxqWK16jomjX54f+NUfz0j1gSM3+YjlGeQ+rob6Y20m5KNXnp/uV3t8/U0m3uKYJ/z0Xs0T2M+Sy103gweMImlCDXBtjygC8K7tuVlcOzvs00/hx8aegx3dFPuSJ/Y708cp32LgC0cB2GTX2sOhmLDDYk/P1yFfwi/7OIS5DdY/bMNpTxzr8srGtVjFgd0ee8Pm4Uhc48jG2iGOm4yNA46ms4PNhpRDfq6t1QeGmHTW057ewVa/s3VNL6YzcS6uazbsq6NYOOFrr31+8ck2LOf22ZDOsGGISeecLTt7BOYpxQ6DP1/81JyPa3btpYOVv7W66CF76+K6dvCnyw4OrmrHj5RDuPY8yJobGOGwjxOb+gwrvGLbs84mvTiOiVuv2OLYUax8nElYzoQ/KU/rbO110KmxOCQc+9PeXvdnveUTn3zxzI/OGmZ25UOH24yjXl2z4xtP53pldsNmUzx9Sp+fuPZh401gO+qPfXzsV2dnGOziz5eOxA9+PuHbp2NT3s7pw9iK9U/xuxYPt7Dtw4bHFzabuLWff7b8e6bAY28vbPaw+DtgO4ddDtmVj2vrfFzDFY9eTL7EeeZbLPZErDh0bi6c5z5sL8DixNO+dVhiOeDTT1t69ung0bETq0/LXNPbL4/8nO2FEcewXbufuo4bHHXhF9eeOXT2ndt3r7HXq/i4Fj8Rg109rabx4+twHUZ5wCg3fvGlZ1sfq1Fx7U2e8aWHU45h8yt2uTjP/TCKPfm2lw5WeOyr0+Qftv3H5PLbf4C9a31hfXOrFx46hL079C4cIUkqjLV3pH1jSjBEvLP1wtpAKQIf7579dBM2W8fteofona8XEPFgF9M7yIYKvoS90/QuXKI11DtWMcSla887T5+auHaE793xzc3NjsNPDDFxZE/g4GdPXO/CXcPhoyZ+uhGTTj3gy58tG/bEcHgn7d12NYUP2ztmP4GygcWHjp0bHjbBz7t3uVsTGOz0wbvw+uOsjrertv7bKewIW+/O7ePo2oGrmHoTB3px8BazOoVFbybCdabzE6b/MS87/mL5KYTATievOSvilY+fiNTKtbhysQ/fTw94qhesfuKY3+ygh81fDV1n7ydUGHBxK/8Zk47ohZ8i1ZbETx/k5KfE+OHkJzFz7I0vWzFdsxeTTt70zrioIT3pvjLjfionOOLfT3/NM44w5K+uDv6w2JtPNZQDHRwCR0z6auBhzLd5657DW17mvDo5u0+acRjycfZpAX7iw2dbDWHAqpfuKXHUFj928vnxj3+89b79h7O9alUNywe+fMS0rs/FVEO8XDv3Uys9HvjY85OrWrFxJHrvOcYOPuEn/+xxdKihOsiHLc7x4O8oFzw9g3zCJB7bcu2+cs3HWUzPOPchbLgwetOn97Dj2EyYvWoijk8fPA/gEvYO9wpsGA59cTbjPSey71lrxgnu9YftfI7T+xTDf35D/LjjD2fOOD8zoeZqq5Z4spWPPpD6oy5si2lPnXD2qVnPoOLCE3Pey3KEweZ8vXJv+hSk2sKWj/uqZ03Y5spM1E9cYIvHr77pRRyt+Tuyh9GzVn7qxc59VU3Yq4la4eL/ESgWe2e1wrNnkLVDPuoNjx0M+GJ6/YGr7844epa5r8KFYU7Uy39Khi8dHDq94quPpJjysSaw2HiN8OwUT33piynP+NG7H5zVViwCw32vZ/JxkOx7XYIDl733At5P4O0gZsVc9HyDg5NayUdd2PJ/nvzvj/bLA2FEBVKEioaoIM7AkXB2zZ4d4q6t7WsIDMQQtafwhqxrGJIuJtI4aAo8D3TXcJzpvNgocvwMFgyDhHfJi8fHEBj42STxfYzYu3p2/PjLMym2fHBkg1v84eJDcMPJnhsAr3Dpxb9db3DYwXDtwJO9teFSP2vYDvUj1RgPMdkQeMQbAmscYeLBzg3Dl9B3VlsSZ3tqpQaw+cOyZmvQysceTLVSGxLv8udL+NDhBt+adDYP+lCN8LB2A/Bhl87ZXOFUXGt5erjwm/MG1x59WNYw5AkPPh3+5rNawaUXR56u5QKHHu6cQ/vw5CinMOsHDP707PC0xpteXHo6tdY3mA7zQk+n/8XC3ZpePtWaLTx9i6+awxGjWeHLzlnM8mGDt71iunawK2Z9E9eeWD6qF5/wj4v8rWHzZ+8ecbCrP/ys1T3u/MSQ+7SHoQbyhNGhtrjJpxqFQQcDBxIfNXG/qVF6e80he9fh6Ft25YOv/uOBb9jmTd3wre/NFS7NoD0YuNinD0MMNaSDX+6ee3iLl7Dx6xoxq3m81Upt2MNpH3bX/DyL2KUvLns6MQk9bmzVZGKrpXw835yJuLjLDxd49prNeswWNjy8mvH6I6Z9/bEPd+arz/Rs7Dncs7jzdRD1lYsjTGecPA/sWzvDKn99i3tY3pjjRy8evTz1HxfXcKx7TpQPe3r3j3iuiVrxwRuWGSkv97w8k/jghjtfBz0MtRXXNQxirbb2HXIkuLLFo7zpYesbCYet+qmvuSkXeHL3PBQv3s4w5CN/17D44ehaDeDiXy/wkL+DiKcGXdNZqxU9f5hiwJCna1JMM8O++DjLgS3u9OKyf55cvu0C6B14hS0QMIEkCLyzBKxJZ2t+riUgMT4wvXN2dO0sZp88ZK/Y/Cq4NUxnPPw0zdfBhj4uYcMl4vEh7PAQxzvZuOzN9U/87FdIzSB+GgozHDFh01ezfL2DZkdwUo9+si1Pe+x8ejcx2NN7oBC5E3oc5UziAU9N8CHZw5UnbLb0bPlbdx1O2JOL/KuL+OUk3xPHPr08+cVDTPmrVTZiEJzZTY7W6l0+7OhcO2at4amVnyjEKSc22fEXH/fyd+0objbwYODPn83sDwzzKaZ9/urAz1EN+fOtDvSuxYfB1lpNsoNXfDoy+flpqhxxDAMXOPzth6FW4dAT13DS04kBL101xLNPAeQMHyYsttaEHbEvT9fxdib0cZ74cMLDm6QrFj1Medrj74A9Y7Iptn32sNnEQ53g1p9qaGb1kT0MNnzcV7jHsX227GCHgXuf9FnbF4c/PHYww/eJSfk0J66bfXYOfqR6FJMeNkx+2aZ3xlctrPXQbwT402UPu/mBVRyYasgOP37E/JB4WPOvtq7hiM3GJwxJMemL41xdYIgrHtvuLTprQl8fmn3XbAjd/HSk/OnrsfjqYU/MeKkTgRVH19b28MK3uscdjtfO6hQX8ebrFTtY/NmUR2u9t1/tnEl1sS5/zyUx1S6f8pFbufCxjyuf7mU4hI/4XZcDH1JtrNm6V/CC79o+bPZ0+bGXu7oT+vzUhU8xywFeGGxd5w+DLj4wqlt++ZYPWz5is2cXhj19UPNiiUH6tBBemPc7j/97+YfqnDVPEiVLhyC9IhQACXpFKwE6xUEUBj2B5eDvkFhFpOcXTvZsDAAs++n5K06NY2cIiuc6W2u8HfF2FrM9ONbxETNsOPbk0U1QLs50NYodbOduDOspfPCUjxjlJWY1ZB9X+GE482cnH2vizF5MArM9+nOPjX0PxnLPXm3jQefgX03inD29/MuH3tqLBb1rvGHwhe1M32EfTsLWnnmwNw821co6DJhk4riWT7PMNoFtj0w+6u2ohvGWy6wLP3swxIyHM7wZMww6ki293HChs6bLvjzFTV8tmjl49mDgXE7FgEEXZnq6ads++2rJ1hquePascSDygTG5058vZvn4NUr8y0et4YgTLry+/ffWW2+BfKjZ5A2Dj3PYfAmdusF2r8TBvlwcYrJzzo9tOfkJFgZdvNnxYSMmnHzTs4dJ2pMnHzjF87zBy32bnTMbvMUmcOmIHoiZrjN8Nq5hwGUbDp14xTEvcWQLE0Yxs2MDw7U9+J61sKuLPbHhqIk8+bF1tudFvB7FkR4Oe8IWBh6wJxf6OE9/a8+xnt2uHbDxhk/iJwacchGbr/wd9PLpwIM+brCtyyWOxXS2h28xxSgfuIRdMenyt4cfgQ1Dva3Lvz7as7anZqSYsNm7dojBll15ssfTnl8JOmcfH/Vj3zUM+bOzl8/Mp3j2HPjJXyxiFuj6wa5ahUWvZq6JeGoAw5GIA6dzHPnBwDsMewTnMOzRw2cLx7XYONGZofK1F14czvPlmypOvmXgozwPR7/39BGbw99aaZSHjY/G2Pjo2TckfErQx2U+XfHRnl+vada/1sezfRTL1seHsH3M2UeXvo2kEHx9FAdb8X2zwUNHHB8t87VH7x26OPDxhucjT596+Ri2jxF9UwGuBtyuX7/JRZPee++9h78rgcEXNo4+3eEPn6+PQX0k74aZ+fgWBjwc+/aD5uCnGXKQD384/p7B76it1QcPHzGKSc+WXkPVXny1ha2+RD56wAYn/mL5xoO6woRRTN+m8Htk+cA3HPbgqBUMfTBI6qYOcKph+Rg2NUxv4OTj7KNWOG46ffjzn/+8v8GhnuyJXwE4vOFiIzcitx66bOWjzvKBLZ/6I29zaFbMhDzFgOWbIH4ixkOtmgk5szc/1RCGfBzi4w/bHIppztjrrY+u9VN/1BBH9Rbbr1h8U0Wv5EbfN1k8wNjAhqHHPRj79o6YvmWi3mZCTH3QH99IEXPyFkd+5VkN5d4DwT6eRD4eJLDlrrdimglz5Vo+fPEXy+zrD3v9lI86wGEjptzU0ANKzjDkqW6eH/LRU/VxFse8eR7gpsfVGF8zoVZi4ufbf+S73/3u5tTzo2+4mglczIC48jTLZsGswLCnt2qInzkwE54BzRgMMc2BbwaZdbnVQ3FgywcmHDpx5E8PCz81dlY7+cCWq/zFlK/nhHU17Btqeq4OOLM3b2bW3LAVz4HX7I++6ZlYYsJgry94E8+J8pGn+4qturEXrxlXQ2t6fHsesRenGuolP/epGtOrm3w8I4g+qA07es9r+T0rn/pqbtRWTPZy6LXDDDWfZg+2fb64mFlx5ane+LDHg969Ik99h03EM6NmfD7f5WkmYGSj5mqrP2rIXu/lZj7xVkN6MdXG3KihmHC6Z/jQ4212iPtHXc2q+x0GPPcsW9cw6Ph7TvjkyKzBJ/Dk5h6f82au1Md8lE/PA7XS83ovN9j6avb0gk5MdfEMkps81UccHOQvXzNJzJ75hsMGf/VSQ3mKzxauOPoDA7aYOOHq+eBenv2BzU8/Yeuv/sjTTMCGA1fcXjtcw5GPvsvTfSV3NZSP57KZosdfPxzPkvvJPywQ0jhAGq8pgDXBC7Mi0Ls5DZs14vYVQrEUT0JeQOgnKY1wUxA3GUHUgErECxpsOteKSAezQTMU/uiRnZjw2NM7KwA/3MKQEz7+twUEL1zgOuTNXk7ywR82Hxjygn3mIwf87MGDw1d8Q8oeT3o4uDqLo7Z8xbOPh5hqwafas1V7Yu0Gko8HgJzj7Q8Hxc7X2kDCFNOZD65s/JGg+LjCge0NAryZj2s9lI81v4S+vsC279AD1+UFGx8vzvbFYYMHjr3ZUE8+4ssT9uwPDL1nD5M9nZvEnMLGyQ1k7WbTAzby56MWbNSZ3tpZDfDSI9zY4QfXr0zUik7tiTc+YsSDP3t4+FVbWOyqCZvm0Fo9cTFjes4WZ+JMV59hNlN4qBV7MdXKnrVYeMlHH6zlyN5ZTHW1hmnftQe12ps3edPDZVPN6dXBvNNZiwO7fMwKzuWDD4HFBoaz+Pac1d1ZPriwcZ6/asAbdvnk6+EoT/7483NfwSgftrji5CwntcITnnya4e43XOQWH7PH1nzhxV4erp1dw4Vv9oi6mFNYDti44KWH/OobezmwEZO+msgFJj+cYBB8zA5sMy4fPp4H/O2XD0yzxrZe2K9GuNhzlof7VY/hwSZyk3u25QMHr55fnivNW2u9Kx88yweGazzK21l/5A27Zy1Mera46lt15EPneSAmPb6zXnIon2YCfq9j3T/wzVv3VTnoMb5qqwbsrPWAr3rBZQe3OrNRQzVoPnAl6hlOM46jWYVhr5iucZGrZ1C5O3uW8pOvewJ+/SkfPBww8GTPJr7w6Qgc92WvifTeAOmbtXx6TaMTr5j6qT7imAm4chMTF/ZqQ9/B1z5+8rFvDtnrKf3sj5lQBzNhDojaiqnO/OpRNdcf3JqV+u5aH7qXe77hgxef58nlmypOGoMkQhXadcEEkSwdW3pBJYwY8Y6RjtAT9h0wNCUbZ8lLvCLBZU/vbA+n+NHBpitxmOw1ib5mKYj15E0Hk2g6PAWmjxc81/TlNvNxI9U0+uLhIz4czSU1T0w+cRfXg4MYINfEmb9D7DDFsOfAm+DoGl9STD7sYeAjf3VVw2LmY78XVfa4EHoCZ9ZWvPTsq6WYHsZs8YIPo5lgx94efQd8Aw8Xhnqxte8Go6er/2wJW1jixaOc/BSiR2yb5XycYTcT+hEn/sX2cCLip7OG1+yLi4fDHhxrccWw9pMjO3nqpzOBz4YuW/XjQ8rFnp7IiTRv9GIS6zlXchenmotfDenZy99Zf8S0jiebWYt4s9MHAlvt6fDoRdCeBy4dHs5sYBDXHpThVCsxq+fMR0391OmMk8NafLjl6WEN2zFzEbOc2RO+6kX00jrsMOSDjxwTtuoITz7lpJew2TvwY+MneDb4dI/DF1+8/ONRTcRsT634w+Nj7VDbbOY94Sd4zwc5zf6IIS7fnhPywYedMzzcSfNp3qs3DvKD0XOCn1rRVVe1oHOGeeYDH9bMyTOIf3yaZ5/khNG+WNWbfbW1X+3xzF5N5Oraka9PJ6pd8wBPH8wwkb949NUEds8metjlwofOGx9546NvdNXPNQzY9EQ/s+/5btbsp9c3GK5xgkHoXXvWVLdqwt8nMcWi56c/8OPmjRJbfOVvre7s1Quu2onTHJZPZ/vdN2K4xpU9DJj82VuXpxmvhuKwZ1Of5Dj7YybKs/6wdRBxcRcDLr248bGWp30HWwc9W/mLzxf/58n9E/2wAuChLQApqHM3hyJFgl5A184RhGM4prDVPHaSciDOTjEJmwoCM3177XvREcs1Ec+1YXd2HUcYYnUtD9duXlxIe9b40MNwlq84sJPJ0R5bZ9iw8HNtTXAiHq587aVzFoeO2M+PPru9uf7R6GzsTduw28eHPbti4kr0gh2pXuLRFRN2GOz4sHWwgU26Lof6Q0/gwIblYFds13Czc82PPT+HWOz56aeeZF9MD0y2SX72O+jg6iU8h1j27eEdhpitzYR1+fCjY48vCcu1o7mxB1+OzoRtUs1d88t25jz5xQsX9ng5E+tsXU/e008NyztO7ONFZw0PRn1mE0e8CRtHeNnCiBc7NWeTffvuRdzsJWxI3Fxbl4+9yaN+0ueLP45hl399CJOdA7Y9etfh87OmCwMXMZ2zL251YV9OcKc/W1ieB9Zh4M+OfcIuqW+u2fETT81xwZO92bMvJ2din8DgR+yFU+70/NjjDz/7+me/2oYh7uy96/JSK2v+cYTfTIjJ3pHe2VFs2OGwJ/bwxkXO9YSfPHuNYdcxebPD3wtmOd8j39eLD76EbVI81/GG0w+lxWofNi7yLybe9Zk9sV9t2YsjPn7yZ0cfF3vVvD6yYd8zOC54wmNXrM5qNTH5uIbds7be4ExvH18He7zZ4FTM9HGz1xo/a1zjhE9x+NKLg/fMk519e+xxdM639zD0fNla444vge3ggzt99WGPK3tncSbHDXDxz+XfVLED4N25ZK0dRFDvBlvPs3exml1yzt5lwuAHw9nRT6Th8pNEPxF0DR+Gd44EJuFnDYcfzPT4iUnsKQSMeNPxF4Ofd+WuHfYIfzHtsyP24DiI+Hzgw842LvbVxLWDreZ5Vy2mRpVPvmLRpYeNR/mIG1c/kdhnG4944xpve/Rqmy8cNnzhhxE+jjjFwxl3GNZ8iy0ODPvxtM/fJwZiWpPyVEN60rmfEqet/X7yigN7/mJa4+GMB71exDtse7i5dthXf/nEVVxr+81K+bRXzDDcgD7lcST2iN6TrmGL209VccRfnKs+sEkfFlv54JhvMeKHb3UUVw2d1YcPsY8jX2v9I/jBZ+dszxqGPWs6fvjh0ToM+mbfmh4WoadLio8bXDzJL37xi90jf6jOvpjO1STM+NYHmHg6Vy+Y7ODDEC8e7Byu5cPOmi5O5rO1c/bpwxA3DDrSWe6zB8XxUzpeYVjbq4bFtc9f/mpKH/7sQ/Hsdf/QsZcXX5+uiEGqiX0xibqx46fvru2HbY2Ho1pXMzGniCOGX2W57/iGJR/4YuXPtjlkR6qJemdH377e51cM155B+OGAu7WYDjmxobfvoHcdP1jNFV32OODoHB85qB97cdgSuGzDjLM46ocHcR2+Goodn/DorcNwZqP/eLgOIz17Ug3MWznSW5P65jou1QQmbIc9+VQX12Jk68wuntWK3cSgD2PWUD1gONRUbDoxm3M4xN68T8Qg7Oldh9O6GReTzJzYJvjjp0fZhJ/Nef6P99ipON5FSqJ3doIB1Ghn+grh7PAiowgRAEvvXWCFoWOj4X6qyFdcdooGm43C8CMw4TvT8bPunWTFYKMIsMjkLR++YvHrJzY69jCt4fLDwSFfemd7amPf2mHPde+k5eY66V296z4dE4vg4igm/vDaV29rfNng4Kg+6bOHZb+Y8Kq/M14Odq2rFYzyUfv01vbE5CMmEQdONcPVtUMP6Aku/FzjExa7BBYb+yRs1+n5W/O3j09YZklt/Y4dP9jZ5Vd/5OMg8pWnc/V1hi22OI4w5Ojgz66fiOyLSWfNh03Yru1lE0c25SRmNcGdOGdrPedHHHv84fOFpxbOdPbYlVPzZEbjWp/Fs09fntUh/2xgz5zDwNHBjw89u3Lkp67tx8H+7A89oZcjkROhI9m7Dgc+e2eHOHIVEw+6bPnZp3eoWw9c9tnxIeorN7bxp2dbXWfu6cVP8q3PniVq5OENg754sFx3wOBPcCumNRv2dLhZl5+1mrCDDaMa8SNsypcODjtrevvycV294yke+2YqG/XMF1Y1dYYRvjM7GPFzZoNn+3Ggj4uZ4Ev40IfjeW/ND5dydObH1sEO5/IR07V86KzZwLD2GjXz0r84uD+9eeTLFneHGomZbfZsCB7VhB29c32DgbezPXrX8nMf0OOHb/OWvdjFEcOajdnDg841LNfw4FjnZw1HXHbd13QOsYh1/YGBV8KGn31SLtbyZ0/iVI50/NTW31M1V+ViHzbe4vdGtfh86esJezHEdCa4pLOG3d42+D//ufykSsH8JbyEvHP1V/R+b+naX84bKGT81b0kNMa3MvxRl28c/Gv9RT1x9pf7PpWh97tcZGF7IfJu2TcI/C4bnm9DiScObAXEhY2fNvj7RoF9v6P2bQ6fNIhze3u7bcWBzZ4f3mLKQQxD6tsZ/W3PjOkbB3KRk29Z+EM3v5eGr4k+pvcNBDcMbBgw8ehvF2D7mw9x1IqI3zcU5IMrbP7qBkMNcDcwfctBQ63lKh85+ANBQ943x/QCtpjizG9GscHLYPmWhT+MloM4YsoNnp9YcYJB7xsWuOmFmrAj1t2Mesje8MoBDz5iGl41Yy9PfcSRXg9xEBNGMyG+2vgpVJ7qIX8YvRG2Vgs4aqv3+gtH3+Qqrj807Bty+MpHzOZNzgRXNXPzWONvtvRe7nquVnzNhBz0nr84aqU/9uhh0Os9TvTysZaPG5uNfpSbmDMfdubJm3324uv9zMc9pQ7NoT40V/irl1q5D3AQHw99EL+ZKE8x5QZDbvoNW2xx1ccaH30z+82E+9HDTJ1h4GWth94kqKHeOovLpnzkga+zHDwnzJKeqsnPf/7zXeMf/OAHuya4wcbbG596IiZufMVUU3FgyE1PvNFWB2t81VgcXOCJX9/0x1zLk73r7is9pzcT9UetzIFZ7tmkXvJRH7VSW7U3p2bLWt6w9Up/5CaOPhHfPFJvOcDhK655xhs3cWDDojf76iAfs632OHsxEQeWPMUXU43oYYvL3n0ijt6rsbV6ydO+PogpNh/5qDe9uXZvOrPhx99a3dyzfORDb87DVj9rvtb1TT6w5SGOuuu/HNgRvTX3zVjz5pvJZiIb+WQjH/HUTq3g2VOX8qyG8OhxMW9i9f/+k4P4+Lnn1M1rob7jaybUHaY/+lY3vSqmvssHNi69djibD9hqxV4N5SMPfcNL73D3RRox4fMVT1wzZL95g4fzzMc1e35mwtr90XNKrfirFx7NxM3NzeakP0QOuOmztf7oPa49J8y4e1Te8sFDHmbCbPAX32uH+wp3dRBffXFRVzMOw1oN1FBu9MR97T5W/2ZVj/CCDS99s08PQx099zzH8HYvyxsPx7Pk8n9To6gKipCEEQekwPSSmmLIeyND3w0lGUkgNEVDvAhrIKLsxZDMzWoSPZ09XBTJw4IOpiThiuuGnrZ0iuFgR9gqmnwcYtljq5Hzf40jTzHcOB5cs5DF9NCZoiYa6kaDTXCiN1zlGbbB9K0cepi4Gip82PNlWzxr2Ozgq4l86Dwss6fXh+rNz2HgbteQvvjiiw+1qoZuJjfdFBjqJB4RUwx9g81XXRzEABrGrtl6OKmhb5TUB/tuMAdsB370YqohnX151XvzVg3FUyf54y0WO2e5iNm36tgSOvtmTjz5OBdTrlPkI2Z2YYtj3hL7ZlPvbtbcus4HPznoEf/iitn80Dngimne5OmamENH/SyuB5UHj7ktd3HlLxcxp3h41B+11g/+7OmT+mNe3PdxwdHDR/2692GIacblI9dyh6MubNnhqK9iwpbnFDz4wlcrAuOHP/zh9n333XcfZgiWfuoDbHZ83Ctmrlmms6d+4soHBzoYeiYvMyc2e4f7BD85sWVDxIQhJl04Xhz8IDRFPvjgyNZhpvHonp32YsKAjxt7Mw5HPuVJXz5qRY87kQ+RD2759AyKNxvc9NMLvHmBK3ccu6/YJWLqm3zCFrca4j1lPg+rIXsvrP5XKrjUHzHVVs3p5M8HR/jzeWhPTaoh3nCdvXnwZsMeTLPL3xucm6evKXCJfOydPdYforZT9LiYOBJxzbj+iIUDfH3zRqD/HQ8u8pWPGoo5683eXDpgh6OG8oEtFrFPP+9ZejXx/BAThzjKUXwxp3gGuV8d4hExYPdMhQFLzd1Xep+OvdcCcT1ri8dWPgQ27tVcj9XQfLLj49xrOx9cHGqFIy78HerjjZu1H5CmwIZbrcrJTJgr13EXE443vfRmAVe81UtMNSsn/PDujblePk/uJ+TCypsN4EhEyhrRUzREkREpqCIoOtKnIG+As+evkCV22oddcRtSQ1Cx+NBrhiGwhutQbIW0JnzEqsBbOf6hdyPFD5ZaODTwFA8i+agTWwdRq6v85UPg4SaOw4vfyVsu7NVT/mLwYWtN74wzDENwilzrpT12BG95nuLmlye7crJmq0+n0OOGe9jq4U2y63jDMhPykUPCRkwHDENOrPX4FPb6DM9RDLW6spe/uPDKx5ntVX+qycwHJ/0Uy2GW7DvjDQemfjjoZkx29q/6Aw+XagLXoW5X95s864NY/NmLJ9dT5CM+23DFEhOnsz/s2abnq5/uW8KneWNrtrKtNubTmhTTdbO/N57+c/Zn7l2tYeAEDxeiP+WTjg1sNWeLowMfs++wlisfPdQ3uRI6GHy6N63piHOflGzF03+u8hHDzMI/xbNJTHWsVuy9UJbL9Km2uNh38HdYw4g3DHOR3eybNbHH3nE1n3jpc7XKRx/U8BQxYcFVd3WFIXd6OoI/DvXNmo/c2TrKJT/81Nc1KS8YZqCYsNTDpxyn0ONI2Hd+rD9yJ80b3ni5N3FNxJSrupSb+4zfzEdM+3zZzv5UN59kkfJhyycuxXSWj2eCM2FHeu3YF+Mf89M9S83+Kp9c2GcXH/moVzWxD6OZkLd65Ecvt2LNfm6j8Y8a1h+YcqdzXD0PzSA+BB8HfBhm5RSzwgaXeHqeztd2eeJPZ+bqWbU9Mef15ZsqARXdISkHUEQldgo9As6COqersNOn/c4VrhehaWttWBqCkqXnL16HPdydk8mHLp6K6YBxCp/s5n74p315xMeZfxinvQbiKe984slnChu2U9iU87THj/2V9CbEPjv+ePRCOX3OmOVX3GlrDcNcwJy1P3nnF8dsw+/MzhpmD4p828PFTDjD6Qj7yj58Ph04n+IGnXPOj52zmM7V0Q0t/2YJbnHyKQaOVzXJh52esINB/1h/eljkm73rU+QDFz7sbPjI5xQc2U0pB7pyh3PlT8cevrhxTDdxrePu7HieZBfejHfF58yHTRi4xU8P1Xu+UKrD1YGj3HqYT85h4med4HHVf3Zq6sCLz8wt/87Vf/boxOZPZi758zO3bKw7W8M+xX41sla/crzqlxrOefOTPlwxr/KPYzxgWtej+DzGr37Gs5xchx2Gc3blQcfHccUvHjPnMOI6MeQOB177YfCbUt/Ykombrz36Z82bXHxaU8zJdcazns8D18Xhc/KzXy7WhH3SWlxHs9l+ePSztmLJ5+r5Hnc5OYg3zNZinHLyy985ftPHs1Nse+HVB3zLwb7jxJ9YV+vLX/8hL7CbgQA2nMA15Px41L4X7T5mZEcHx/n89YqbTpGQty8RB30fJcOgq/hhuLZHFAYOO8XJNq7w7eHhRbKhoyN8vJuHPXHslw9+pJzC2cqn/3gzCINN/KzDYBZH/nirIexy4WcPDl4O+2yty4nOkW244Xhw1Z9w2MQxXC8g9HDqczkZdPsw2RB+sH0MTOjbMxM+HpUDbupuLX+/AsrOWS9IDzu49PIUk8AQ2x4ubONrnz0uYrLhy6a6lD9b0o1bnrixVxO2MKbQ96sYsdjizc+cENfyFFvcOFqXj30H/GKoVbOcnr05dP/Adc3P2XW84ygmffWatWLbLGRfrXCTQ9jzfmNbPNjdK9bsm5+Jjb/nhLO6wC+nYsIsH/tnTHHNIBsY/PN57Nd/YuJH5IOTA8f0ruHAZlM+dHg4iL7Rsa+u9OrIxj4xy80b+/JsVrbR03/UTNy4FDPeYk0xE+IUqxrQm8OuneHihZ9ruZHygU2fdC83h9nCMT/Z2odx1R/8y5NN86NepHtiX6x/5Bl2c4onjH6FWH/sw5n3hBhi0jf72cvHullhK4ereYPtkwb31Xx+4ImLforjgPFYPmrCX95TfGrkV/Nya45gODxXwuVjjXt5ygF3HMWe/WE/613N+eDSXLEj1bCZZefAg281vLe+f90snn22xIz7dWs6nOWGd6/L9sorLvjDYCum/erF3j4MPauGbMisCTuHvfrJhk6OsJzPDlUZ1gAAQABJREFU5zseYeMgBoyeqWc+5rPnu716B6e+8ZcTHVHzdFvxjH8u/1Cds9+5I2gIkHC49pEanbWb3s3p8LGcAZMIPTF0SEnAkFhLuF/FKQQb2MR/mt9NpyFwFJD4HbUbA64m0Du7YXCxhoG3OPgoAnsxNUVMZ4XSMBgGwP9Kxe9XSXp4PvITk3+2YjTs+IlD1EQ9xJQPf7nNjw3jCMsfT/pdL74GmQ62GmoqXuJWYzHdGM5wCGy5qCedA56PWRto9YHBzx+9+i/ZilNNfAwqDw8XudvDpbWY+LE3eH1sKmb54+BXIPoQb4OKn79nkGd50OMJv/6IaR82EUc8hzj+WFU+9U3N4bDHzzXMMG7X36foJ3/5w9ATdnpSbmL1axQx5YM/HPOmD9Zw6B36jDfOrtXKx/Ty9zcx6gxfTL3UD9izP+pC51BbOPJhL89q5IwzvQcd3O4r9yYuxWRX7/l1/+CubvLR45mPtXvCvVkNy7P+xJutPwald4/jwZbIRzz5yB+WQ3/Uip160VnTi9m9qYbWakFvn04e/lBd7LfffntjwyFmwrwRnOCWjx7znX3Tf/0Uh72auE/gweke1Dd/fEyXPRt8zJLnx4ypPmroOWFthoizODBg41ZMXOHb54Nr/5saNeQrJnt5Nodqq8f2zEQ1lBNe+LGhh40ze7mL3/NDfDF71qoXPzYOcyUmO3q28KzxFs9B9EoO7O3jRtz3cNWzfOz5w2E/ZMmNHj/+cMynnhVTDGv50PPHpT7Ah4Gn2Zr3D1962P7Q2H0i5tTrf889/gQeG/lYi6u27m9c1VA92VjTO5OwcfalIH8DjDMcvOmt3RN4Oeh7Bqit3PSA3n2lfng3yzh4ZjUTza36+VMLf7/KFhe28PROnuKLSfAWA3d1oDd75SMuP3WJi5js4JOee/6+i16uuIup9rDpZsye4/jRiyOmHvPF0dw65Om9QHXTB88x9mo781ErPmKag3i7N9WVyKfauq9gs8OFHlf1ZI+bHKq3Gsi/+7/zBr745z+/ED42DUAD0xsS1xJQBAXqgSqgZLxoIyRhLwQagKwX1ootEYOpCJotjjUb5K0l2gPfUGm8gYGtOBXKA8AfrcEQS0x+bjjY1orjRVZ8WL3gSNeAs4VprZFylJ9B9Ud4YvIVEz9c/DEbXcUuB/HlZljgis9P0+BpkmaqCV/X3QTdvPIUQw3VRF3ZeTGDUa2sxcHXoPH3wDJ4YsOn1xsc1J0YHPXFVW5iuTF6+LKVm5vMi4Xc+IpVfdRR74kB59ubJ/g44RlfOcIUUzz1sO4GEJ8tvT7gDUMObgA6Ij5e6i++mGoJW8/wcK3ndPIk1kQ+1upZDvxci0+nXmzMlfj1U/7mzSzB11t41vJrbtWLbXnCZ6s/8oAhN9fy0avy6Y8k5WZOxGevxuoqt+4Z+YhpTujVUxy2RHz+aioHenmWjzxh98ZMrWA3H2pbT/A1K+ojZn0zb3pFLx/xrfnqm3xwoFcHe+zp1RjvsM0YjtWvmYUrtpiwxOQLozrDUEcxzZJc1FA++KpFzwkxYdJ5FsARU53YqxF/djBwppdD9279UWc1hI1TNewZpw6eLWak3sOylo+Y8hFLbrOf1d8fk9sXX4/D7sWsF4v6KrdqxV69xVAjazWTs5mVK1vc8ZKrmTQTYsrNjONm7Rlk3vDE3ayo++xPzxKxCWwiH35iwhCHjTi4z3zUmY49PY7yFp+fs/mgV1v3JD2ung/1Slwc9VcObJoVs81Pzxx6wpbAsRZTXeQgz7iqcf1UW3a40LOTI8ENDls2Yppxs6dmasLPHLo/rInXALPsHoWFt3xxp1e3ekXPXw7Nj97S481fP8XEQe/Vlg8ObMyEuplr+eDNhi9eZ3/kycbssQm71yhY6mZm1KyZUAf1MYdywdebM/WWD3u8+KqF9xNykRuOZq5nbTHLR63URa+rp3zs42stF2u+3VfW7LPRH33Cm6/aq4kccDRHbJ8pqyj/I8vxbr3Dv1vDf7cSv1sF3OeV1N365tqd82rI9rNeBO7WT7IPNvzpVyJ3K8m71cyHPfpF9G4VauuAZL++HfIQk56f2Osnc5fbnq2D/2rCA3b7qxl3a1D+y1YOaxjvVkMeYtHBWV//3fzFIWLKR8xi0dsXcw3YAy/7cPCwJzeSXkx+ru2xhS1POnsOe87rDdHDun25rCY/2NE71LD+8M9+PVD2uvyc2a2vsW59tuzp9Ugv8YrjGrS7dcPsa/nEr3xcs1crB97lyd5a38Vk6xAPF3o9mvNjTw3txTs8fbAWJ2w264sUD7bVXp3MJ275i61n9sQhdPbXDb15xK3z+kl722bvDFNt+YpPYOjDP9fsE/pybfbZpGNTj9O1f3t7+5CjeA7zKqZahc0PdjWHyVZ91LVa0LHl1z0bLj17NSTlQ2cm9D9+7Yknbpj8rOnxnP3BV9/sd8CRqxlq1uJYf9jGEf769d/dO++8s/nx7QgjDrD50TuzI/Tm2GyFm20xXYuLP5v1E/+eF3oSljzVNv/iqC1fdsVYL6S7Vl137jkBo1yc1x9TP8x+POjrW7Xlp9brRWlzq17O8tS3eDFgryaeIfBI5/VV9o1Fx4etOLDZ6BERTz/NYcKWj3mQq+t5uK/4JfjZ95oC15qIp6aP5ePeype9tZj4wMGh/e6HmYuarP+h8rathvbp2ecPw1ouDvhqUE71LXtnh/snX7bWsHvWpsNdnrjT4cLfmc5zr7qE3VyxJ/g4PJtIGHT89VN8R6Lv9b584Oul+5wUT5yw6cLSRzM0be15nrI/86E3h/IJA55e0k3e9tXQvj1iX/09D+3bw90Zb4frmY8aqi8b4gwHv2zp6fDt/QS7DjF7jeBDxIdRTNf/j/z3L/efvv1agfY7vhVoa7xL9O5sAe53p5Te3bEjU78C72u6lcTDu2IY3umRVYD9LtmaDR9YK4Hty46/d7zEu1Y2JNuV+H6XzaZ3kGLQr0F4eGe7ndY/dI5EPvLzThkmHDGLvW6OhzzSr4bsmHKvJvDWjbhzgsmGvfVq0o6Zf/mvAdvvhF3Dsc9vNW/70amHs1qtm2bzqwbs6fAPk04O1SoM+2pCr9auYcPivx4Y+6cGepwdsz98Cex1g26ebFw7CGx29LBhqfUa3r1PLx5O8rSnhjgTPupNz4a+87pB/6s/9ETNy8VPQDDkx95PQ+zEJXDXQ2Svy4cvW3skLvz0DU+Ctz3Y6+Z9yE88tmolfzbFs6aHXV1hlaczPburfOgdYsKWz8TBW9/UHz9x4agJH9cOPg4Y66GFwu4TH0IfFzo9cZY/v7DVYr0J2Qc/sdprJnApH/uw2cCnx8cajjiu6Yk5VCs6POkd/Jur5g0v+dfHsOG4r8QQPz96tSL2OpuHYooL3xk/HMSBXR3o06kHLLUWUz4TW2x1gcfWmcCtP+Vjz0/u3cu4w3LAUAO21RsHtcWNsKPj7yD1hx4Gm3Cd8cAbF7iErTV7azHFMHvp4Vjbt6eG7ls5wHXY6/5hy8ehDvpmzcY5+zMfe90/sNnDsjbj+ONF6pGY1YQ9/vrgnuVXDdng4vlJDzec+uNTlLjZw1utsisO3unFhGev/F07xIMtpn1c5Ojcs/a8J2A04+JWg6t+mmN1iRfscmQvjkNO8o0f+w4x5Mkv3nR8upddw+aj9+vNFtWef35i4OLQn8lHnmoAD74zrGLKn8gz7tZs2BP1E/PMpxqy0Q9x+cB2T4hFV2z5lKd62MONnsCnF19dqy3MctqGj/xz+aaKcy9UgBOAXc9kEezjffsFloQjoXc0tCXJR8w+qsu/xH20R9jlI76POEn2zmxqaLGd7VUUZwfxUTMfeITeMPdRIR1f+wqt4CQs65rMTqyw+gicTc2z38e69HDoDAP7YsVZLgaOP10iZtdxwZutfNgTZzq1Yq+m9sVx1mdiL97WYYdlT9+ci8fPGnY69sS5Xx3wwdcZbjZxZI+jAy/CNoHNtrMbADYdLD6OiS3PhF/zzAY2ez12Hffsq0nX7TeHYRc/+/JiH39r4pp98dqHFRd5hRHHOeP51E/XDhji6M+VhMG2WeXjY3ZCL27n2Yf4w67P7PKzD1MOiTzVqnzt8THjccnWWWx1IWLDdEz93lz/0NeH+NKZfTNBxIPnbE9M6/pF1541PVGT7jf7JFvPpuLBxo1N+dTXfMyE/fLiOzE3+PoHTs+a8Olwambp8YiLmPbhsVVXdcOdbVJMNoR/WLDpw81Wn+kIfIe6qHm+dPnVr+3w9J/uh3JvD7aY+YffvMGfnFrTk85wrfmzIWL2gtqe/WpCV2xn9vbNLrHPP6kGrtmyS8dW/T2vrUk6ds0EfBJHa9zT12M62NMuDPrsxYBfHvDs8a+2ekXCYp8/fbbul4ltbQ5xEsfBjx62tSNcOJ4f9uNlXy8deLDtwIMPYS8++/KhS6x7LaSbMbv36fmL3wxaZ2vf84COnaMY+hnvOLnumdW91ZmNGCSMffHIP5ff/kPAu7wSQxSYAnhXqOGKUrER8u5UYDbEPjIlU3HtefHgOwV+MelhweAnuQpnPQtlXwyxYMB2I9G15+yGca6I8fKTVi8uxXT2rjg9WwK/NSwHwVPe9tPh6N28BhJ6OjzUUMP54Ur4uq62OKTj55rIX6yJPXOFz7aaxclPJ36HT9h3sFMTMTrcEPUu3vzUyo1H4HYW00DCpOdrHoh86KoPG/j1KHu5422fOMPxkwY9HzPjDIsedvPABw/978ZjR/iUG8xEDeWDg0OuzjDxC5svKXZYrvXSdQ8YPnDKp9jVE8c4lFd5yofgQODyJ2yKC1v+M8/qWhy2hF7M5qqa4Cj/MNjjXv5xoYPpJ158m+c4lg//Mx+21QMPNuwJHjjQw5JnzwQ6ez/60Y+2/bvrP/7pmsRRLBKPaqhv4jiqnZjyZOuoRuI4cGntp9Le5LAj8RYzOzqczDk7azjxETuObOnp5lzBhiemH+7YJTBhqwl9GPbD4WsWwqSvhtY4NYf8YPDBpZgzd/vmCh6xV3/DYZPACjM9HZ/mBw97uHgGeXNqTaeXhE+1s7bvPqarB9W1mPzCse55wC5O9J7jPbPgVRf3rZnI9uQD20HO16s4eh52P+Aptjqx77WDLpzyDdte2DBhsKn3+HVtn8hTj7tmKyd5+psmeod84FuL55q41p8wXKsLMW/ygQeXyMe6HMqHLe5iJvaqbzniD785oheTWPc6Jg5OMHAtrtjWMPQMvrqEDwe2mYXLtzOO6d2L+MJjD8O53OGSZh8PwgdmONVlbz7yz6Pf/vOfkpeMgfRrOQQE9i0DhUfcR8iaLLBvdvjDMh+1+xgNWb9a8/Grwju7qRR5/b54Y8PxcZ4HNhFTYSXBV2LwfYOjP2KFjwv97e3tfhh5MyYme/vieNOCXx/d4V3B/JqNXmN826cbff2efQ+WfPzXf/1xGmyYcuejFt6c0PmVgJi4aqBG+SjfgCt+Mdngx1/+YsrHmq94jvW3FQ9/vKheRBxrMfFTK31RQz1QZ3m6wV2rIR5qyB4uH1z6g1pcYOCzfqe9/xCPTq7yLAc11B96OaiJGsJWQ3mKD1tMPakP6lTf1IZ9tVI32HR6hYs4Yht+ejGt5eMBLSZebkJ1gw3DjSZ/IraZ8AeoYqgbW35yLaY9sf65vtEGV6/EhKWGsM0EG7zwN3P6Y5Zh0Zsf2Hz9MaheqjUM2Orh/mEz+2Pu+TY38hfTDzF84ImtvnDMitzUil5trf0BpdzVSp5yd1Y3c4OnONVK/dnLx1ptzRXOYuLtzJceb3Fg+lUuPzWEQQ9b7/VHDc0b/vKh98Limr14aoAj3nqAt7rqk7Xaqokew/DtP5y+973v7fzVg+iDHNUCD3kS//uJ+oM7sS++fOQmrnzMPT7ezIjZvKkVzrjDUBv2aqWX8pCn2OrhnpAPbupGD8t84KJvzQTefNRr9se3gbtn6fES0//CQ71hy6F83PuwxYGths2YfMS2pz8wPAPEpFcrz9j+Fyt8YZePeTP7eMqT8LEWUz3V0H3Dlh28mY/e64/e6a189NNrRNj42oenLp5NOLvGRUw2at58iMnWfvmw1xMx8RAHF2c8+2alWui/usJWQ32rhs2E2VNDGPxh366Z7cW0fOi7Z9XXPRnv/jcosPVOjWCxcS/joeYw9UQP6xtucPRN7tbs9QmOmptNMc2WZxZses8g/vTEPSu+2Zr9oVcfevHhOvCGbQ8GX+J/OxS2/NUIZ3Xxmt9zT8/p7JvbctNn+fTa0azqp5mQJ1GTuLjfzIR48pMvPHngMvujl/blo1bmTd3ko656iyMe7Oj13n2Oi9qqo2fCfE6YGTz4mVs4dHg/S+7foh4WQBSgh6U3F3SKJqgiALYm9pB0lkT7Cou4F146LyYS13jX7DWR9IaHjZsDHj8ijiLhw4fetVj83OwSdvTpGq70hh8eDAWxxguGHNh1KBwbwsbQ4ysuew0h1vF3NkTs4IgvZjbOvYjWlJmH2oqjsfKxxtu13GAZNHnjhF/YchFTbnJhCw8XdvKB5ybhb41LtXat/vCc+dtjbw8mPSzX8OyLiyuRixrAIPQ44eGGYO8aFj846kXUSh/ZyBc3tjDYs5WLfUczJhdreOw8qHAvN3545y8fwhZXZ4c6w3DgUp7W2czaViucYPPD101M2IqlJrDFghkG3vVHPupJrMWEqY6tYakFnTNctjDNkths4ZYPHTv2ajJzY9OMW5cPW35he5jyZasv4tsXl1Rbejb2HPJkE5dq5No+zuUDAzcY9sXhS+/Mnj8ffZVj+agrrtWF3ro5DKN5MGPFthZXf+A7PKTnzMsJPhuCj3lTV7H0kOBUzHrNhr4e4iA2fvxgnf2RP5Gz+rDBSx50uLie+YjRfS4f1478nB1yKZ+ee/Ri4gG7WstNzsXrGcx25sNPTP0W88ynmpQPXJhq4OArR2d6PVF/1+27jgveODjomh3xCZ/uMXjiq5X4zvxxrD5ilw89O4f+1CsY7J35VxM1J/xwwYmOLxuvEXTEvhdr/JpvmGLj5dDvuNLzxUU++mQNh1/5i22Nq7U3Hdmyx7f+4MNGHH2gF08Nw1MPa89ROOUqB9fmoP6wo/OGUSwc7MsPtlkj7ORD2MMONz0beaqxdfWE2T2GJ76we7OknrM/nlfs6ld1gSc3ccXhR2b8ydcaD/1kyxeuM0x51IcN9Mg/l2+qACuYRADVgB5OSBI2xBsndoLz4S+4NwNs6DU64V8MzbbWNEnxt58NfQ92MeCx98IscToHHfGTi3UFUQxcSMMoH2LIigkXR77iFQcfWGzLSbwaA4cPHalWbKsHLFzD1mCNc13z8qcTE1fiprQuJlxcYBo2MRowe37CYOswVGz1R572+RBxDCMcttXEHk7qD1ueMJKTCz3ccmzfzSw+LAKPnX5as3fQERxa4zKHWD2yZ2sOCR915FeP3IxiOuwRN2N49ce1Axc4cz5hiUevXvLH2/Xsj7j80nfzs+FPzv7wsUfPt9rywSV8vvrGLgw6oidi4V/v+clTfmHfW//nV8bwiZh8w1YrNaaTZ7k762d5qufEhuPgXw3Z0vXmhT0c+mpYf+JnxtnJwcwQ9uzoiOcEwZFOPJwdrtnDoI93/OjszVrBsm+PwCHmhz8pX9gOtmpYTTwnYLB3dG/Rx7N5498PX7jMeRMTt2ZR7PKptvDlCdueazwcpHsCH9hs2Luutj0D9MGnAPGWO3t6tvWnmtB5lssfT7gkHmc+ruXiEAMHtl580/VsYkvElEtzKfYZEw4OMOGprTMfe72WiEHs6SEs+M1QNRF75iMeWzHm8x0Of3tiEzVw6Dkc+bAj3kCwpefHzl71lSdedPbio29yIXTy4O/M1p4+x8HrCKEXk418qqnnAV/Xc97i5awm8YCDF5kxu2YvX/bmcD5rm0N82alh/eEvz3IJG46a0JPuFX2wR9/8wJQbfmd/xGYHt9qoH6n3zjDlaC/7etOHP7C7f9iKSSe+nOE8T+4n+sLKA0BwRzcsYEU4BdleABAgdOyRPgWm/c7ZGgLET7Ffs6xh4uGoKJ01hF5BCD0eYtHFyVlefVQ6Y4oBh4jrmsBwnBImffzo+mTrtPfGb3Lh45C7+oXBzwuO2ibtzfzlIU9CfwpctQ27PDqf9tXPvnj54XKVfzZyto6Pj2hnnuK47qapZ/QzHzgdM3d2BIc+7cqOns6noKeIE2/8iL7ikn764AKXyIUPu8klPx+D62dz35l/saoHvKv+sIONZ/7Vpmu+iV464ujMHsYVPr9s8A5z5sMGBrtmn06NiDfgDiIGW4fcTuGjF9Mmrlf82PFxrmYn5ryGUT7WfBx4wzglvvT1Uw1g8LN25quX5tzavno5w7YuVlxnrYorhns/fHpruqt6+al/PivMJtEf8U5hi7OaxVuO5UlfPeNRXcLz6xBc4DjjR2CcQhdOe/CKka6zGHJgU/2cfaJiLw7Zw2bPxpFU42l/VW92apWvXByee/3aNExndnLmR+CHcdUfNpObmmU/ubEjnnuEDx75OquZM+ErH/WlJ3DjvhXrn/pq74ofnRkibMLiV6y9+fQf+OVs3zXpNf+p2cMJDik+e88Cz9qJVT5yCr8zjjMPfo6r13ucer6LWww9Lk/6BC58sYpnD0a1yNa5mHDl5IBRns5wzKSZ7TXFG7Gr+k9s60f/pgqhPmkAJtEa0LvZwOi9gzVs2diTEF3vYqc9jAorKWvN8NNUDxV6eBKEP7Fxsg+7B4Nreu8me2cqJj9cegdKV0w3tJgw0rOHC0MR24NNznxg9BMLXLEmRv7t2fdTG2kI6MTzbps9PRHLO3j1Kf/2+umjBxJ8vnAaGLYOHP2ag5S7Mzn7GcbZdzmGvR2f/gMfT/z4OtwA8P00E984wQk7HduZp2vDXR9gJnzCoKsu9Oz6iTR7N1E/kdqvHmoNZ2LnU4/tzTrhHWc1VQ82/YQob/vmpp+cntcfMeGyLxdn4gx7Cv5i6r99a7WSS/fVtMfFXn49GMRjL79yNIfidQ+WqxrqD3vxYPGxX56u469+cqKDBdeaLy5T8IELk0/S31S99dZbOw59Oag7mTyrIT1epPuK/eSCJ3uH3ODAZu8TAPpyqX5ywh9O+fBTlylsqiseDjHkHca0F7fZh6eXYuDsKJfiVm+29solW7pwspUPf7HsW/fJjr3yuepPGHzgOsuHHpa4U+Yee8LHm1XPIGsHLg7+7MSGh0t7akYnx2zZlQ+9Q13h2ONfjmrpGUSf2ONPrMM39/Rxzh4+HuUOExf5V3P5ELMilk+62HddfDjlzp5/3GESPnzhO5dTdTufB+zt9ekfe5xhEzGneEaZz2rEVmw6XEj50OMAwxp2PPmboernjHO10ge+xF73CX81TF8+5UffM4gtfvbCD2cDrH/ou9/i5ozH2R96OdhTt0Tfw4+zPbHFY48D3+fJ/ZPnwqqPh20pDhG0YmzF038E68VkErJdktMe0QrVvheoCjNtwxC7YaFTEFzEhmGfuKHtwaevEMWEEY68DMEpsPDhq9jhh3va28+meBPjtBeTvfi48GEvn+pH5/BGszcobPjRs8XHulqmP+PxU1u1YRNf8WGcAtsRLn9+Hop8T6FjI5ew5egm55c/PzHVltCHV8z04cn9FLy86WczseVylQ8berWd/OjwOQUXvIn9fPQCFsHBAwhGNyRbujjxs66OMGFfybx/qhm/K6FXX/1Uc+Ksrlf524dZf9TB9VVt8W3e2Mhh8nc9azJrJQ5hrz/8Hfnbu+InJszuNXbPkhmTX6I/1SOd+NM+LvREbA/ebKqjfXvypVMT6w57sK5qKEe9YJPA0K/Jtz324ukLTHUgsCdG9rDhsYXHF3b3Nx2e8NLl62w//p2rx1V/1GbGDPsqF/h4wXWwjac3GvDpSDHlWe75th8GWwfb/DbI+odNfYCtNuV4/oDFh42c5rMfhhyvcpo54Nf9fsUFPiwc1Z4tnw748GY+amI/PR/8kuaDz9S3z179mjk4OIj/WD582WRr7Z69khkTHh5xbc2f4CAuCZ8N3cwDXzKxt2L9A9u9nPAvrjqdAiNsMdkT+cA6JX7qli38uMCCw87rpucDnI4T77y+z+zQcvaNFOeXX375yW9/+9s9HF4k/YX85z73uZ2kj5C9gzO4vlHwzW9+c5/9gbL/1H6/pvj2t7/95A9/+MPGo7+9vf/W3ksvvfTkvffe21gf+chH9l/lf/KTn9wvTOJIzJs79tZwxfQpj2K4/trXvra/WeBjQd9E8A0BxcLl97///S7Uzc3N/tYIv4997GNP/vSnP+1CiSW+PN2Ivs3hXal3yb7tAtuvB8XsgeDXPa+//vquCT+82Sr+Zz/72Sd//OMfN7dPfOIT+5sNYvP1LQc3sU/FfINFPPXp20Py81G1WuHhY0dc+xsptfL/KdR4mH1L5zOf+cyT9V8N3gNkzffTn/70zs//g8pA+H27b1+89tprOxffeFBXg4sDG/s+5vTNOfveHHz5y19+8rvf/W73x/+yB9ePfvSj+z/x79tD8v/Upz61+4YfP3z9ZOgjcLVSQw8f/VR/MeUA2zdzDK7/ZYDczZEcfv3rX+9ayUPOL7744v5URky8zJBvpOixGVB/2LDEVW91kI8a2ldvs6xWbkw1VJ+Pf/zjuz64yAcX3yTCwxyIY570Tc3feOON/S0emObN3Hmz+eabb25sH4ubK98w8YkHHLOvv/rgG0A4qREu9NXWgwZn32ZxX5kp8/zqq6/ub6HA7n9hIYevfOUre5Y9yOD17SLx3bPwzKdvsHzhC1/YeVjDxc1MmmW5+NaMHD1czMS3vvWt/f+L9GAyE3H66le/uvPRQ7WT5wsvvLB9/f8lzbiY6qnHeIqpt3qnzzDEtNY3McT9+te/vudNvcX0qzg9MUewzVEx3V8w5QBXz82neVMndTPXcjUT8vFMEws/sT1DvvjFL+57Vhx5wNNXvP3/8dioufvDjJsjXNTbJ4W369nkmaE+7lnPSLno4ze+8Y39LTu1Uls1lhuOZsK94Flqrt1HuJo9fTOHnhN4mC/44olv5mHj5H4zV2zgmc9f/epX+x4zB2ZWr923eOPiPvAMND+wxGnG1RC2uRZTf/ioKd5qaD7gyRe/V155ZeOJ7551z5hxcc0HGzOunnqsPtVNj/TCvMtdPuqvfubaDKmP3ovpdUaNPWvVEJaZMG/NuJjuXZhyw8tcqoU5katnunzkqAawPb9wlb/XDvHVUE08L+WkbnrgmYSX+VEfccR0eNaJJxd5yket9Mgc9nw3h2LipG7yEd8s6JUYZlzN4cpbjcT0wo8XvRrC0XszITf5uH/kIB/PUXWArT96A18+nkE48u25J6Y51Dcxv/SlL2082GrhWSumOW2W5SNfdXevwFAbevXxKaUa/uY3v9m5uIfo5Yyn3rqXzbOYvZ9w//JVP8+C73znO7vf5lDvq4N7ST7uWXHMgXzkwabnhDhyNmN6pf56aubNhL7i7XnQ66k5MGsE/rPk8r9TJUnF87DQVOQBGRRDeLNekDyEJEknmAJ70Bl+Dac3SPYU3sMsMobNMLhhJRa2QmquuIpM3AA1GxZssZ3d6OxnTEXHX0zYBBcPcfHEhQ1DIb2wVniDIl75aBidaxz5udb08tEcw2uQDKr4RA4aZnA8LNVKTDeAoXYTabbmETHgGAbDT89WjmLKRx/Ew9uLhoesGw0v/oZGTEPMTl06e6B4mNLxF1t9YOonfsXUH/nUH7xdzxqWDywxYbBzEHFwdBMTOYjJz+GFSg3Zw5B7Dw77eij/XrSt1aX83RgGHS5bevMGxw0Nw4zwoxPDjSkme/ngTWfG6eVv7UZ3Q+m5+lcvMy5PMZtxtYL/+c9/fvPTB/ZqZQbgqzEdjmriDYP4YhJ1wUXv+TvEdtYjM67H+LH1ImCNozzZwqYX00zMmO5lMd0H7KshjmYctprgqG9mWJ5sxYm3+fKQpdc317frIep+0Dv9Ie4h+Xiws4NBxIANQ5x634zT66F46vOTn/xk2/30pz994Ch/D1n3mvi4EH32bBKT6BEcffKibVZmnvpGzGH5wPascc/KST44hu0elBvu9Ueeek8nlpjW6q+fzZvaiwnLGyx6/XXteaAPPZvUSZzegOOJO35imCHPWv7pzQk/fcY7DPzkYy7wIrC9WKiJnutPXNTWvPGHg7d9fatWMPB2P9jveQhD33pz77mnDmqCu5ietWLi7czHHOIiZn3rOdoPf/qAtzemzbi5gU0vT/PjGiZ7tTITsOsLHurgBVTN9Z69WdIfWJ57+gNDfvjJUT7mk01vgM1bmOyJGfKslY88YchHHdV29p7eLOlRzxr4eMtdneubOLiICVt+aqjG7n2vKbAJP/ngVA354GJ+zKA3E+VDL6bXDvHxUjN18YbEGzDx9IfgysYbmauY6jXvTc8g96wZn/eb1yXYxLyJrU54qVWziYt8+Jr9nsFqInf90LfJ22tEz1rYMBxiqpV6qK0amQF1NEPuJXbNsrP+0BH9epY8+klVL3KADLHAGijpHuL09hXbmQ0CyLJh69pa0pHSEE2k9yJGYPCnF0fxXStqOtdwnA2rIlgbIHGsxcgXP0IPk11c6GFrCr2zASLlAyudnBTeHgzYzmHLlXijQ09gissmTnDoHfDlw76HCVu5iGtN4hAGnXh4s3EWBz9re3jiSAffQa+W6cTpJpnYbKqn/vAVpxriDZtOPvjJh509esPqxij/7MWTMykmHzcDfnzTsykf2DDEI2z54Uln7cbBxbUcqku2/OQjBqHHWz2qFb4OeuLho5YEtjjVR5xiOYtH4opba37i8nXQy5OfPSJuNbDvARJ32A627NQxbOd4sLGe91uc2XmQ4iFnOESM4rqvusfkWz3ZOviKUX34VZf6Iz5be9bs1VBMfjD4sLEvF2d6/Kxxdc0G/2pJ7xo2KR962OGrLZ0HZPlUd3q4jvKJi/OZT/HswYdN5ASzfODKsTydi70d1j9qwV6t2MtVLrDFYZ+eTzUsJl38ysO5vosZnjj4tgeb0Islpj058CP08Oiqcdf28cgfdnzlk8Dly8/zkL0es09fPu5ZvS1/NoRefdWn3uOIn/w9u2GIAR9u2M72Hfofdhzh0vGDTazp0s8aw4uXH1jY4nHmA9f9Q2+f1Gd16s1E2HCIa8KWH72jeaWXSzzoxWqWxGSvVtUEnn31gZmeHX4Oa/dPOdPxgd1z37r+wMSVn+d7GPbjLd7MR8/ocFYDvs7d4/zEJ3G0F17x+Mkfjr1iwMbZQcwbgcE+PWw6ONWVb/OrhvrDhm2c8oHJnv/z5L7zhxXnAgAtgAJ5VyqpWQz2vfsW1MEPUS+W3QwRdIM5JkEYfnowPOkrLBzNZQODsOknFXb0znBxZ8+GD33vSBugYnjhjwsfAgt2Ns784LjZ48hebvg52DnoYeBBDJ9rGPbUhB09XgQOPb5dZx+OvY44lB88gkf1dh1eMbOzh4v8cUvPVz3Kgb5Y/TQ898qfHb6wHEStxC8Pa3ZmhU3cnYupxjDjgzehJ2FUb7bxx0vfXKutuOXDnrAh8NUVXg+H+kQvXrhw2OPCP1y+aiMf67jxE6+5yl7ceMdBHH4wxO+aDxw1L6Y9a7jmJo50MPohA7br+OsxbFJtYdATDx+8+NjHRb6uE/v26M58YImV4KUPbDt6kKmh/TDsq2F1EcM+PczO1vYceLNxyJ3Yh80+f3rr7jHr5qp82EwucsFHnHJyNsv8rR3hqPm0Ex+neMEn7OnySyeOWjnzJeH3DCofvrjiQlx38JeTfb12zU8u4upx+Yvjh2b6YvGBpVb2+dtziFcNxYXJ1rlZcZ1999XM175aqS98XIhzzwk2jgSOfOJTn8rNNXv78zmBR/cSDDbZhj1ryJ8POzkR6w51Tc+OPdEfethyNeN8ihkuG37Vhb1ruatrtc2evhnvvg1bnnzrFx6u9YEfbDhqpNZeU3Gic2ZbPuzzt9fznZ595/JxzY7Ajkv58KHX56TYcsSJDYHlKPeuw5c/XNf8nNVRnnLIzprekbSHh75Uk/bpYVZbnBz6iQd9Mc2JPGeO4Tx2fvTbf25C79g0syQEQ7JPl+iRaKDo6aZ4p9hPA4izV3i21hWZDzvvysWmVxw2hL3r7K0limN2xeYPS6HZEDb0XbOF5Z0qbPr4/Juxu8uRJCm6MLyVHrhgKQgBggVwCSOxqVkDoGEVIIHYAH33LaM/f7znLc4EWd2YFB0e5mbHjv1EZFZW1oyC4u3dMBsHewe9g21Y7MVTH3qxiGsY2dLDEg9vdYPFP3t613xJXOBbiwlDbnRySi+ONQz++NKx9w6+fC7wD//oL3u21dEWP3skPb71p1w691NINaHHr58ccKBz4MYe1ziLjx9/R9zZi1nervmpW/2EnciFfQKfT/b0sOHRy7Fauy427uHG0TV8duHgIBd69cnHWj72s7cnNux42SsuWwe7sFzDJuz44StH3PMvrjzp1YhdejHJ1pEtPU7iEHj87RHxEnnS15t44lcNs7UHu3h8YLNjH7/01ar68//++++v3W9+85vrhwu9M45s4+d+gFGe7MJmJ2a88bBPLx/rcJ3ZVtvy4dt8Zm9PfDMun67Lsxq6Fstzj277Yg9ntdUD10Q+bMuHTlxx4ohTNaAPG8bGLJ8wimmGcOELJ3xc2NhzliNualLuzl6cw2BDR/jgUj71iH/P2uoVvpjyEdNZ/uzVnLC3lx4+XzGrA1086O3z92mM6w563Oxl1/lVnmLKU40SGPjQ87UXD7nsrNjT+80nHL5Ej8qnPb2nk5NzMdVQrOxh0FUre+WDy7Mu9usPO4f6yj1bMemc8W8m2PKXC53jKTAcRI0ILD6ui4m/51z3z9rKZfOHwb7XMZzCwQf3/NkS1/jtTNC7Vm+c6lv8xIXHN1w84sJf3C/J54wfFpwk2yCUvCBIuJmskevMnhjAyLiGwZ40BNb0CuHdobOkvDutSeHSw1z8iokLzN7tuiZ0Dn4OzSQVAx9rhfN9C40SryLbc02eGGK5kfYnHXUg/PtpxFCJU5PY4CRvv9OWJ77eeTcMbOQJp5/e4pGv6wa/mNUnHmLA3LM8/U67eqp5Ocup2qSrBjDg0udjnU9x4PLBhfDrmn/29vhvPnDZsIejbq5h2YNF1IaNvdbO7OLRDKmtOGTPeDQ3sPjbF9Oc+CkGNwcuxbbHnq3Dmo35hen3+XESM57Frz5xxwF2XNiVQ7biyK15La6fPuF4kJoTfvmUj+sO2NYEFimfcq3mXTuLDQ++uphlv/6IEz1hIw9nvIi+wZCjc3nzpXNt9tfOfeWn5eZ7+cuz/OMonkOt4VQvvJq3ehYXmPHu7J6Ns+9t4OYhiqujWrFxDYuIV8zW20+x+ykfP3nJ3Rm/euLetC8OexiuCRvXzS0dXDyc9UUebNKJQeqL3sKr7mzVuWdQdZaD3JzpzHZ1cL3xxOQPk832Z3HwVk927s1+XQsPv2obtz4toDcfRE3whxU/vnxcywc3cdTAgR+b6oxT9WErPsl+eegPeweMsMTBz371hNMBw77vPXnWqjsM8WDgS+j5pHNfua73zR/famcfDh0cXOSGCzyfPPqqQjHxY8/G69v2R82qYzVkqxbEud7wcy0+H2u85ak/5bn52HcNG18c5cEfrj16dtUAX7HkxdY+kQ+hF1uNzNDmk2282TrEF6t4cK3Z8XG4TtQgW/iuYehrttZfk5efVAH4+PHjDeBB5wvkkkHGFwLdTIL7oqLCsvflL19O80VHh2L42Ezx6b2R0HjJwoalIb7UyA6mLwj3rtUXEvkqhCH1MBfLmhgW9r5AxlZM2OKw8yIH242scXjjbO0LbPJxbW0YFRAvvrjJxxf8+HvoyccDzLWYvtTXg8kX+fh4kfOFPHrFp1c/9cHbiyG9tZrIgT1fa/HFLB+2fIoZhuGUD/FAw1XzDSwbtVQ38eXJXp6+OCueGtHJVQ99AZXOC4r6qJuh0p+NCcMNUg3x8o4fF7nDg48LLH9J5cu9coOvP2bgmU/10Q/c8YYlltlTQ/nIU23rlZmAp/diwPWlxQ8fPrzl42bFTz76LF/z1lzZlw9sMZtPN66eN+Ny0nO95y9PGPqDgy9ViiO+vqkhHzmYU31wrZ49ZHyh1Yx7qPqDiWYcjpqIz96XR9VPHFzNh/qaFfEc7HFSG/Fh7By6r+CpFR7676/y5CMH+PKxX3+KCdOan353X9UrOr7mQz4Etnrzodfb5t1cyUUe9Gqjzr7Uj7f7zD3hkyqx/XeqxFR3c2Y+zL15d2/yl796wqg/fKuPWqmPuumxtX7jLn/X+qLehF6/2YRtJsSUjzOObMRUN7HkI3750BeTrXrAqYZmG55aiWPNxtrsw9aPetu8e76Jp4a4iKHfamverOXz8TxTnM2EGW/e/GUWbPcFXjD0Rz1xUVN1oXvmIyf9loN89WT7g7f+mDF1wN+s4GLGxVRn+/bgbT5mXD7yY1/fxOxZXEwc5af3YjRLsOXqvjL7ZgEOvnqqzr7EzB+mmquZ2SsmbvIwb+qHl3zUo5h6qVfNirjuFc8DeNZ4N4ewreUMQ//UA0cYOMPwBzry4atvzZs6s5WnNf5yUlvPiebDvY4/vJ7jrs01PM89Inf1kJu+qav47kO+7NSNXm2szT2f8pTD5sPPDLHFh+CqB9WzGZczW3MGhz07+ZgJuHRqZCbkq2/mZ/OBpy7yocdb3+jwhY1Xc6tv8tFPtVJPXLwui63H6q8P+ODouaE2rr8k7/71H9ICu+mBaCpQpD2ggBNnTZW4F1BrxOmRJhIzeHCcFcdwuYaZNOheZPg7YOFiSEk4iqDQCs8OjuIoIA496NtTPLnQ0xF2CmkYCQycNKh8ypuPxttTF8JWPI2Wo8GEAddardi6IdkS9g2j6/I3pOXD31CIrYZyhhO2msjHoGs87HJyw6pJOrbqwr6/jrEHUzx7brr8ncV0w+NQL/kYTH2TG6HDUUwP6OoHwwPFjeQv8cSCw1Zuerf5wFFvN5x8lgsMb/rYwCBw3Dh409kjbhp1dNM1J+XDzlzhbg9XvOnMRMJerWCQuOsb3maILzyzQCem+eT7HnZ85KmG/B30pPvKWj70YqqjNz6JGHT6puau4fDpIWje+MtVvfXNPcuGPXF2H8JQTz7iWZsLs6X//Al+bMwW4e8w+2xxUJf21FDf+NM7w1crDyiCD737ylldqpP9b7/99tbYX/+FbR9v84MfwQNWs09XTLg44l09cDU/znDYWMP2QsDW/Fcv+GprNuGydcine5ktf1KecOjYhqGGYbO1b8bZwifx0Te9hx139t1vzbJ9M+FslstdXLZmtph4EC8c+oNPIq75xIXAYW/WzDl9/nioIX/3LVtCj7ceu7dc42Wu5OkZxJYOln0vnF7M8HXtLB984NARPnq59yBb9dYfuZcPH3Mspr8uE4stkY8XTfe4GOVpNkmvEXwc5k3uy4+dGdcf/uWvTmqutuGylQ9O5WMPb/Zwe46z0Vf3m9cUfUtwVVvPGuvygY2711981YnQEzjp+PWsVcdydIZdH/hVd/nQs0nURE97L7D5WO+zFs+dw8X22q5WsOVNeiMfNp1984ZT9wS9fPRSPM8DsZstNVRvNeTvwEVMvWfHHqb5ce59STHd32ZKzOpR3dm8ks9T9tgR3DtVResouIZEhht9CddoZ6KpCkRKFCEv2oaJzkFguLnEs6ZnKxExw3S256wQxDUfydO5afAi9DAbMIOc3p486XpAVzgNFEOjqwF73JczP7nIMx6dDSkf13Djrtmuqyk+cORPxOQnf9jFrDbVJM5wi2PAanpnDxeD5Jpt9s71E8cOudQffGAT/GDUc/bWHnTVDUfiLGa86OQFF5/q4cyG3uE6HR83r/1qIqbreK+9Bwt7NuXurPfNBF8H0YfWV3H+4QtDbazhO8tHzMTM4ORhoS7hZCtHdazW1UytCF582BMPaELPh4jRi7/r7GHgSNbevPGhE4/gyB7/YsGRF3s6Nq7NE87qyJ9PtuaqBw9+7MUpJoyE/pmPOPTqBdtB56xWzQSdmMR513QwujfZ4kjY1U82+MHuBdTam2B29ujlGj4dPL10v7G3B8vhzVZrMdmrQ/ngUD6wzTKJiz09w8Gaf/h4V2s+aulazdnCYFsO+tA6HPZisjcDzo7tfbmylY9zebQnd/Ed/O0TXNgvPh76tr3Hy30Cr9mPo5i4JfJSK/NmDZ/wY0fPt1ycxdS3YrIVUw1hJOF5vodBV06eCfmKhW+vVxsPNj0b9sQ+UVt+cJ0dYnkhJuyzpW8m6OzJQb3VcLmz9ez0egYzHDZi2i8XWGbKfVj97Dtgs2fjOhz3T/zownPPshWTxKne04Wtb/Lkr0b08tEffbO2V03kWJ3jYc89wd+R0IvpjENn2OzjGG954sOWDj5xL7vmz6f9MMRUM3oHfHZ0/PClU0MSzr34wj//eRKOEeDexZZwgIplXTFb83Egw4Y4I0a34uHNFna4zmGn4yNOeHz4Sjob5+zgsWVHimHdTzB0DkU0jN7husaz+DWd38bXONflw0/8DpiJPVzt8cGNGC57ibV81gY+P3ibu2v29v10mA9sevzCi4trR3Vhaw8+ves44vS8FiuMasV+D9gwl591P32FX2zn8rKWf7rlxK9ZwQNmHJ3lX1/bd2294ieVbhRxxCA4iEFgkXiUi/hhr2/r6nqdzz/xtx9fe+LEq3rYT8++dbH5WcfNNRGD3kGqZQ/h4tiDuRIeGzGzTR+PYvAtJ1i7DrszrHBwChtmQl8+sAh/ts4OGPbUfmX3X9mYT3p2/MURu/hi2xfLvrO56D4Viw17e/nDaw7j5UzUHEZ82G4ucWH7/LTInoMvCRNe12tD/14+MMKpbvmGhxd/ObJxHW/x5ItD+cQhf3hsqqPc2ReHPYEZtmv77JYXm/JhS+CyE8M+rs7FdW3fmY5/mHSe4YSNg6+a10dxws+mPbYEDh1hIw6hM18kDHs4b672YHht8YxmE4bz5syWFDtfeGKxh/XcZ2ePnbODDS6LV4/L527+8E958yUw9ROOvbhZZ2PP4Vqtu9/wCK/ZCJO9nJ3DlFM5sG8/H3hJuHReT7zG7T47GPC2d+md8S12udE58Erg4gKvPftw7YWR/Xvnl7/+UzA/DfgYtCCGxIA6a5YAAkXKu3BDRPhrEFvCPjtJ2Q+LHaH3jrCPmLMX3wHbWVwHezbxqDlsYCu+c8XwjtPHoFtMvmL69QX9FtO77W4KseTARl3gKjQRj95+taHP1iDEgU7uatXHwPZgZQ/bevNp/8mvj6nFg0P4youtWM6uvWvvI2yc2TvU0BG2XNnDIfTp1ERMwsYhZzhuMHZx9+ZRzf16iR6O2pHNh6899mbBdRjOctj5iXM/rYaFizj6rubNDx2xT+jhwmFbj9OLZ08f1Im+GLDChWU/ez+EiAGb6HEPYddiVSN2YbKHKR/7ccOBTTOlRqSYztsL3Bx8SPbxa67gV4tmmT0d/+4bujja00v8ug/ocORj7RAzvuFUD3zbrw72xIBD6gEs8oc//OHy+e67725cuuZNPutnzwzRh2O/Y2eILT4EJzVyxgdvnGDsnrjFxI8/u/p6wc4/9orJn9CJoVbhOhO4+qCX7HCwZ02Pt3UYznA2Hz7FpLeGwc4eH4JP+ZnPnVn8+OLTi6s1HbGuLq5hu25uy6c8xbJP4uATEr9uJZuPdTmXCx1s97Jal1fPCXbp4NUHOPYcxCcenvv4ygsWG9jd+2zFUzd29subvX35ZAeXvU9IegZXc3XCRZ7s4fG1j3uvB2pDx95c8dn5wg9fcUj86eFVL/s44tKv4ctDDvWND2EbJxgrnu/44d0ee3i4VZtqAps9YW9fHsUqb2e5u++715q37lk27VVb/QnXGa9qGD8x8ZFrZ/70ZlxN4o0nG9e4yIttNdz+wrfP3tmeXvNtruG9kpdfVGfoY1OkDKQ3HsAcfUmUjY++6TTD76793tEQa7ziehD7qM2AwdB4hGBrCL2PHNkj7otykiVsxSdidnPBVHzFheN7NXT9mkQ8HLxpcYajaH30bFBxwQ93/0l6bzbE9zEvXrB918rvV/tImL084VcTceXji3/82PtIlL8h+Xi+t6A54uNSPr48qVbywFvj+Kgh3nBx5OvMBkdn+eCt9uqmLq3FwcUwshETLzmood+L4wCnOuCLN524MPTEWm19rMxfnvgZXrmpQze4L4l6QMtDTGe85b958hUHX3pn/NRBf/RAPnzVGkdfdodtD7aY7PVHH6zZi4lTXzaka97k6Lr+wJZP/bHOXm5q5QaC3RyK6wvAMMyCuvCDrV5qK5/mzcf3OJWPmxKemPLSW/Zs6NXQ/VDt7OPpe4ZqhZ+e0MMWX3/UZGOKo85+BUMvH18aV0MzAcdZPmZFPmZPj/nyCZstDmqPt7WaN4cetLCdxVR/tWHvXpY7YU/XfaW25tAhdzmoo3y8+e/e/Otf/3rz/dWvfnUxxJdPzwl88WZvjvQHP9ebT88m/NSQmDd4OIqPi774ArcaexirIVyiP7AJ7GrYHMJVu2rs11HdV/CJuuLcvVd/zDhdfVMTOL4k64cSPNmqIZ5imonyYY+rPbXVt/JRKzWDz958wZGnHF3jLp7+eKbCkLe+tW/G2cudveeEfMyR542YOMpBH9wb6kivH+z8l+Pxtt58zJbnWznwha1u5pYtHHh4qKG+sYfl2j3bCyVbNVE3/7sXfZC/2ZInvXlzv4kBX57ytScmDLnKUz5i95yQvzzNvpqolXo7y9V/OV6ecMvTPMA3Q/xx1xeccNjXK/n0HC+mnuGunz2DcMWRvxr6DpJrNcHX3LPBUT7i0stHXmpSzWGbq97Y4S0n4hnU81AstfLsgu+eZQsHVzOGA72YZoq9+01M+Gw2n55NsNUQfzE9U2HJgb3ZhGlWnMUVE28+6iKOmGqoJq/ycV/pvV6J6SxX+cAWE7651ktY8knU8Evy7i7CnA2noM4lHKhGKJjE2kfAWgH5uSZs6V3D4UeXPQyFo4ffzcJGkQyxNd8wXDvCgm+djWv7cOlw4osXO4c9Onvxyt653NLBY+uaP3F2gzjbYwPLYU3YO1rTO8Smj7t9Olj5W6tBPmy2P8VwhgMPD3m2B9NNBMs+vTqLUT/hErUnbOHB4h+2dRztsXPALJ4bQXyxHOLAtQ/Hnto6EzYw452PveLR8XUdtriu7TnCoxPLvtj647pc08c3DOceJmLbp+vgXx22dvBwDy/f4sSXD6n2sKzZdcBg5xDXfthsYNHJ1z4MPvnb61os+mTrS19s9maMwFte9uLvzE9c/bRmS+xVJ3tikfjFVS/qZXE9/ORbnvHnS8eejsQTdzH52Rez3FePY7nCYOuIK38ST3vW8LLlRweneNa9UJll+vCdHWIQZ/txLAY9rnKET18M5zD4hs/O2jMxfmyt4ViHsX6w+PZME1u92PAlzvbLJ970bAkcIhdxCF3rakLXESe2YeNivzN9vNlZi88mHtbx7ZmY7c5Jfmz54N9ZPEc5iWPNlj48epji4AaTTt2dHWpS7/jTsQsbHh0pvuv1oTcDzVs9KR57OPDLBx/2cBzFhZUtm2YLn+LCsMe2GDDYkvDsE/nzdc23/Jyz7Z727KTnI6aDDa4ERvnYS1/OxWTjwEnM4mfPTp7FEsN1/RDLXhz5WYvJztk1HEd50Imnx/mIHa7z1+TzZ4IPKwG8k/Ouzbu1/rJJQH8p5ycCTaGPjJ+oPBj7acE+AggR+9n6CxCk7fsWPluJeKfpcO0vGex7cfaOFbYDL6Jp3iRoJuwKJgYd3/T2/OQgH3tyqNnFl2d49vARj847fbga7JpsPv56gc4nFJcAAEAASURBVD8beOI5/OTgJxP59JcMhs66n+Kdy58/3mqAawOmptUWbvHLR3yDwl+t2MtTf2Crlbrx9Y47DLES9SH6BY/As1YPtnirRfmwEVdMP22wsc+e4I83vTrQq5+fevS/HO2LyxY38+FMhxcfOVVjejFd81VD+fLHjZQPfnpSLfkR+PR44UJPp+/qhqNrZ3Xg7xBPLfVIPnTNjph8HH7yxAt3eDjDMdcw+fp/ePFnr85qSKphD0S++safH6725KqGCRw1UIv+Eqj8qxU+cmDb7MuFjnizrtbVXK729B4G7njigVc15Ou+wks99ZA9js1QfZOHmM6w2cNjq4bVmT/+9PUN/jfn/3lYz3tOwFJn+ePenHp+2KNTK3FcJ2LDoBPXWu/UAB57HOVWf8RWv2pg3xwVE6Y6iSlP/ajP9sg+P9QQtpgO+cKuP80bP/nbyxY+LmplTxx+bFrjpS5y2zmUBxzn7PWZrWv5446bXPDqJ/ZqKAYbfnjo14cPH95mP2x74rOFRQ/D85BeXWCLS9jgQa9vbHEXDx847h862LjKUy/qkxfF+smODX5i8IcvJ73jRwdLLPkQ8fynaNQXJ3iJHlYX/SbmDV91hYMLbPn6VEQ+PZtgO8LWN4KfOM0TX3a4uQ/E7MDfm1i+dGKzo3eYCbLzpm5yly89KWcx1UocOq8daiG/5hw/fFxvf+jk1mzKa7Gb1e4rPPFmB8tzAmcx8cIRD3zEYf8qH/1hS9jDiktzpp705k18+cCrb2LIV/x677XAmo4tgfE1eWkBwABoFjGIgfpYbIcPeQc9QY6tswLwRZZOM5CCq3DI5mPdx83WfGAYFA/6pJtCTB8Rw4OrABWtT3HYVCy6cOJhz8ey8iHO9vD2cSY8vMtdbHGe+fi4EDZ/NuKWDzxrZ4fhEJMdfbW0Vz64tG8I2LPFQ2xSPnTZ4kuvZqQaqrX+lAv7/NjzwxkH6+1Penj6w6b8YRQzvZryIT6qjzcdP7WFT6+WMPjK0/XWQ63wlg87/nAcai62XOqbBxr77ODak6OY8PjSiy+feNGJwUbvXcNJ5PXsj/h4y9Oa8LH2QFd3a77iWePhLCexq6GP0+MgJzakfrLLHjaOuLLjR9RELMLeIW6/ZnyVT3bORGx1gVsv7amtw1o8XMTvnrWmd4bh1yswxCwfvvLRk/ITo/uNL5v2i4WXtUM+eswPdjmJLc98qovYzUS1gddMWMPgJ65fx9iDx5eOuAfp4NIT8+rXDdm0pz/FpFMrZ72P9/I0P82K/Agf80bizYcevyQu/PFprthZe47jQ9jGR3/YO+iLi2N1ZSs2G7+ySQ+b6D3fcnGGs/cVHZz6w68aWNPjyAaWa2LW4uIaB9j05iUdP0e/2uMvJq585AlXLezpFf/Nh315sm0exICNn5zTZ0MPky8MYk/v2fMl9vDWt8WQj+eHPJuharv5wGcLD0b3CSzx9VfNCZ2DjzzjigNbGHKnh0nn4CMfdrhkby2ma8KPvbN7In39waVnc3WRE50ZhceWiNlzzDVufOCzJ3FzVid6fvHjo7YOPaavXj0n5FlN2PTrR77EnnxwsRYLZ7biqS19e9fpC/+8/KQKMe82NQ+4s0D0NRRR1zWAfdfFc40I8s6u4bhmX/LZ+4khn5Jwrlj24gLDO18C0ztVZ7ZsNM45nvbD4QvL2U+BZOPJyU8YTy70fBybD2zviNlno269ey7eDXT+8W6aHZuw4PVOvhj2tw9s7MnTu3t7dPIMq/qUtzjsxOSXPa4ONcm2fF3D78bjU23LgS6p9myKr7dqy6584PVTV9hi5YdrvOjl1E8SYsGK69Y73nKhF4+sPo5iwIHNPn5siet+iqGLh3Ozkh7v8rHmS+yrQ30Jw751NtZsHbDj3ZyG40zsx5c9vbhycq6XbDrY+OnTtbWYbJ3NW5j2HLD0Xv/as1Y/ejb07NSQTp7xY2sPdjWxz4/gSFzjxBaee589yc++PWLdubmH0dyzK8/iwcGPPV5yhlPv+biOC3u8w8GVLZtqxTb8eOPFjt7BD8bOuPh42Nu4Yro3m0+x6NiI6dq6GPwdeCwXunzlyQcnMc0owa3++ETDtfrnBw+O+DBc26+fMO3xc2ZLx7+Dj1zyT++6GvJnFz89so43js0b3mE6s2EPt9nh2/1Dz64cfOrILt/OMKzbEydMMYh9gos9Ut7W1TUM9uotZrWCxeeZj9oR+3y8XtVDeveDmHGCQdQuiadc5A+jmohP+Ncj/ODgDac9+uZz/fLHi43DGgZ/M0TSW9OXe3Vx7ZmqBuKEx17u8OQCh49rr7/6ypce1/zoXNOzdS2ua2vH5sN2j17b2VRD+/oWnuswYJN43Isv/PPuX/8BBBYZ15LqHSEyEYDvHarmssvHQ6UknYlCdQM9MbwjVPyaAR+Wd7geUhU5Pfxs2RGJs8O1OHR4sV3ByTtRjbVerLjjWE7iwmxwxGQHv+aUk734iukajjjecfciwj7u3RTsqy2f8gkHhj704l894PjpRB5swuCfvb3s6a2z5y8fwt9BJz929twYrsuZDkc1pOND5OJwA8Pgb5+Iq4Z0xSn3dNfw/GOu9LL62iew8CbiW8MwK+pSXZ/5sN+ciocHTHtwxIS7PKvtxvbTkFjmM4GBxz6Mw8bHfn3gIzZ9nO2XZ/b4JGqihmq+OHzo4VUbuvjao3ftkKf8EnGbt/pMB69PEzyQwqQ3VzAcrtuDKQaRV/pqCpeUK1v+jvz++Mc/3nn2H/9M2MsjTPYEPj3ZntGLKR9r/vCtSfHC8QxS1+0dH72Hy1cNYdK7l9XEmoSvbzBIsejqC/4Ejk8CeqGrDs5rD4MPvb7FL2w49sWPg2vYcsteTHXy3MObni/hV55hseVfnDjQO/jYLy9Y1YheDs7szJD7JDxYMDYfvmzpw7GOH1v77gdnNqRZhp3OWf6etTDsOdc/GOXF1p5r+2xJumzDF7uY7PjJR77uiX1T1L4YsNnGh72a6T99+NbsxTF3bOx5rnidtU/o8IDTs5ZPPWVXPuWYH19SnJ5v9MW3hi1/ccyLPWufsnlj5Xrzcd3zoHnB233FDh+YbJpDPtUGnzjJJY5y4o9D3F07xGFbPP7FyD9c3M2+fTGJ+NWYHRyiJmGWe3vX4MU/7/71n78OkbB3wL51b1AUpr/qsfYxGhvF9dcXfp9K50Dc2UfYbiR/seRaMfwlDR+D568c6BWkv0iRCJ2YEmcDwwPMx+2KaA+On/LE8BE6EQcn2L7N70VPTH+poVjW8PCH/fe///0OhoLCFsMhTwPjQeCjWC9kHrhs1AS2jwvhsZWPRvmrhV5o/bWLpsHGD2eHPGHDxNdZzP5qRD79WqF8fN9AH/yKQ1P9BYc6GXZ68dVFzN7cwqCH769gfM+lnrBVJ7XwDn3zsRZHDeub/uDnRrAW08e/+iKmG8YDrHx87O6vmvBWa3+hof5qpp70dK7Nysfzlxrq5A2RtbrD/Ne//nVvIjZqiLP4+ukhom5iyVFufP0+Xu7qqD/yEbM5pC+fbiC88ceh/7WF+aj++iamGcdZ/vat9dx3A9RS3fQcD3m7EWGYHTmYWT1Tf7zFhKNWfpLXU3zty8195ff64olFr25qj0t5ysNMeDjAF1M9cPnnP/95Z1N89mprrW96LA48OnvqrD9h0MvHLOkJ3uppFvrfaagbvf7gYt7cD/hUK7nKR55ywU+NxMaLXu7uHzH/8pe/3D79/Oc/f+Ni9s1EM44jDNzMJwwc8KMTE6Z8nLt/9Eyu5g1vMwEbb2f43ctqXq30Si3oxJWP+2fzgYVX95U81UTf1FpdYLAzH//4xz/efkASE+dnf/CWjznkKx99EpetfB3FbA7Nm9jiwDaHzYTnGExcd97o1QZG/WFD7yyOGuHhvlNDs0+vbtXQ81hf49hzT35ylwt8c+t5WD5mxj5feeqPPTHNUvlY4+ke1x885NO8ydXs92ZD/c2pfvRXdDiLhQcse3DkaQ3b80Bs8y5PPcRRPnopDzjycuDinjXH1RZ/vMyneHKCaSbFhoOfmPRmPN7qY+7UGm/8PCdgyhcfzw/fG8JD3/ATw1rf8BZXf9wnZkY++KkTfLzFFIctXHbucc/Onk3OcM2T/oi5+aiBfLrfcJGDGfP8kANch2cqW2s4YsqJXg3pHDDlC9OsbH/kxkddcDJvRD6ehfGFof/iy9NzwrOHrzWO3k/Qian3ZpkPLs7una/JSwsvOIpoABTEwxuggvgyGUINGVtrjXBWIDcwW2d+GomsokrSC5CHuZvDWgxkxYShOOzCFh+eIYDJBpYhsvYg0Vz2hB08frD5sJEPXDl0Y/LDjz5fe4YMtj24OIkpd4d82Imj4HSaQE/giV897MHDBw8c2RgQualTXyDE1cGGvT3izQJe7GE4rMUhYvWFTb74yn1jwt1asnvmgxM//NjLX57ii8FHHPhyoodRTdnywZU94UPCtW4mYMBia03vDMN80OPiWh2rs57AZSsnNm5OMWC0bgbZqhl/tupm5vRYDnjLwVzBtpZ/XHwhUhzX9DjDrkb8+BQH7/rj/nBt3+yLry9iwjOTeKgZXvQkrvJhX67dI2LDpK8/9ZO9WuDVHJt3gpce0rPBmc4DXp0JHvKzhztbcXGi54c3P2uCtwNftjhsbWF3r8BTB77NqhcAOvnAUQ/27jFY9vxwQFfO+FhnC48dfzzVhw2MZlbd7LPFjx2Mes9fbh7IxXQmcNQErho981EPPW4OxLYuPpzuH/XAhY4fPDys2VRbPGHgyYcNWznjwd+808unesqHr0M+bPA1B/D0CJ44zqTZolMj9tXB/UP0To/lVj76A1Oc8m+GxLdmY5bgOnB3j8e7HOzBclYfvtbb4/rDV5744oMb8WLpWdbMi2NfTIK3fNjzdY+qb7mpIRvzJh85wBNPjcSnc40rbP4w6Zs19XMthrN82PBRD/5yU894wcaDXm6w9UdvcSkHGO5ZmNbOasgPdzltf+DAFhOXamPdfcXXPltr9nKQm7jywMWbyeZn85EDv+5Z2HjgDbM+sJGPZzC9mHCt9c51zx050Ds/+wOv3psTdrCt+cNxDRsXMeuJfT0wV+43dmpi3sXpD/PkDed/kZdvqjh2gyDrIIC9I9U8wZ0loLjs6RSZzrXCOEtGEgkdYe+AW8EkTedMJCtBuoplrUmuHRUUjgErZg2ntzbkOHtwkx4U8Ag9rt3YOCgkX5je6SbyEZseLoHtKB9neA5DxzYuYTvDkQ8762rlOlm9teHCzdqNxBZvMdIbDnr9USOx+YlpLR8+ZPPRN/tw3AgwXBO1kmMx5O5mo2PX8LP3UwU9KaafRGA4wnVmJxdrg26t9w6+7OUJF2dxreVVTLzlAcPZTUHEZE/fDWwthjwcYrIRp1zt6xvBozkXj8DoJ386vunjBAO2OuLtqHblUw3hmTWHmppl9nqKN50Y8MwLnPqGs5+06Qj9Ch5qjBdbWMulhysusMXBx5mfWjarai4OHLZeaOC7f3DlZ08s17hkK641DJj83IdwrNUJNgz74rNXE2LNjpRPddEjvo56b8bzaQZh40aKA5OdAzfXMMSFS8/WnrjW9O1tPnRygqEm8fMphD7yrT/qI4Y8cepe3v5sPurUT+Ly4WPfpyKu4cUfZ/ZmGBd6sfRdvPqpfwTv+mOPPTET+fSMTB8GW3mJAwMndRInW/vypwvbjKsVgZWPfMI073zlQ+qdsx7R9wkpDHzZl494rp3x6z527YBhn77e1h/x8hWnZ6o6d//wEZd41sCzb5ZxIXKUD4zuB7iunesxPupHqkf51hs5wNdXvmLoK73YDuKTPnjEvljEHDYTOBJ78OWCi3268rS2J/9qqJf0z3zExNlh30HngMEvsQePmC3X7ll2RO8TvOQh5+2P/PGEUx34wGKrjnGh3/m07zCHzQ1sNRTPDDmzEeN/kc/ZPCwBuHGRQgBYgIITNvbpBa3hrukl2D571/nQN5B0DkPXjQGvBPltTHv87bsJnNmIH45CsHGNj32D5DqpsF4UrTXcPj+HmzpfePYcHlJhw7Iu3ubItjdh1tUFXzHLLz723ZDFse+gLzf48YNtL1w29tUKhjV/gp+Pa9PxIbC8EcnetfrqTXHZWcMqd2s+yQ4kDHv6Gcc4w6GHDwMf4pze2lFP1MSa8HfYNytuPLHiz0ZM18W0Fgu+HodPB9t1/nxIevaEjRrK3zrBy6GG5eOMo5rIM6GDRx8HvmLTy4e+HPnZxzt9eclRTPtETHs4tuZDB6/ZpyumNRxnh9zZ4gyHmIXuNzXBkbAXh2zv+RezGc8WvrV7lk0HH5z0kk01py8XtiQdLnRxy7fasoVVTmrIXnw+8SgH9jjAr29s+LDByRtWZ5hbF/mwJRtTDdOXkxhsyid7v8pIcLDvnD07a+KMYzlnK548uyfY2WNrzxqPcvY8CJ8uLuZKfuy3btZxdyZwzYvrfPDWnzDZxdH8FD9+7N1XveipWTpcXMPPL2x6B2xi3orD3h5O8idyD8u+mMSan7OjezbsuIhfjuzs6z3c4rK1dr+xDbt9MekTmGpIny0dbK+/9Sfezu7Z4jvHT23FIXT2xIKdvj29hL1crNXQ/JCwxWze4KSn6z6kI+LCFrN+yY80J9XoKs8/akjEt1f+eh9vejxgyZ+4jg8fHHCHY23vWZP26Fuz5a8ezfsNcP6hp8PRPinXe/HOP+9+pwqId4n9tJC/ZOgFNFASJvSS6qZWADo3S4MXBmJwK4wCsBHTO2d612K0t/b8Hey8MyUVia53puHH1btPeMS5Q0xr9mHLQ0y4uNCTfnrIns5e2PTp+HrXGw97coQnZms1hFH92JfPUw+DPVsx7dNlDzs9HGKfvZ8EsuPnYF+P2dGFH24Y+PaTtj3CXpxiVqvmop9s4mLfoY64hANLrVzvAb+fVtiT+OGdsOtohuDQOYtZvPDNRT8dwYmjfVz4Jtb8q1X25pyuuuAWDgwSbxh4sA/PGQ82amKf0BPXaguzfOgc6pI9W/v1oRydYe89W0y+YsJ20IdtXsjuyRE+TOJsv5psntY7+9nD90xYWxhEzNaufafKzP36179+i7Ux2bDH26H28qRj51ocuFun/OIRJnu9kCe/cNjbKx9rwg9uetcE59WFY5/eOVv2MPpkoD0Y+KltXMrHtb7JGXZS7+0n1n1KwdZBJ0/3ptqIGZb9sMXHg1jjaX/tq2284RA1JNk7wxKz3KojXDHXHk654+ugw8MRXz7x0Xt6eGLQe4H3ayACg7DBuyMsfo7s+BM8YcOUB3uHff0k/Ng55MI+XnQwxasersOHwd91+NaeYz0bsrUPm36x1KSZo+/NTPXKH9fykQMpJn64uyZ8ivPsDxv96ZMjtnDlwdaZzWLhUt7Lx6yIwwcn3OXCnn/YOOFob/3pewZZ17+4sLUWwxpmz7H4VIv0cNg61Bt+XOi+JJ+f4A8LwfuYV6GWTInTG7LIICfh3pFGnp29bPkT+/Te8cKo4OGJ6WDDh709+HSEXqKaYM86Ye9dJqGPdzh4OfYnswaRT3zS5ecsPj1/2K7FFwNe/uqRyIWw925bPdiTagPH4bq62WdHr1biw3UNU7NxKfcw2aV3ZguzMzvXi1VM2EQNPJQIu3zSi1H+1vWndQNKrxdxtC8GXnKFTUfo2fKhlx+xX12s85EPXNz5kK7pSPHwNz/0coBRzriIzZa/c7UKg94Rbxiu9aX4rrN3FkPM9GLg6Vw+9mDRiUlPtwd8B4HHhqgVvdzYw7bGkYjvIHKKi7WHX3z0ubU9a7b4wIuTazHKAba47OMUdnbxdp09Hax4OYuz88YWlnP5sCFi2sORWJsVMQj7bPg4yqe+saXHYznyh4dL8dWqfMJ2TS9O+VQL19UQXnlbV6vi66FYXlzoqvViwbOXfzH5Vic2cpMnW3HkJwf29QcGnTza42vNh2086B304nRvws3WGjYfa3Z8rMWwt7MWl81HbD7qwD9f61f5tF895B1P5/KqpuziaM0+bP3PH7ewy0eebOTgXs/fNRFLXfhaew1gXx3LE6/6Yx8uyS8M+vjEJVvXibq4hmVNun+yd3aUO/v2rHv9oysmPuzlgru9cqkXctFbZzbO4fKzjlP50VvXY2s9qD7wCF949tWka3ni5XrzuU7nn/IRRy7NnH2+1Zw/G6Kf/AidI9644eDIHtfW1+nFPy8/qZKQb98ruKH8+PHj28eR/trFi6WPxPzO1keAikTvC2M+yvbNeeJb9P31gb9s8BcFsOEplne5/UWKhPvLBgXzlxJisPPXB37agCWmpMX1nR0/+firAIem/N/5zpePTulx8pGmmNZiKKC/iOGvaLh4GIvp2/9yhsPG9xv8GhCm4lv3Fyl44wMTD35+2hRHfJj++oCw4edj4ezl480VHPFgy9mX6NRQTM3nJwfY6tNHrmrCz+D46we/npADm24OazU0CPrpC48++oSpJvjriZ+IxLRWW31jR68+7AyWOLDU0Fo+4vtrEr0USy3w0g++8sG5v8jpLytgsxXTkLIV208hbGGLKQfxxBUTL2sx9Udt2JtB9ZSbmOonlppY8zPL5lCtYeuVOqizPqihedN7/PCRB184ONLjBlsvYYutnzDYmyu8zYyfcsThAw+G2GKaN/zh6I+ZdS0HNZSP3HznZfOxj5MvttrvV/WwcdF/evdhtcLDHl+4ai5PNZE3ezH1Qw7yaSZwVXu1wcXaTHTP2BdH/notn/5iqJ7Iiz+OZhkPcejwVx/9VCs+sP/0pz9dzr/4xS9+lI/7yg99bPBmD8c8ue/UBhc89FrP5aOGeONKt88J8fVNHwgcGPzh4G3fGk4x9VDf1Eo+aqgG8NUKJzH5sTUT7hX7am3+1NPc95zyLNEff9HVMwgOX3XESz5wcVEHvRbfM9jsyQeemGK7h+TARx70eNhTQ5zlhJdZkbeczKyY4ruv2Nqrhrh2zzZvemhffDlWQ/Omb3olB75ibj5ykA/+Yprx5g1XtubYa5B8ikkvR3v84JoD/ZQPYU8vrtzUVjw1bJ9Pr0u4i8lPX+lxUSuxzKH7B56cu2fNti93ywEverOmdp7BzYoeV3s1FMe96Png+aZPpJqrp3zwMAu4yFd8/fSHTuohf7784Hlm7byJIy81hMHGtbnxPNdzHPWN9Porn/qjBuL4Irc45spzQB3UUEycYMtfnPKhZyNm+cgDjlzENyvuH89ZXGBbm0X32zMfM6UucsObvRrKER7s3k+IaZZxhq2WDja+XI+fOsLQY2ezYqaJ/nxJXv53qgw1Yh4sSAEFaAgMoBt3hb0B9O15NmwVssONtGLADJEGslVcRDW1/+Q8vbgKInnJuobpXCEkW5J4KK7rsK35sNdUcdm5KZw122CwN7TZGyA3Bm7pYTu8KKywhateeMddrTz8xKVTG/5uOjeAPGA7GzK5Ghh2DrzZ8zUwuOFD1FA8NzU/MezhYhjDKKZh+9nPfnZt6GAZZHH7q5NyolOPbgJ69obaMFqXp7MbTa2Ia+LmcEOx9yJPj5+aO8xVPZA/3nRyst8bQ3MlH1zUCnc4ht4cum4mPDDF1M8V+bBTw+zlB9vNL9aKvskHZ/bO8tEL80boHG5ycc1+/bTvoQNXPvh+qT/yEtMDl6gvXTNuhlbkbs8Mwc4eD/Ge+eib+4eorbqrmZrTy5GIad9cqAtcs8XeQ8yMm095y5UtDDUR03VY8lETttUQvl5Uwxv0/ONhZw++WNZ8vv3228vTf6dKPCJfzwM1WR37Zp8/HLH1DL5nkB7Im61+OotJ5Iq/FwrzZhbhdA+437w4mxt2YjeH9e0CnX/0Br5awSBiyd0M4raitmztwbSPZ8893KqjfOB4Bqm5a/biEfmUPyw10Uu8ccDdvjz13rzQO9jDxmWFj/tKXfBSEzoxcetNSz7mTb2bfXr8vVB6BonPj8BxD8FWU/j2nNURDvvuHzzgyhNfuOzLU016HvI3h+4TevbytC9Pzybx42LuSTNxL84/YqqfuHEX1wtyzyDc6cTstVBMeZSXeulF+YhtNuUGv1zE7dnUHOJNesN2L374x33v9dpzT47isYct/vP1CrbXDfmQxZaPeuDSYfbNBFzcHWLKx2sHe3ti0/FTQ3NZzfW4vsmb8JNPNcTDgbPZd1/xFw+W5549z5UV/VEndRQbBmz3lRlPXz7ms9ernm9w5eS50kywV1ex9c01keuX5OVbLoS82RAQQUk5S1ACT6E3pJF2RoTOkD1Fs9OLJWkDTVcTxEsUM+waVUz+JWvPixl8esnbM9xe+OVB2FnLz8CItYc9efKNH51r2E+h64YsLhuDpFkr4ogpthziqAblKZaDTj5wyjOeHiINckPjWs2zcSZiwTHwdLCIer/Kh549uzDYq0n5bAwx6xve/OD6iQA3Qqfu6gQHV7ad6auhfqm1Q9/IxhMLP/4ELpEfLk+hLx974bth1OYpmw8O1YC92IROXC9q8nHtZpSPww3qkPfX+sNXP4uzfMR8inlQq+aHnzhy7L5aHw9RedYDdePT7LO1hzfcnTc6ceRSzenURf5yryb0jsW2bibYwX4KzmoeLp8OttaJNVu1ti4X/KshXvmww5EO5zjKxeGar7lebD3zQkf4uTfDYE/4eGF9inmr9zCLSWfvKTD0RxzY5aQ/T4Enn2aqXLt/igdDXLZqQOyxF8MLS/ebuOydX8U0481hcWHrw6t50+Nmoriu1UvMONgTd3sPH3bzhqtr3MoHVrWiI16E4RIYcNXUJ0WJ/B305VP9xHkvn2oCkzizp48f3OqIi7U4uLDZecMZhtj641kZDj+y+bCFL28cn6I/8NW3WvGphk97trAc4oYvH3GIc0f67OoDjtYO4qz3Zlxu8MOQZ/XJx1y6r7JxJvLoOcG2mTNrcnqK+tnjLx+CqzydycbovQA+zZte4U0nZnWRu+dn3Dpf0Hf++fGPTGMUuQWx7ieeMb0Bn+96I7d2rSO92N7ZKuY+ANiz8SKID8x4wegmCpetfXsr9GzDsGfdzRePzvbE1JCw7IWz2NbdOPk784XBf/Xt4WNPTsT6mU/6a/DDP/yrbfbpnHFx7uCmrg7v5rOVYzVYfGtc7LEl4jnqQ/q7ef6hX1x615v76uIIMyy5lA9bYm/nLdv0n60+9zJ7MZ8C11ytvxv+a/mEyS9+1mrTnHqRkAed2HCzjQufci13Ogex5/7JLtv3+oN3D65s4cQhXDpSf6zbY9s9S0/s4Vwfwqbr4BdP58UOw7m+hcH2PX5hs1lxvYc91/Ut7PRiro5ezGq+e3Isnp6xcc+y2YMuDDwXg7+YT2GP49rCEcNecfNbLvZ7MaqG2Ts7YCft1TN6OrFJMe/FD//IQ4xmrj1+9p5SPvTFs65v1iv1h45vZ/dK3BfnVX9gb04X5PxTrdbfHn2xdi9sNunLp/7QO8QMg31Cn011dX72ng3/ngHWxcDvmY89OvgrcFa/OOpnf6WY1RYuHdwnNr9XM1E+/J5SDcvFfthxsUeWt+v26Z/YrnfGs4Utl/KAw5bOG8in2MvXnjXf5nv37IvJp3ubLX4Owt6eN1ri+SSWzfK5hu/88/LXfwA9tJES3GFQJEv//HjUC4zg2UeKj+M5fGHDEwtZdt5x+piNng4ObMl5Q0C2EN6d9kaBLQxvHqwNwmLY0xS50MNRRO9EfeyOY/b2cIEdx5qAizxXeliwFaf86fuVU9j44S1PaxzYW8OutmHQ1wNnAqsa8nftIGJWKxjEnnf+PvKlc80PV/bFvMbnHzzsV6tw8K7H4TqrlcHTq2pAj+N+bCouG2d28MNmWy/DsYefXpYnnX0HHZzqWD7PX0fIh+xDxzU9bBgrfhrSN3NgD1/raouDWPbMvX3YrtmVp/zo2NORMKzpSdjNVXox5Jb+Gp9/8LaHezXkA7sHRrbOaqvHakZwsobR3N+N8w8dPvXfGraa6E85laeYcseFLtl7kw6GGuCitivy4bvPCfb76z9xCbueNfDYOejh4EIvR2c6Z/ow5OggeBMYdNnLFWY+8lHD/K7T+Uf+z/tHbePAH3Y5Lo8w/EQtd1z4xUXv62d6Ogec7gl78ZK3mLjT48eOfbjiqqF49Y0P+/oWN2f6agsjgcGvGqYv5nP2PYM8D6pJvHfG4eNOxGwm+MiRLZv09cgzyFyxgSu2tdp67lWraoBjzxv28GFbv8qHDkbxYIdBFz4MdRGTvnrBZb/3sn1HMZ3Z4+ITqZ5jcRbDfZi+euPivlITNuwdeMDfmHx61orTc5QdezVJ8CHNBExCzw+OfqbbfNTfQcLGj841fzWF0f2z+PqJN45ETH5mIvu7cf7Bu/uKDR9n9e4+CcNZzGYle7Hl2XOfHRwYBA4OdPG8Gy/+eflFdcT9LhqgIAbTsDh8Ea03BJJh4/h4vrPj95eKQS+wjwfdSH4vnh4xv893DluBJecLcQqGuOFpyOn9TpedxPET08fmvp9hrVBi+qjOWsx40/t1poHTVPsGEY4vs/ndOhETD/zl6ffF8bYPz68YYLNlJw+1guVG8rEy3poAQ0zDwx5PcX35De/y5MvHR9V9b6GPxOXjjZ/896N8X6oT200QF9xh4NGNBtd+/xuDeiYfeLjjoq7qQnw8yg6OnO0RMeUlH/zko7byVBN8YOgTbDWnxwUHtuahfGCLw96vI/CXTzVn3/++pb6wh+f7d2qFgxxh4CR/vxfH2cHPR8z2fLcALxjmAD8x5IMXDDn47oea8MWluphxMdnRs/WdADX0vYB4w1YrfTXP9NZ44ydHNvT4iyMfMeUiXrHh0OO8PNTL3NLDIPrG38NLvcUkZlzuYqo5PXxzCMM1vVqoT9gwwlYr8eHQ4Q5PreTTA0h82PRm1jVbNRPH9xxguBaTrd7oUTOub2r1/fffX//f/va311Zc95NaVUO21YUeNt/NR0z90eNqIkfXastfHYmayMULV7xxhE0HW0y1cu5LvPXNvhqaC3OohrDZiyl+My4fNfS/qfFMlRt7WHGphjiqGZ++9wULB2cxPZvYy718zJsYXqDigqP/xUovOLDpYNcfmMXUH9xxVBN7xLyx8Rx35i9PNVEr91X2cjIT7h+x6OlgiakP8pOPeuuN1w96trDdb5756tSM0/Nzb+IBG6b85YtLMV3DkE/9Ubd4i2cNp1oVU15i8sXR2tcb5GmvWca1L0KXp7M4nuW48HeYM7nj2uuVXIj7DQ/YuMBwmEP3rHo75IoTvf8iOtxqJR+vR2oIg76Y4sBXZ/HVVH8880n2xYShX/DFhO3Z5LtJ4sPQb/nwZU8vjn7WN/FhlI9auU9gNxP8zbjXXxjxpnvWEFfYYjTjsMTR+2oIG0f9dI/rg9pWL3vmGW/x1Lbe46rPrt1LX5OXv/5zs3nIufk9pPy/jwwRgpJSeODWzvQI+ZK5FxgvmgrVzaA4mi5ZA6E49mB64NN7Q2bQGzqF0iTDBs9QGhDN9OAgcAyS5trna9+A8CumBypbhTcEGqnoYvaCiwMcufDFxRf/xJSnOrApNw0rn1741MtgEl+yM2BeVDWsm0TOHlBqpaFs8CYegGI6i+sLls4GU928eTHQsNXHWo3ocaFXf/0RB0dn3NXFsDrLWX/gWvviHwyDpFawYeCuVurGno3aysdfSBgyfNUETw+W+qNmdOqNp/o3sK6t1Q2WtX11cGP4/145q5Faia22+ilf1zjqn5z0CobhFx/mx/OQtSc+W7zNDQx581Vns+5wo8FmoyfqLT/rZlwP1Upe+MIobzc/PHNd73FyM4ZtLR91VV+zL6ZY7h+x5dBMuOnZ/+QnP7n1rj96pt9iydMcqYl6uh/UTu9huffg6Sth34yL+c0339x7p/rDKgf5usYPBs7W8tFD/VFvvZGrfNRSXcwhWzz52rfXi5m6mRE27l12+m/G3JtmVk31TR/lo6/qj5d9PM2hfGCrv3zZqQU8PL1wmE1+Hpj4yZePunjjzseseGMiH4eYZqB+9twxQ+LoXc8PfcLHGw8xrB3Nm2eKfPngK092YvZsk6+66Z9Y7D98+HBx8FV/sygmP3UVQ22LR+8Nk957fsCQm1nqfoOpJvrn3lXD7Y+64SQn/TF3eqBu5gdv/NjgI+fyUU9xcJWPe685tG4O5akW6twziJ88xBcPPntz5Z615sfGXNDrD458cWJnrd7w2cNzjWN6XPRQjniy0XvPOvep3ptJ2OqjlnLt/wPouaf+9vmIqQ749DzEv+ehmtGbJXhimmX7ngd4yce8uifNjRp2L1vDx1tMccyz+uEFW830x1k+Zl5czwR41novPp248oGhFtVQbeEQfN2r5qW8cMXTbOkFbLWSj/sbnvsTP3b4ujfVyQyZT3mxUXM5ucZL7eXJV43NPRsY8pHbT3/607vf85C/WuOtb2bd85CvueYnN9i4lQ/u5kM8zxw48oWBt3sJhrzMnjqrO/wvyjH6LzmAnw7wp0P60xnSe5wb45PjJPvp3KTXx/kU6l6f4Hd/wQ75T458nWGfh/mn87C+vqcZbzHEPIm+6dmLcRpydcsFt3Mz/gjb/in6p1Pga79xT/EuVhh4W58H6qczbHeNO52Y54a5GOnocTvD9YYNA3/Y5cOuuKdJt4Zdy91xhvD6lbt92GrIf2Oegfh0bsC3mO2fgf5Rf3CBAwP/eDjDPm/27j47B4F9Hio/0sM4N8/FjgcdkQ/OxYItVrzZdejBuWGvPV0+uMBfHRz56F387JNzM9z+5E+PAy78Evvn5rv2yxG/8+C6c8i+uPz0uN7zr247K/T1Ta26doZnlnF0TeA7xJQPLsVkU8z87bFRQ3ESetzgi8M+H7rz0Lt6vsSe+8F9YV1MvvWt/NnD/ve5l8MOo/uqeHDwwhu+eOHYOw/Rt3vWtT027ll+8aBz4A5brYvhGeG+YuuoJ7///e8//e53v3vTw3boA+zyzA+X5Wa9+cixfTNoRruGYX1eeO+sxA1na9iw2BFnOcjzieF+Nc/pnR09J2DG2dpzr+eHa0fY8ahezmoY37DUz/0sTjo2eMNO1757s3zEoA/bmuiDPfdsMV0T2HQ9a+njZFbEJOI69Ou8aXjrmxjsm/H1tzYTsPnFh15dqxW+MEj3D1t2zrDP/xD3LXc86OWjLnzZVpvuWbrdEzMe9Nm7710Xk417Xp6EXTHNBHzX4VvLU9/CtUf2OU4nV3HEdA6XH+xeU1wnnoeO4sVV39SgmM5syqe+iyMnzw/71cAabrPPLgw54uN6j+7Z1Vm736pJeZlL94p4bIg9fShmOdFv3+LITw3LpbM6enauP1t96561R5xh4B63u/GVf/77W2nnLZh3ZKdo9ycU7+C8MzsB7k8cZ6Dv9SFy7ejtn+G4NtnZPwncd+SHw93z7g42jJP8fecMn469n1jow4RL7x3ySerGoYPH7jTvjQs9weMMzF37J3u6U9h7LeZp5MUUU4wOe2LhSIprzf/c6Dc+DoS9PNnDcE3sn5vlLR84xT1NurjeWSdyxpENHLwd4snfPkz7sM7gvf0ESqce9s9wXL/lItczMNdGPHswyoeObzFg4U6HQ3o/rcAidA77ZkUN1h6GPOk6+IWdP519ucupaxzpzwPgnsWVJ7GXrTxgETr9J2zo+ThXW3zjI0e8s7dHzASb4ukTPPk7uw5Hf5qhcnJWWwdhy89hTuDiTd8BGy49O/G3PzDT67E8+RJ6+3R8ys8em/iVTzjqxTbe9Pi5r1bcn2KqFwzX+bGNW/j2cGEnH9d46L0+iLO2OIsLh506FKdYfBxErcqTTzNpxvmJ5yB8en5cxflHDDz0nn/CF0azDEN8NuwTmPZwblbsFbMZF4eUKz+8E/v2YOiFONnGERY/n7rIU4zzInJzWHs29Uf9qola1We+8GG7Z/nrTwJDn9nZg1NOcrVuz5lvfXMNV73USp4wXDvY4u1Mz9YhP3oiPn6w6Hu+s9MT+7DtLT+Ycif0rvM5L85XBzPhz54NfTXhB58ue3t0akhw4EevVnzoCL26mzdnNnInePWsuYrzjxieH/ATGER/8FwRS0xSrej0YO9ZOod49OHAxkM8PqRc6ZtBnF23L5/yDkP9PN+JPO3zEcvMWTvYO2CXP3uCI344lI+12skfj+UH23OFLnw4sM1bNc9HnmKydf8424NRPvyJPbXFDS/XzvKkl0O9/Ozx/r8v31QJ7CNqwMR1xUEGuGsEKqjrteXLTjLO+cDKx0d+8Ojs+3gOTtf2+LN/4ovFpzj50PEJhx3/bNk52MD3cSDpQW5tX0Htb1w2fmVAt/p8isG3HOMevrg+dqUXp7N1OM7FgFlMNvJdH3Z05czevut4uPZrQLqtVzjl4prIu1zELG6crtH5J/v48WFD7+w63frYp8cve9fhFUfc6uaMOx1h43rXeLBbH5jVgY/c+FUHZ3o+8VWnzVsMN2d6GPFQ13zZlZs1cc0+vRgkLGvxi+d6a8HPvnNr+9XcHnFenesO9vBdd46T/OGGYR1HdSP53Iu5hpd/62KUD7zWW2tYbB1EzHyv4vyDI6G3r87W1QEuKYa9Yli3l28586NjCzMc1+7N9vjDiX9xXFuzsw8j7DjUX5jtORc7fmJ47oUF18EWLokDTBJ2vOx7UYFBx5cNvQOOwxofNvJ0DstesdmyC8+LlVno2h5berbWBB5ZX+uwPe+tHYS9mXUk7EmxnOnwFKs9MeHYj/fe5+xc80vi4Xo5uMbFUS6d2dU/sQidF/i4xou/HHtNcU34s3fNtzNuco9/ufKprvF0za8cu9eLzdchFh9rtvh4RhH+i5Ods1z009qBE51zHOnhh9MMsRPPPhGPX9f2893zNf7hn+w7q41YCd5wxLQWzxlecVwTGDh2T9hP16zRsaEnsMNzdo2DfUf2y+k6vvjn5V//CebdXy8YroEJZjg6a5jgxLtCwxQJ+k2Kj730fElknb1r94Ah7MU1GGKzb6Ds2zMEJZ4OP1j0bByu460ZpLjyjIuY+NnzTl7+1vEWDx4MOmfclgf7MLzL9eaUsLfnxRkXvyOXT3nysbc3JF05y4eID8u752zxYIsHbDHj6ezw04bfsxO2neOw+djfOuENGz/YruXNp5qoVbj2xdT/rSEfejHV3Jqw14e9ee2Fn039sQdLTcSvhnDEpK9HOIlH4PONv3zoXLMPVw3dvKQ826suuNkTj7986MRz/ZwftnjgyxYOu2qGi1qxo+/gI3YPA2sYzz7zKzYepPrBMCt8HbCd6dUu2zDgl3/2ZhlvvrjHk201UXd6In/3sv3tD9548aleeDvY0RXTX/+x/+67764eLvzuE1zWV8z6CYcvYYO7Mz2B4VrNCSzYfBYjLuZTDfmUP75ixjvubNQWNn96uo7s7bHz7PS9DsKGfXzi68yWXk3Ddu3AG54eFM91z3HYeIcrpmdQ+GztsYfhcC0mm+aTzoGnejnvbMJxT/SC67rYPiHwPRo+1RCGQ38IbNf85NQzjo8DH9zslw8/fag/ron9nsEw+cEgPZvkJiY82A61pSOu1Tse7NpTk+oEx5762d/8xaRzZucgrmG7NhMkfNjNiTzYiYUPrDg485FnMwSnmPy2P8VsxsNSH9hirNDpg3uZTX2rLr3WwIGNN5u4w7LX+4Pyqx/VsGsYcWzGXeOFRxzhl3u9LFb8vUbu66/Y4tRP66S9aiWmfYf+yEk856/Jy7/+A+hLfUhp1Pm94h1aCdEbMAF8/Cchg+RjVl8O87FdHy1rtLUvi/mIu48Rz++zL56b+vy+9u3jNV+ARVoB+0hcAr4Ip6nieOOlEQpzfr96v5zo40ZccBLDR4pi+ijfGh7eDa6Pm/uI8m9/+9v9kp6iylPj8Lb2xUd4cBTXYFjT44cLvdzt4Sgf/rjgJx9NUQdc6H0RW13FwsMDwfHxfDnQlwDZwcTbg0hM+cBmj6saOhsCuZfn+T7D24u2tTrh9u/zxT9ftmOHO97qycaXAJ/5yEF/xJEnUZMGDCc2Bt8XLD1E5KNecvFrOzVXK/HhVwe+Hq5y7KPYfs3n4cpWvdTOlxrxsG5ucFdb9TYL7OUpNi6+4Ai3XyvUEzhiqoEZr4awxceT9IVJsw2bXm70eMsbDoENp1nRH3na52PmYPDRT/VWM3q+YuijWuHnHpMHfu4/M+HLnXJJD0PPvUnWG7VqDtVBHPt4mze8xVQrdaG3NhPmDTcc649ayAcGbJzY4iN/+3DEge15IJ/6w/58P+PqrcPgT483fzHl6ewQs2eNPP785z/f2vzyl7+8+eubXnkeyEfO6mKO1RG2GlqbMZz0A6Y86XDgJwd2ZkieaiB/zyD6te956J6VD67qB0v++tO8sRVT/9UKP/nTi2kmcMelfPz1Xz+swNYf+cNuxstHv/UfP7Y44Cu+HHDUBzH1R03MAPxm371aTLMHWzx1/HjmzXN858rc4S6mtVj8mvHNR83x1idx+XkeyPt8v+li0MvBWR3rD1s1IeKoI95qaC0fuaklvb7RE88Dz8LqrMewfBGbrd6yrz/uPfnwV0f7dPiYZzo1oDf7YhO1alZ6LYRJz7c81RC2/uChBs0+vdqplT7pt7mVvzW87ivxYXfPmn2vBc04XP1g78vm4sGHoVZiVyv5iIkHrvqGB5/uWc/fZsI8iK9XagKrZ5Ce+EK3L3aLhyNsdXNt9q1xM1tyI+poDRsHGPogpv7Iy541DPHEVVdzoke+QC4+bHnix08NrcU3f9Y4VcPyEdN9onZs8cCx9xN6osc46bEzLmoE92vy+e3xCytD6YYmiq8YDmskBerNFeKJoG7abqoG3ZmfM79+MrGG5QYTs3f48MRTNLbW7BQXtjU9P6JIxDVbWHGgZwsLfzYGjZ149Iq6eSos/+yL71ps1x0wrItjX57l7DouYllvzWBqsHo3BAZEvQiupFrFEw5hh4Oc42EtvlzZGTpDwVYtnKvhMx9x7ONqrTZ84BH28beON3zx2RrguPCDU+5ys+ann/KBh2sHG7ybQdjFh8uOT3o6WGoF2zV7Nvi4VpN4VEN5Ouw7iD06oq54wKxu9swbOzE88MqBD3v8wnUtrvjlGUc29jvkY62u9prPuDnTw88OB4e94rq2z9aRn17i0MHGXnWhrz/lLjeCM16w7RF79NU2XjBJsdnY089ms1zL0b4ah+EsHsGL386bfXHsWePiTOQF376ZYOPh7QWEnX22+bFlgyd7cdh0phMfnqNY6V3bh2Ffnpu7fXukmOyt5SwW+/zjSI8TPXvX1Uhs+eiHPc8QwteBu76K4YUDhsMMwMSThAdbjWDxrz/wHdnvNezNRw7wiFg7V9UDLzbO2VmbO/cSvGqBk7iw6ifb5rg9vj2nYONPql1nudmXAxs1i696eoaUDzxrvRTfml/8xaaDXW7w2NDD80aGv+dvnNg2H2HKLQx8YLuOtzX/7jvX6WB0zd41f/a4urZ+xmCLB719vAkfAkO9YOsDGz4JLrCJ+rOrNuzg0ZUPDKKW8VMjGDjQs3EujnU9Kwd7/PmJAd+cEWt6OM7sqkG4cFaPI0x6PoSOPXxYxbybX/nnP++GHoYRRchPYkTiCtkbGA0hBsnNKLifQisIX2vE/BSa9C6ZvXeANUMccSUHm7+CeqcqQYVQPPZisikmbPb2+LD3CUxDwU/jYXhHX0x85YSjvBTVjRWvdPLAWwwYfhJJcDEcuNCHLaYDfgMIm03XzuzFV18YfhLBQ6wegGyKKSd+YvKTD1tHdcHNTxFw6HxKhbej/nmAwX/mk+7ZNzHVRW31SDzSkMoVtlrh6IGPIzu1J2KpozN8Yp+f3stT39LDhMFefKJO7NXKnoOfXB1wHWaSiEfwdLBpLmGKqz6Jn1LEk2cz3ptSOjUgeFiLJV+zpHZsxHZ26Jscq0O1EDMu4sRbPvRiOuj3/oHnTStRqzDo4Mixe5aNWsnHYY/gGUd6NnKwhqO2dOpUT9TKvnnjL65cYOpT/bMnB3r2/OQO3x5bR/3xE2f3284yvDg9Z/8VNt7VEHcxzb4cCE7iysc+/vqjtnT6qW7s8K5vfOVQX/CCLRd2rh0wE3hqWN/Y82eHuyORM9726hts9aHHWZ3x9fywB5+u+YTPn/QMZu8eZANDDupJ78/Ei2mPqJN7hR0JWw3h88PVuXzweOYjTwd888lWXPOOo5qLIZ5cxKRTy/IU3+z3PBQHDnt82e6sePPSs6mYMNVQHuzLx3OvOJ61CY744V3f7Jmr9HLFgzQT9YLePvv6i6t9zxR1wwOnalgv2XteqwkcNnTsqxV+1vVr8zE3MMO2NitmWj7dP8tbTmHTs4PJV//wEFM+amm/+4o90R/zRuJNh3e1lRNc8ejLk16O5VNPxGMvpj6wI/Dqfdj01USd9d6ZDzycxeWHH7GG7eBLzJpc+W4+caLPX32+JJ9/HH9YAPCga9htA3K4SV+Jj+nsa2JieN2QT/EmiZ1DYuKJ5SO/9c8PFwmVjLMiwLZWDGcHHQxFzccZviGjz5bOR6RPgecmWFs2rt0ET5EnLCIWOwe93J7Sx5Z4kHy68Vwn8pQPHPblKs/ysWeQ7cN4Cs5qy55d+Djj+BT24pBqxQd2+vXxQLPP1lkMnM0EqQZ0sB10sPJzI8l17a3DuBs//MPPDK3AVJNX9vKGT/SFP67s+T3FR8IJfg4+1dYajtkVz0fRHhb0dEQu/2t/4MsHJl5qY83/VX/Yqnl26spPLs5PYQsvYSNmfas/9uWgVnRh8WWrLvb5ylOf5Z5d+Hzpu7ft0/Grhtk6l6d9+F8TXNgV13m5WNPBi3s5OtOZfQcbtmqIL956Vy1h8Wl+NmbYT7589Y0tG2It3qv8/FqjHpYXXvXnid+vN+hxc/B3WJP64xN3HMpTPurt1yh0JAx2r/oDV/7lU05yhPWU7sG1F+v/zq+aYBU3P3niwN7Z/vbHdXUz+9nyt+foeRCGPMWS/1P0Z/Phz++9/pQnu2oFU0y6p8hfjXAgbNTJkb14jl6v5NeeGOawWPRsndXqKTCqYfPDRo72niIfNUiKwz4O7Tk3E/LBQ27eBzisi2kPbs9xvvbhq23zyZ4O3qv+2MORr4PAVtd9Nt+N8w88B+4OcQh7fk/x+htne+Lx0R9rBz/85N5sFeOJ97x++UkVYt4peqGoyIII1ju7BZK4nxIUNB9+3oXmv/beObrpEzbePXo33SC259y7Z3bheQcqFsErfQ9y1zg78MOFD6Gz77qfDO/GD//ggGN27cGG85TegdPzwUdM+PFaHz8FPLGr7VMvR1jlg5s1HuW/cdXxKXy8g8fTYGTP/5U97PpTXLz44/kUMxEvXNnyr29rT9/DhU+iVo5n/vvTf7Y41B86Pg65iPkU+WyseoJ3ea6P/oiRHWzX8K1hdeP2k6G60tcr/BZ7MTaWtb3ysS4uPFyegjc+bAk7PhtvfeoPHX7sy2ft4NnDhcB0sNWHjdsD0k+M9pO4V6uu7b+KSa8/5eL6a6Im5SwfuPzxWxxre91v4eJUTGt2agfLT6b1zjWBkT1b+nxezZv7CgbszR+GGX+KT42KLy/yXq3sNRM4LH97hG8vGvWHbYKD76X0LKC3/15M+eC+uVjL8VU++JUPO2v3vE+qrFfE3b6xdxTPOm78zCGemw+9eaNP+Kml+/MpOIe/e3TVf/Vhw0zEl/+Th/3mrfkpH/W27mArpprQsZeDdTHZuBYHt3pPn7A1t2TrC7vnVLbO7MsTdjHlszXMp/ueLRGDrdf7jRfP1YWxeYqtFvLdT5yyhaNHco6PPHxq1Ru8bJ3Zilkv4HsTp/f1YO3ds2zE6eAPpxzYW6t3XPgUY/Ge63e/qK6QCid5AbsBBXCsSJzOzddgKAJCiNCv0GUP9//bu5te24pqjePrNv0U9xA5youI4gsfk5OdAAA7kElEQVS+oBJiggQiNkyIISQ2VLBhjArRnhihASaSQEADCRhAQgwNI5CgJHQIHRsCDRv2zqewffevLv9tMV3nxVy4Zx1OVTL3rDlqjGc8Y9SoWnPPtdbeiJZkfmfyAqOLSwGXbOcKgV/juDrySZYdPvFLJvklGceSBneOh9zB3ti24a0Z1+Dzh4t4NPbilK8eo+o7yFvUrsPBoQVWruIBP17yrU+/2Bsrt+nHIW78zo3vclj+cGrO9OfG3hhdscZdTozRj4s+Ob504wJPXmcZHLJ4zj7njQEGHYscvjjnBqdNx7iDDGd2jrkVp3jo4k4f767JxECHvrFyRdcc4F7cZ5of+nMO2Why4dg3P+R4x0cd84cL2dzIYBRPPOUQz+TZkMEnj7/fYuHwMecbLh1c0ocDmxyOxsY1bDhzY2fOnNM3/uKLLw7Z17/+9eOY6PAJRytWc28dk881RcfcxJl98xN3OvEzVpzFbu7EXU46882fsW0Tv9b8uKngz/W23vxmjyMsPnHAs/kpRmN4ktPZ4rjGrVg7i4c8e2d85JzNLHe9nR9x4GasePhvjo3NzTV/dB10+ZDH9iDXmjGxO7NxduDAn0Mu4Hjq0pyRwzDmTJ9O8ZPTcc2nc40+jum7livY2jYe42Klr4+fRp9fMocmRvb2G3pstLi4duCX3Fg+w+KvGPLpnM9h/M4Peo5yps93nMm3rTF6xYODIw5sYPGJoxwZ09gYs+acjWl8wWge2Gl0WiflhA685LNfc1ae2NJVs/BxnxsuzR1djT7fsPOXDTkMdsWTDnyxuLanuA67mNINb3vee1MFzL8n8XjPnaRvUHiUZmP1aXhJc8foWxG9JeBbM540eax86tSpkUSPex2eYvnWQm+19W8uJI7cW1MaPxaYFwj/7oUPPvXx8EjUNxdsQvj4dD85TrDZGfco1F0qP75pIBm+HcFOksg9djQB+m5w2PpWgEeDHj3ySe4bDOI0zqdH9d5zlR/YJgY2Gz79ywsYJk48ciWfsNmbMN9Qs+jowRYne7nw5My3EMRmwsXjmxXi9E04fZPKp9wo6nwWjyLAF8fi9M0b34oTD1uc5Mz8eIolXn2Faw7lEDau8g5bDDgVm3lTtPzT5cvc8w2b3Oce1Ah8sZPLm1qRHxjkcZKXOU7zM+ewx+J4yTef5UJ+5YtPPOTQJqcv1+YTDz7FIZ5a86NG+FSb5gW2nMPB1/zIE7kGSzx8mj9jagw/LwLqGTaesHGRS/7psHet7zcxPGFbe+zxNT/sikcO5YFc/fAvh/zzYf5xhQWDfzJza630CF2cNhdzTUeMsHHCRS5dw1aTsOQQhjg1/mvqTX2JrW96VYdy6TG62MwbbPGoYflVc9aVPMDg8+WXXx61dMsttww7XGCrjzZFMcAVt1yJU+7kQrzVpHlrfmDwLYfixFs85c36UuOt8eZHbYZtvfIrF9YmPHuDHMlv3yQSp9hwkSv2cgib3N5knfBtL6EjfhzkUE7k59TR/LM1p3zxSY9/dmqgmpBDuQrPWofHJx2+5NCaxcvcmx/4/LeWxUAmHv75NH9yZX7oipd+8cgb/9ZsNYm/HPJp7tvr5A++GKyfctj8sLNPmFc+xSOfasa6Ks7mR1zqjT4d+G+//fZxreBIxr84zL0YzUM1Llbx4FTtqxvj9jrf3FZT4jNvZO0ZzvKIl7VpHeFLbq749Hki2Hxq+ji3Z4hZ/NZvNw/yJk/0YIudH/E4mwNc7O8484mvfOJq3pof9SY/clZNqCm5hW3+1ASuuJDTN2/08OVPHvnxxFMdVMsw5FeN4wQDF/XTDae6xpsfOuIUH5+9RlrXagIuW7pqV0zk4lHz8cOpdSXvGmw1YcwcmltrQTzWsms++bYH6tsnxCg2cyv35sN8avqOM7XT/p0qDkyGQzI0YILsA7Y5MC4Q/x9J8CbM5CEqoTYG5+SSo3AVB326msWtMCQ54mGTS0g+FarJkwQ6ySWIniQoQkWi4S0WxUsXFxMi2SdPnhx6FRquFoE4Z94mh0/YMxeFKxYThRefDpusTYFPOIoYV3F+5CMfGXHziQ8u8uKtANiuySs+ixE2LDY2GUXkxV8TqwIix09O6TnLsUK68sorRx8PR9g2l/yRmzd+igcPOOZYDsVa/OLB2zzA4FPsMCyoyy67bMjwg+EshxYGjOaHbjkUj3zxa5MQDz41Y+ZTvZVXYxa9xU6u4SMeNaGPO59xFI8c8ps/Y3z631j6Djw0i7jah2vMIod56aWXHmPbcOnC9QuFHMEXv/lRExZsdQvbIv7vo//FhmeNjZjoa8UDWx79T0C+4RoTuxpofsqtXJkfY8UvJvHbFPXVCH01pi7ECRNH8dg42csLXTYO86ZO1GE5xFVezIMcyZWx4jH35MXDH17k/MPl86677hob4lNPPTV04cIyP8UjD8lxgSEfc5zkeIul+VSf+morufht1mStiWKa9z0cNHZqXw6Lh2/1LUdw8KMnd3TlySF2h2Y/sO7VYvNAbv/Au/ylb97sh66bfzcRfPEJg4080lUPXhRxdIjJC4f5wUuLjxe11jKMfFQTfMAVZzm0ruIGS33Kn328eSAXp3XCthzaU/kUj0YfvniM2feS8WE9wC1XsMjt12Jn6xCnWrLvXX755WP/MA+aGHCXc7liLw9kbGHLEQw829/J7SV80lfj1gmddM29tcInPT7VMrlDbmHzyZd42FvjdOFocuh1s32CvvpU++ZNTuDANjfkV1xxxYgHLt/iEZ81wd6hyZUatDdVn3DsTfLNFrbGj5uPXgvjYU3Zb7x2llf85Ip/8cCGC4tP/lwbD8dNrXmoGeNT/Pa3almOYKgL+2Q1QR8/8+GewpzzgYv1g7dGDw9nchgafLrw5NH86OMHp5srcg2Ps7V3v+/xjraJRd5kaJJMxlGkKyTj5Mg6C67CcCZnr+mzS984fTIT4ywQh5a9xaUJPjwJCqsXXPphwusGhE32uLDTJK/ioQM/3CYtn3Czc3YYCweuuCyCeBRTurDpia8ze/JsYMBl0+S6nrHZGBdfObXRFAtszTjZNt9scHOeCx9mPNIxPxp5/OE1R/TmF0IYsOnYRLLpxqUiJo8/fTHChKfBgZE+ubjYGXPtzC7OrrVk9OnB56uxsOVXo0cGx1m9lUMcyMtXfumxx9m4Jlf0NRxguG6+6eEfP3Lj9MIwVpPX4jdOrzzEV71pcOmQ03Om6zAP5boxuPinp35woR8/uLNPY3yUSz7hJC8e17Bg1+DIoZjymR5MfePiaY7pwXTOxplPjR2uZPpqGY6jFyOYjZOHU1x8zX3j6TcXxh3k+ORb/uQ2zORix8dBHw7frrVtno3nq/UmRnoaWzl3ja9rh+v44CBmcme+6Io//2IgM0Y+xwWLzDk5LDxgk7PDw9n1PA90HMbMg77GNzy68PRxjj88MnaNu2aX33zizi97+sWevTMMY3HxQgmLrPVZTdAlM5YNfLbGNGfx+MVBk1uNfvtH+XWNK164dJTzeNLX6MOf5XRr6c3xN26MHF8Nhn4x4ue6OuKHTbzLTzjkdMttuuzsh/GMK5/l39k4DGcHntUyX47yoi92OvYDvsg0GOZnxiATi7MjPHYanOzzCd89DKzWBVs2xjQ+et0Mg05xkbn+T9u/dr2NpWJECKgD6RLKmWZcsEi6a00/Mux6wWUrCDKTZ6JKBH1j/eaj3yI0VhL4NJbMHSoMmHxrNjn6M1c24oGZHG99d9b6cOBqsMQTP3gw6Nc3OWT5njnCM4aLRsdBruFSP13yflNKlw/jFjXfGo7GeyLHD5kzvr2wsC0ncs0nO3rJYdLng60xTZ5gFj87TZGy6XoIj36ER+6g4xAPHhofZPI0zwP9eMtXXOgqbhganeaHjfg1suInF2uY4tHnrxc/NmRaMj7TdYYXD3piIONTn07xkPttk0wjd+Ch9sXh2rhDrsTi0CeDod7CqMZc62/jge2AzdZB1/w40+/MNwz+9I2FVx2Sx1E9yAv7DvhiiQt7Mv7xYNv8ZOOpTJh0jXsRgKGFoU8WnjMMTX66Zk8eV/bhk7s2D22IrvGDbd7iVR7EaCzc/MuhPnm+YcGAp2XnWl40XOjTdW4uxuA7P9iJiV1+DdmD2BQbHTjmgp4+mT5/sMmqRXLz0FqOg3H6rsVfPORyRa4VTzjO9MnNmT6f5ZudGKwr+abvqPGjzWcYreWw2dBRh/mEC1888DXXfJfvckHu0Dw5iV9xwoTDn75x+uLik55r486uyz3MZPHIL31c1FDNGLlzr0vw8qlfDsOFQT9bOng61MTMjQy+eMhd09dvzeKSzFkzzk/2ZHEqX/mRk8aNNR5WeaJPZk3gDjtd9SZfaiw9mHIVDt1ql675KHdsjFfjbFwXr1jpZk8fhrzQcWjqkq7Y6dPRp0+u5dOZn+KnIy767HCHSw+Xs7W9n6li6MmCR4TIu+aUE9f9JuRaI3PQR8iBACJwjNUa8yjVuOuSRtehwc4nf/k0VoAe9+mzz4dkuluNm3GNLAzc4tHbWWRaZzxg5Cue7myT0dd30HfWwuCPX3L2tfmtT3zx12D024d4FBsO9J1hOMNnR18/fH3+YNTY4EwOp2IxbgwGnji4hsV3vIvJGJ90cTA3teSu03f22105h9l84gdfw7mjmiBXzGxwpw+PHp7Oai0MY7DJxcimOKsN+hruNXp8wE/fGJm85MuZXXnsmk+6+ZQjBxlOfDrTD1+uioduPsJufo3pyx99jUwjkytYyeAUD/+uNRjs5YouPpo+HDbylsy42IvBmMO1t5CcNWcY7KtDvuSEb3NfnDDJ88l2Gyd+YebzpZdeGjY+U5XMmS19uK41PuWbz3T5c1Tj5K75ccCQQ7ZxFA/urh302cWPjH9yfXIHneKHLbfFg59xvtIl08jziXtcjLmGQ2fm0rzJKXk2s09cNP6qfTh0cSdTt+yTl9fqCn91Sx9Hcg0Gm3KYrzF49MMYfeM1fvBrTeQzuTF+HPCMN5/F6UzPfNKjU2vO2MLU8JRDbzvpGwsLtnhmHsbpk9PXYImD/rbhQZ+OI+7WZvOcjC1c/HHQd6YHh2+HfOMkHjpwXcebvdy6Lgeuw+Fn9hk2uQaPHzhhk7Ohyyd/HeTip9+85xdHNjjTIZcPfPiAkQ9n8i0uO3XIlk0+ihM3rRt8unzMLQyy/MlPXMhnbHK86ZBr7MxxcXSWj/JLD0+6Z2p7Rxl5UXNH12QCI2uRARWocYnY3m1KHht3kMYddDvoG+ejs9+eXNPlR8Cu3f2S4dUYHBiCJ9dng2PYrsMj54c+OX6az0oUFzv49NJxJnMYdwetxQM+uUOLF3y2sMicHfT8VmXMhLlOB4+KjrzJ4yNbfY093DnPruWbbfzoyp/fnsj4jAv9sMtHsvzAcuyLBx59R618yVNPCMQBz5iWT7jNLYz8GM+mucGZPbl+88kOhmZcDRmrdsobmZYfOPxpdMQnHr7jRIeMrTN8NjAc7MToN5k5F8bYOMOIM9sw2Brn1zldOo3BkEdjM77PoMxPNeOPe/biYrONhy4d+clP53LBhgxXfTiepDm0YsBLruikGxYbPviKk3PrZyuHIU9a+YClydHMJ07NmTw1V2zp4sUHOX0ynPB0pqevOcPAV25xpNMchslfutn3tMLYzINvMnphsYUd77D47Dd5Mra4xBP3clw8cLVipB9vY+TO8uDQYNc8Sew38+RsYMSZXXnNjzF7KG6amDXXcaejsSWjY19qDwrfONzmM4z48F8O2YRXPGRyA5/NNmfNOdzmp9w3V3Fxjgs7eho5f/ICnx8HTHLjruNqHn32J96wjLuGIYb5NSifzsVFFz+2mrFyA0O+6JA7W5f2Azod7NjT17Jnuy8euvCcxeTsKF59vlzjD4dfuMVDB0bc9ZvbcGDAp4OHs7H4Gc9v/ozLG6w5TjgdfOnT0c8PrLDNn3F+yeh0pmfMWYtfc0IPPh5na6d9UuWDjIJx1+3DfpE5dfRJfHduHPjAlyKi5wPfPiiooDy6RMYLnMT7wJ2bF2NI+XAa0p4S+bAfHXfaPsjo7lejQy5wPt2hegHzgTyB84ujz33B8IFMuj5sZ7PgEz8cJBMGnm4qyC1w13j5TQYvOooQtr4P2/Hpw2qSSs6/OGHYDOHxLz9+k8c7n+JxR8yWDn1c8PbBN3jkisCmQ+6DdbB9UE+x8gdPnLDFJvf4yQN8/W5e6fRbhQ9M0udf34dezYEclUN9ceLhZk+TS9zMD7seZ4vH3bwY6JPzj7ea4Atfc69Pn099MbETlw1dnDAsEvMgx87wfUmCf7mF0W844oSlqTcfhpUbfKs3fR965UdscuhsHunzoz5xgeG3FjqwxUPOvzpUC3jDNkf0zYO6FCddOYMnzrDxhqcmcGdnflw3P+qNHC+137fl+Kre2MiRD0Lj0frhEwc1VL2pfXhwxTNzEY/1I57mR67lVjzmo5qY683akF/1pu+sJnDBAe9TR3Gqt2I2b/Iyf9OLrRosHmvTPInHPmBO+SEXA574+fafuG666abjdSA2NcmnXOErh3D61hU8PtmKDVcfwJXL4tHnx5oVO532NLGoQ35gWyu+SWSfoEOu8S+35VDN4S0HcqTeipO+XMGCbRwX9WcO7bPGyOHO82ONiMfcqjUxqU9+xK+u+MEVF3MvJmszrvJlH5cbPuVZXcHgX5MPtvYDcjkhw0e+zD3f5g1X2M784Fc86ooPucKD3DrgX07Exr8zbLb2VDG0NtnpyznfrmHKITvzpo+POvRtMTmE1/qRN9/+w1vu8JWr6hAX9vyIE085hMOn+DW+1YRGTkeNiwcPcZLLmTqXT/Vmv2drXM74se+J17zBMN9qV5x49xrR/4ctz3BxFwNdMcC2D8DnEzYfDnmAJQetWdfi4Fs++MfbvsePeROPva76tN5gq1m+4tsa84FveOSwxWBMDZHxj5+54kMd6IvZPFo/8k2HLR/k4oRhfhzVOLxy2H4oBvNnPuVW/OITD97NCWx7Amw+8bRmzae5g2Pe8JMrXO0pbOxNMPUdZ2p7v/0XCZMhyZqEAEOCY4mXRLqSoAB9it81PWdkNRjsNWfFK1iLga3JdRaMF0QbgAAkGhZsm0UtnxKBo2uTDwMvZy8icWEn0RJJT+OzIvWNFLzINBgKzaQWN7lCZWPyyOFrbRp4azjjj7fNT5xkGm5uQi655JLBhRwWnwpmnjz4cuhsIdGJv0mH7TpserjAkDtjZOwUr28cJiNXiOKhX5yw8JALOWRrMzMuHjzaMOOuuOWKjbjpyp9Fzyc98nxaUHzKRXIFb3NWU2TG2M1zj7u44PDppiJ7ujAcaogePs7ixEk89DRni9WcVSvNv4Wpxumw0+RBTDZ/sjiqKxtc3yYxxs78iAd+OM7ikSst7vpyxWec6cqTha/ewoDfJmO9uY63uTc34qmxs+nJVRjO8oJLOSSTc7lVc9ZVsRizQapj65BtfvE2l/yyDdsLpM0PN7oOOTQ/9MWukVvH5qj1Vjzf+973Rg58+48+XT7EXx3CyKd4mh+1Ih5c+STXD6e9Sa7gkju82Mu3gy8HPnzaP9RnDT6f4tTo0RdPNc4nfmHIYT7Dsfmbe/js6TvLofnBj9/mR83lMww+2Xkh0PhlY97sv9UEOWz7gXVCH342874nH3TVt8P8sNfkV+ytnyE8+oGDtcmnWNnDx51Pey2d1nLrSr3NNaTu6ZUrXDTY5l4+jccxuZjLuTng0zeQs8dFrYlHTeAHx0HONp/JxakecKYPC47XwmqZX2PmQc7texo8XPnz+iHOcOm3v8+vs/CrN7b5o9/cwy0muSI/ceLE4IWbg1xrLbPX6HrtmF+vjIlHTsotXX7aa11r+JNZV/Y9+jUyvODDpIuLvUl9z9j03EipQ/VRDuWpmycYbGDYa+Cpfddacaqd6s08kVs/1RVfYmHfXkuH3NnroPkvV43JCf/WIY6wz9b2PssCqJCcERGYA6iJIp+L15jF6FwSOW8xknUgKPGwSmR4Eik4LSxnXDR6DomQeD67Nk6On+R0PTpHP7zIWWQWcYmErXjJ8E0OU9G4xlfDVQxtxmSu6eDROHk8TWpxk/GniVPLnzM9xR5mZzlMHxfzAQu2Rg9uPpufCouNXOGtTxcGvvr0+Y8DHD7lxHiFTi6H/Dm0bPAzTs5On62CTCd94+Eb0/CyGfXCQIdMMz/w4s4GthriTxw1duLRsqcvdnUFR4uruppjIXeIR440vjR+8EuHnA+xxKV46ODhyJ4MBn39mR8OuLBXo2zo4gybrjFnBx7kNXgwbFz6Wmd9cphkcOuTx5memrF24IsfZlzI4h42LLnFmW5yHK0feMUDP47G9R0a3Op6xoHnwMGh4Sv2eX7wIG/98Ks5q4nqliw/5gZ3/pLxRe46n42rQ2uBTuP6xZnP9KsVvGZZcbDVjLWPwdXSIWcftryV8/TKrzVeTdBhA4+8xicMceAdBnnxip/P5sgYjtZE69IYbL7h09foOexN7PDQwjAPMNJ3hsNnN1Rswq5u02crr9ZFuYDtkCsyffGJH7+4iA8Ofs5qhW7Y+vzFLzn+6gQn3ODow5FDZ77Y62vioYcPHGM4q3MtbOOwjWthwPeLXVz5ZeNanFoY+uKUWy1/sMRSTTTGp9iLBU992PYg43Mjbz+AGVex8FmMcaXbuoIjFs2+olboJcMPF9fVq3E+8MatazI5DJvcwT9dWPThOGviqR+Wc/PGvtjba8nKIV357vWAPO7DwWl+7L3tAowcoki7FhQnZPrAjemT0XFoTbgz0nTppaPo2XQ3C4eeVlLY0s/WmZ2mb5wunXgZ17dAty1bY9mzJXeu4dKiLWYyesXJx9yMFZ9zzZ1z/MpJ8dBLlwwmP1rX2cSxnLDzGyY9No5iwJHcdfjs4Ft84pc3mOKkT6+Y6DrCmHHYds2mw9zpG6tuXNOHGx6e+nHIpjjYasaNuXZuPP04kIuj2nFdHOnyFyfYrsXsXF7J2WrNgT4/9JzLMXx2ztW2c3HSi5d+eJ1tLMUEW1+rX874pGvO0qcHJz5hGnfM9UZXI8fNIQ/hz3NmrFa8YhRH/ujEvXmJI5t040pfnnEiq8HLH3tH4/mmS47D3Oh1pEMv/9mn0xg5WddsxaCR46jFK5xip6PN80omvjkeOnyQw9LX6NILNzznxuYzm+ZdH9YcgzHYbHBvnI5WXfNpjdPT0sOv+OMUHh1xhtWZPryaPj3YbDR9R+s323Rd66fnzO/p4sknP1q4bPgsBphkatrTl/iTyY/r6p5M/Ljoa3hodMmKZwiPfhiHXZ2Qk23jYUtGNz+4aa4d7ODTwZ9Mn1089MOmW9yNl48w4cMy7igv8YCRLZv2L9yM8aW51odPT9OHw75Y5C9s8m086cHABUYxwWxds6Mzc8gn3Hil58ZMH55xtg7+1JCnfcYbkzcY4dPNNllzQDdeOCTXjzvbYiM/Xdv79p+Eudt20xNBZ07diXpB3ybDnauCRoA9Um3C7JBhY8zhOsyw3BVKjGuHRlfCvJUyJ4y8YOnqC5pPPNj0eJMf8Xj8qLmmixef3oosicbgiccicu2IL7n4+dPgKDJYzi08XOUK7yYCDt7utj1OZqvBMoZ7CwieGOLZmR592Hi71pz5gcGWToVjrNwmFyMucPmMIxt+YejLi7PDBt3cs3fQdfTeNRkfeDh6S6N6wJWOxoeWfrG7xple8cSDzNhWjn9c5vmha17YOfgkE/c8P/mkC1vt05nzMuPg6tqhlRc28VYL4ZZL2GKBi4eDjpqQQ7Zh6FeHbDRz5hBrb+mwZ4OLviN9MrqtHxh844ML3jjUbFxyxJ4cB43cenLdwQ85PPnQyhk5n9njob/lAkNdOZfrbL773e+OsSeffPK4VtjTh80mjvwWD7n48odXOdfXmrfyRLe8ih+Gsfa15oFc408rHjwcxuHoh02v9QNbnOGwx3veJ+izF6ec6yfLLxz9cOA7yJ3J2cHXF58xcfNvP+Qzjmy0uJQPuuHMvMnY4FBdsJ9zSB+ORt+TIPuePnn2xud4jDtwb125po+feKpbcq15ii9dh6cM3tLRzwff5ZYtDJiwNbXsWhMfOVuy8I21f5DDh4szbPtHMTaOI94aHLmiaw5waK75tH7sncVHlx79XmMa4xsX+wFc9vlmVzz0zT8ZPTHRC6d48Ct+ug68ndP/9re/Pf4I6X333Tfs53j4g1lcxpofGOR4OOezHOW3/dA1LE+07rjjjt2tt966+853vjP44wJPvJrrYoIPQw7JHRp982l+iocP88aPPr4OuPJdLN0PhDUA9/zY+0F1YB6bArTRe0HWR8JjyTZQj8TpSpj3Kd0Q0a2wJMwhAHJ9ZL2Pihhsj+LC9sE/MkFISEXOZwH1SJiND5Z5T9sGQR8XjwJbSM6uJcpbUfjz3+M8+D6A6rMC8PAjU9A+h4I3WdjsHCYKD3J4Yhez9/rlhI3J9d66c/HIk76/2tznE+DgzSd9mw57fmDLm76NQWHBEAc/uNoY6egrJHFanBUVfdg+nAebnE/5d3aIhw/xJNcXv/nBxwJQE8544cKna9h0xQGPD+M+4Ig3vjjKhbPHxuatGNjJoc1BPOTyCdtnXGwWMMWBCz1zT45DMbLD1+cCisfc8+mY5wd2tUwHbzGTm4d8wim36hbv4rOexIm799zFhZ/8VG/FzEZMvc3HJ75y48inOuzRt3jhmDc8YLNTm+IkF5cx84aHxicuxYO3dSXP1gpcdZi8HOIol2zVBHv6fPpsCv/ms9zyaY57UcUFFuw+3ApTbvkWP4644OAw7qy27B9yIgf0fVCdb39SATb/zZtNXh3Iv/zBgU3OjzjIYMmheRMXOTv5w9U84yfn9jVrU1xw4i0eNY4fTFzI8CmeapBvcvHIYfPADh6u/Og3Pz4MS2be4oVD8wMbV7HAV7fNT3HyI49y2/zgiJ8cwpcr9uK314qRjnjC5t984gmHLp7iscb1xUcuZ3zCaX7EYG2ap/YvNvzwCUMuikd/Gw9s+eHffqDPpzjUh9zo8ykefbmiKw5yGGx8Xk2uxM9WXeFsHcpVvNmR40re/IgBP3E55JAun2pc/bhuHvTtWeqNf4fY5VW+xM+P+ZIjZzZwqhV++CxOcvHIVeuKTXz5sCfMPsXJp3j4FCd9ebDXiEsfdmuWT3PPlh19zXzCqCbIH3/88aFrbfIPp3jY2mvJzA/e6lA88M2DeOSl1w56cHEpTq+ReNuD1MJvf/vbcSN3/fXXH89b84MbjubVXJgfcZpLYzjB1pKL0zzjIp84yiF/ctc80LP2Yeo7n6ntffuPkQIQdITc1EgKh160JBDJJp6ePnJIKnCBkMMh14fjbCIknlwSBQ/PNWz+6WqSBLvCzSc7QZoQeApTnz8c0sdF37gxfXaSFi+TI7Z84tLE81MiKzR+xGFDIYNNr5zA1efHIRfwLHD6dDV6sGElg40jTuSN0cUfb1zFBTtdeZE3hWHB6CtiNrjkDw45fbyc+XSwI5MHfIsHNzn2osqna/rijyM5ff7EWA0VPz/G4RZr/nGCk0814CBnI+ZyTy5+LV/G8cknLNjipGucjD7MFpvcidWZb31xwsIXd42tPnu6MJofurjR0ecTZzzLib7cWsRqQGPD51z7eLLl2xhMjT/Ycx5gp6NP10FWnouHHF95V29xJhMvLngbd8BzFivuxvmGTQZDnw4sMdDhj28ynMOUt+aqOjAev9aAWOHThU1Xo4sTPH70jYmLL/p0cHLY0G2EZHAcbFyLOV32+lrzGkbxiJsPR7mgz7/cxTWf4odLHj925GqAHZ/4iN8LRrrFTNdRnumwdT1zx1lO+EkXbz7wpptfcjzKuRiaJ7qaNdNc8Ek/f8Zh4RpvdnzBwQEX680+wY48O1w19nJl/5Lr8NmnIzds6coJvWqVrJtK/HDAmz7u2cHzouwaXnPFnk/naiEM9hob9vY3MWvVEKzqWh+39jGY8tw8wtHoFIczOT76fMLByZlP+1gfpI8rjmzwwpuOs2tyPtjDJs8P/zDoNffmxzi5hgMMDY4YtOa/fFRDuMDT2OUXnjp1hk/uZse1fj711Y3ckvFvrsTOHjYdBx2c5JZu81c8uOFJJ/9kDvaw1bI505rPdPAIG4YaZOMsttYdLHk9W9v79h9jd3x+EwbIoYMjcpOtkSFE328yvqKrCZadQqNj8dCLvAAlD57JSe5bcb4JQKaRw3LX6BP/Ag5Hclu8ZLD4MjHsbfIamQNvd76S4hpnE+E3cN+8wSeZs7tp33TiEweY7BSyzToeZBUDbJjGyHvKQNZkmFC/7fT/wujhboLlBcdtPK7dtNHT1+Tb/MCeecs5XXodcuW3Df9LScunoqHvJizcispZDvEu73zSnXnIjXjkCgZdnOCatxMnThz741uRitWmCBt3ZzcbFrzCjx8s82ADqCaMOcjVIXt66s2CNz+44KgZwwW3bqqL1fzId3NGv3iqcTL6cmh+cEkfthgtZN/E45NME4+6Fw8Zm7iQi0FM+MNvXRW7s7G5xuHCgC2Hno6xddDHD2brjb54YFs/+LluTs1nchiw5RC2Gm9+yGHAJXedz24SYfMtF2KVW9gaXbForR/65A4xwlRvro1pd9555+Di7b8a/ubTRp1eNn7TrA6NyYlYrE/znAwWHuzg0NPHQU7IkudXjVtvNfq4qEPY6k+McqbG5ZE+PQ023nKjJuJOjrd6k7+4sJlrH07x4N6axQFmL072Mbrx41Nera0w4HhC4M+AkONAppkL+viFI4dqK5/iNC5Gds1b+NZEa7ac0POUxf4uR65hbPcg8ZDziXs+6Rvj09zwRQ93R/OQzJk+n/Y99vKEz4wtZjKNvv6cQ3bz/o67Bl+teDAghzX81Er/9xIerrDNWzVUDmCrHRhkdMVjvdFNhofGZ7UCU0zqjU/zyRY3TZzqonw1P25o+ZvrkJ+e6LJ30IdBn8+4iemrX/3q7mMf+9juscceG74aUyew1IQzPsaqZX0HDONqv2+4isWYPUQ8Xpc1Mtef/exnx/8D/fGPfzxk5PKiZsXjel5DcmW/MlY8sHEJu7yK05jXJTL68mt+9NsP4zOInebH/2Z/MygRXoRtmJoEAHZGFHlNUvS94CBKJzldwUoyeTb6isuCaSMSjEBg6GuzDTlOJR12NyfhSoC+RdqGycYBi1zBa/RgSaRFVxxk9CskemxNVNgwZm76/Im1ePIpdn34NX25FWc86IjJZpSua+P8wcFNI2+Biol/NvLnbH7okjtgy7UFo7nuYM8nPzUY/BnTp1srnq2+gscrn/rmx02yPm7hiFu+YKsbjQ5Z8ZA1n3KVP2c+jOENE04LSZw2Izp8avrVij4M/jQLxlyT12CJh31yNnypw+YBB+Pmh0882MSVHJ+u+dT3iJ1dnMnYeXyvwUlXPsxbGI3LlXnWipOOeNjG23jx4E8nLHriYe/Ijk/zHA8YbMjsB+I2RuaMn3mUFzjWgLN4jOMCW59tuSKHgRefch5uXOnApefQxGOTL//JjclJsYeh3vbF44Wo+YkLXzDUiyau8Mhhuu5s3IsCThr+xtjzSXfGNm/lmT7ubLwdgUu65M0Pmb7WXM01jrNx9moOl3C8mODXnkoPttzxSa5fPPrWFUwYDjJ6ch4uzg6y1mzzQMdcyg1ccrytM7WPg2t6p4uHTfMj7mzUlrway964fq8R+Qzj1KlTIwYx8Ye3eHCMG5lx9W3u4BkLW5zVeDJntc+Oz5p8eSuSDxiwnef9wDW95GKCo4UFu/kiw8m1OtzWm3y0T5RTWObS69I2HnEWT3ORPl2HZowvuYoDzo7mJL6u2YmTT3GLEQYdtW+MDplx53JYnuCYA3tZvnCd6xqGMU1f/mCrD76MObdO0iej075HrtHnoxonL3YYrQnc8jsMT/Nj79t/DN2tu9ssWZF1Z15f0hBA1J0c3RLGH7lGFlE6Fnu/wZM7YPGZHrsKr7dLKgQTQM+dPOwaXjAUKNsmjk9yfslbCM7uwMlMGn0Nb0814PHTJNGBsS8euSKH6QyTLnv+Zy6wy40xOuz8dreNR560CmtcHP3gDx8c4wMLNt8wmye+ugOPBxz2fNIrdn28PZXgc45fDrMn1/gy9+XIuRjm+SS3scLmo5ykz9+c2+Q9uaMvR+XLb7D5KX5xNg+4wcCv3JJprrV06RQ/fPL8kJcftZ9P2PKDs/jpxBm2ePAJ2xid1gkdLTxyOS1OY+z3zU+/Yc7+YMv37BMGPHNPN+w5nuaRbhj1GyOv9p21fONHrzgaMz/s6FWncilOTV6MNS63YXamo2bg8EGuL+e1fPDf3hRvtvJhTYidvTF9GGGyzafcsqHjDF+DTZ+u+uksfk0tVEPsit8YO7G0B7El08g9Saj2+YPjKCdx46NapgdHg4U3LLw19sZhyD85GTv65iE/5dVZrsLNRjxwtOydxQO7eJzZtK7o80UOm0/880d3Xzyw5cM4XTw1cvpi1c8efvHQlwcHO1zyB4OueMhh4Ne4NRvfzny0luk5NLbWVXquNT5bE2yNazjDmTGMy5+cm9vmiQ2M4g7Ddfsef7DEIycwyOb8kskDnXjyWR3ilZytOtToO+rLLV906OMqh/i4jgt9MmP5LF/ybU7p0snGa7h1incNP7kllxM+ioMsbGfxyG3Y5de5migWGPzA1qoRffrdT4RfruDr430ube8H1Rly0AQJSuNMwuYAjJFzrC8JbTASR7eERRa5DsGQO8OGQ59tdvomJV+DzNEPNvA1eOGww0OLe/j09B01G0aTTA6HHj5aXMhhO/LlzBd9LVxn9o7GsnEtznzhyAcc2K6L1Zk+Of0OvmDDzJ6evpxUBMYdxtpIjIVPl1+4WrHq86mFz9+c12zoGUvPmcxbMTM2/cbwyd65a+ca3prNCC+2ZPQdsMmKhy4eYiKnQx8XuDM2vGIvzrCTh0EXlmv4cWHHxiZADt91OPgVfwt6xigO+uqBbvZiMQ4TdtdipYMjm+Rwi1PfwV4jn/kN4dEP2NmQZeeMS3HnD0YcjWkwcKFTPsjJjOFQTK7Dnsf0uzZOn92LL744+jfffPPAlsPsy6trBz757BomOV3c4+JMZ84Jn2TO6o2Nlqw8lZMxePSD3DzEv3XHRxxhNu4M07imTw9OHBtLNw6uyw2b5PTJyRz68/yETa45q1l4xjS89WHGA0Y+jcHetnKev+JJzhd+DvbkGr3k8XEdTrHnM11yfXycNfb0GoMdX7+U5XPWFyM5Wz7Z6JPrk6UPG55xMoc+f+njwU6jK7/phc0frLDDMw7HdbrJnONnjuiVm+zz6aaIrkPjf8udPN7OWjzx0yd35luLCzlsfp955pnxtt3Xvva1ITMWf/E7YMxrFhY+yTzNc90+xl4zrm+s/c6T2GeffXZ3zTXX7L7whS8M7KF89CN/8Q6HHAb+1TdOYjA/5OnqO9iQOei6MW1vhqGRn6n96/Zw0gLuWxOC++hHPzq+EcMZcO/FX3HFFQPYYzQTIRifTRKsR58SgEyP/D796U+Pf1sB1/unfaPLX53t2zaK378U+PjHPz789FjdjYC3kT75yU+Ox3x8Kh7JwuXzn//8eDvN40Iv4h5VCt77r3/7298GN5/t8G9AfI7JwX9cyE2UG0GPVm2oYvV4nNwjQXHg4TGrR5uw/RsOyRXPqaNHzOxOnjw58sa/97d9q+fEiRPDtrcP3CWTw8ZBbP0WKB459NaJR5q48u9x6Cc+8YkRj8kWpzy78fUXbeWeT1xgmzOLz+N2ZwUkz7DFIod+ExKPvtyK16N82N5yM6/eM/ftyLB9e+eSo78ET4dc83kF/csvv3xg42t+5Mlj5iuvvHIUKHxzTK4+yqEClxOPWNmpCTGYD9hvvfXWv8WjtsTzqU99ajz2Zas28efz2muvHbG79iTSI2Z+xCMG2HKrb578RqPe5NZcwFbjcuftYWc+zRXecigedWVe+bnuuut2b7755qgJ86Im1Ix4+LFG+DFXcsgPbDVkLv7+978f16FHznKCs7kQj7NH3OLB1dzhAoNcbtWNs88L+Lcd5tBc+ZcXV1111YgjXupVnq1Na0dM1hQ+5pBcvHIFj64cq0P5kSvx4y0ev0GTm0O5Ir/66qsHnjoUuzqSN9jqTi3gIRY18ZnPfGasK9hq2f6jtuDihYv4cVFXzY84HXJrXcGb4zH/at/+Ys3JtxjhVxNy7XMw6o1vMYkBP3OBg3g0cyEePMVm/dh3+DXnXizkVJzyTS5X1rcc4g5PPHyqG2uWHh3541c88m1+8SWXQz5h2wNgkKt7zTzLj3jUOD9q4sTRPmSvsxfgIhd0YZsTvORGbOJp/dIvHrntrS0Y+sZxV2+eIsibvdG6kmdc4cqLfH7uc58b3MjFaK+Voy9+8YsjdnsdvtaA2Lwe4DTncBuPa7FZs+K2PshgySe5OdR3lkM1IYfWr1qZ50dNiIGe+VGD4rKuzYlapC8e+x6f9iDrR0zWu3hgmxd5sJ/bJ9SQvOGmluUeJ39p3jqFLXfiIWMrP/JkbZlb60Q+rCH7Cr8wv/SlL409wNy1j8Pj0+u5eRSPubKm1bncmh/ziLeagIeXJo/yJk785a06fP7553evv/76WEd4yIM1peELVw6dZzlOyeTB2p0bLHKcNPrs5V5dqDNc8RGPfUrevf6qd/Z497qktu2NOOFeTagv8vYmNak+7anyK0d0fQ7QaxHOuJytnfaD6oJw2DhsEAhwbhEihriCkRDBKxok6JpUhaJJjsWNMEIClAx2EqGgTbaChcfOZtn7mHT4tGkLlK1x9rAlz4aGH058OBRMhYE3PAUKzwaVbVxbGMZtADZ5+vyJScxyISfiNBmSjAuZQpQHMSgkL5pywg5XHNlbGOSKnk9cYMCSB7zb8GFWfPIjBrHBkJOKRKGJhy3e+MO0uTQ/4pAr/PAl5x+e/JgHGOYHf7kkj4u8yL94HM2neRGPs1wqeHkQKyxnfvDiCy588dt09PFlhzOfeGtqYV88/OMiHj718YMvh+RzPGpDvPJmU5hziCuecohrPuXbtY3LPMAvh3zqwxSPfIo/bLp0YKshuaom8BMnLmpIK4d8mgMx80lvjiefeDlgVxNqgcw5bPziQtc8qEPx4iZH5kH+HGybn+YTHzzkECfzg7c+jHLLFy7qVe3Dlktxqw/YDvPsBUldqWH88GIn/tYVP160fvGLX4z83n333WPDpy8/zY944IpJfsidy2Hryh5UrnDXzFs33XKnDsuxPmw6uMiPuMRLR57ChmFdkeOHDz11qH7aM/mUD3Jc6MBmizdM+uzjwqcaaA/CB4b5hMun+cFFHnFRb67NCR/w1IT1xt4+YU7IYMmV+HHnC7Z5p0NmveTTvJlDc6uxwxE2X/p44WRO5JC9eODxDct6IxMzn+oND/GQ04mrdeUanrhavzDo4Gu9yaUcqD1z7IBPJgdy6FpM5rP9g197isaPHNqD9OVIPDipdz7LMz+w5EBexExHDOKRJz7xxtm1+OUKD4ecsYGjJvDUF0948sZWjeiLV9x0YIuTz/Y9seErV+TWm7qSZ/PmzI+Y+cRDrbCTQ3jtwXySi8fZge+f//znsT5haeLT5EbjW5MbY86avpgbb27G4Ds/6JI31/ixw/GGG27YffnLXx7xqFHxOOMs5l5/xSE/cimPrSvX5lMOcRePcU1O7Ydywr/ctnaM48EGjzO1vTdVgtqXDIGVtIIWuOJzliyOSxjHcIwjly0ZHdfJYQtKcsgbYxsOHbZsZjmfXcPNJ7nGLu7G5uv885f+7I+8eIoDT7qwwmNjfI7LWPb5zIZ+OI05y6EcwCoH6cbVdXHm3zWbeMFOH66W7rg4+lHMzumE45q+67nR1dKno/HLP/nMY3sdbzrixJMsf+Sum4u4zfHwt9UjSzdOZPmDb7xrZw2OMW2bn3QbC9/1bEMvPsbmFm862fMTF7rxzV884jz7mvvpJ4MFd84d2YyTTRyMJdMnn/ls4yoeuOk6w4iH67DCdtbwc6jNrkfn6AdfaqI1QM9vm/fcc8+ok0ceeWT8Nkof/uyDbtfhde1coxcXPPlsncSVfnr1w4LTGH322jbnsNPL1tkhvuJnC4furMdeK//G4m0OXPOZHV028/yQxSGcMOg6wk3PObl+uUlGX3OtueYzXNeOxp2NkZUrMrjOs1xfg+eFTp7I2Dvo40RWnPozDj06zcfMjX9+2YQzHB79CGMe06/RpwNf04enXmdbsjDolb94kWn5p8s+7Pr47xtjWx716YnRmW2c4OdTv3zkp3H69JK7Thc+Od3mq+vy0Bjdc20w5jbnmRxmsbuOI5/kbjDx0WCROdLLtjF6c1zk27zRgU8vPHqOuRkr9lk+9/feVM0Kq78ysDKwMnA+M+DG6kc/+tH4LdEfAPS2iBcSL2httOeT3/K9MnAxZ6Cbl/nG5WLOx7sfQ1zMmVixrwysDBxkBnxm5ze/+c3g5l/XeFuwR/Z+c1xtZWBl4PxlwBr0tpjz9snO+WN1/jyvm6rzl/vleWVgZeAcMmCj9mHRp556anxuwh//86HeHtefA8RSWRlYGXifMmB9dnhadbG3dVN1sVfAin9l4MAz4Ddgn4HwTddHH310fPj0Jz/5yfjW3IFTX/RWBj7wGfBB8fvvv3/3l7/85fizTh/4oM8Q4LqpOkNy1tDKwMrA+c+AGypPpRwf/vCHd7/61a/G56l+8IMfjK+e+3yVDzX32/L5Z7wYrAx8cDPgg+TWnKdSvmH38MMP737/+9+Pb9jte1JFZn06s7NOnWvJnR3wNX12rrNxPvS2bqoOfYYWv5WBlYF3ZcDf/vIZK98A+uEPfzj+7o4bL18fX21lYGXg/c2AGyLHqaO/n3XXXXft/vCHPwyHvjjiRmhfczPk7z/5+1/sPH32LT44zpo/BeLzkv78gZspT8D8TUkyf/aCTTdc+3wcimzvH/88FHKLx8rAysDKwDYDNmJ/9M9vx/7pssPbgv7IoU3XDdZqKwMrA+9PBno7/tVXXx1/1+qJJ57Y/fSnPx1rz9PkbfN3xn7+85+Pt+v94mN93nrrrbuf/exn429JeivfHzL2HxT8XS//nP7ee+/dPffcc7u//vWv40PwX/nKV3YPPPDA8d8T2/o4pOt/z8AhsVtcVgZWBlYGNhnopskfNfTWgz+o6K1Afw1936a+MV+XKwMrA/+HDPQ3q26//fbdr3/96/GWvF9m+gbgFvrxxx8ff2/ul7/85e6Pf/zjzh/yfeGFF3avvfba+EOc/nq8P5tCj9xTKjr+sr+/2u7myx8b9VfUL4S2bqouhFlaHFcGVgaOM+CmymFz9xmrhx56aPy16QcffPD4rYRj5dVZGVgZeE8z4EmVP2nir837q+Pe2nN4+89Yn3vyVqC39v70pz/t7rjjjt1NN900/t3LN7/5zd3TTz89/iWMNez4/ve/P26i/FuiG2+8cfxl829961u7yy67bOf/C/pr6f7bAt1Db4fP8NAzuPitDKwMnNcM+HMLfsv17yXO9i8kzivR5Xxl4CLIQDdZfvHxdp5/VeTmyBMoN17+VYynUMb9KznX/sVOb9172uzfz7iR0tyoOS6Utm6qLpSZWjxXBlYG9mbAJux/lPU/0S6E32b3BrKEKwMfwAxYn26orMtunPzPPddulsj0Pdly3YfdG2PfTZUbtvqHmqr19t+hzszitTKwMnBOGfDBdRvvekp1TulaSisD72sG3PRYj26OvEXoPyL4/JR1aszTK3/A93e/+9247iap/5JgHbt5crPVDVXn95X4ewS+nlS9R4lcMCsDKwPnJwPeUqitp1RlYp1XBv5/MtBNlJsgrZukPvvo81T33nvv+BMJV1111e6NN94Y3+q77bbb3kWQvZupnlS5kepGjKKnXT6jdei/PK2bqndN67pYGVgZWBlYGVgZWBk41wz0llznrd03vvGN8bkpf3rhlVde2Z08eXL32GOPjT+j8I9//GP3oQ99aHxzMDs3Y92YObvZ8hSL/EJo/3WUiMP/E6UXQiYXx5WBlYGVgZWBlYGLLAOeJrmNcNOj39t4pcFYH1L3pMk4Pc2Yw9OndJxheWLlaZVDv5urcA/1vD5Tdagzs3itDKwMrAysDKwMHHgG3PTU5n4yN0Peov/nP/85zm6aPIFyM0XfTZb+fCOVrTP7nlx1MzaPH1p/Pak6tBlZfFYGVgZWBlYGVgZWBi7IDPzrFvOCpL9IrwysDKwMrAysDKwMrAwcRgbWTdVhzMNisTKwMrAysDKwMrAycIFnYN1UXeATuOivDKwMrAysDKwMrAwcRgbWTdVhzMNisTKwMrAysDKwMrAycIFn4H8Ay9zR957ZkMUAAAAASUVORK5CYII=" alt></p>
<p>one correct ray drawn<br>another correct ray<br>image located at intersection of rays, behind the mirror</p>
<p><em>Label I is required.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>≈ 0.4</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>image is in better focus/sharper <em><strong>OR</strong></em> parabolic do not suffer from spherical aberration</p>
<p>parabolic mirrors reflect parallel rays through one point</p>
<p>whereas spherical mirrors reflect parallel rays through different points</p>
<p><em>Award 3rd mark even if implied in the answer.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about a compound microscope.</p>
<p>The diagram below shows two thin converging lenses in a compound microscope. The focal length of the objective lens is <em>f</em><sub>o</sub>. The object O is placed at a distance <em>u</em> from the objective lens.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) On the diagram above, construct a ray diagram to locate the position of the image formed by the objective lens. Label this image I.</p>
<p>(ii) Outline whether the image I is real.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The compound microscope in (a) is in normal adjustment so that the final image is formed at the near point of an unaided eye. The position of the near point of the eye is located at N.</p>
<p>(i) Define <em>near point</em>.<br>(ii) Deduce that the focal length of the eyepiece is around 10.7 cm.<br>(iii) Estimate the total linear magnification of the microscope.</p>
<div class="marks">[6]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(i) any two standard rays out of the three shown below;<br>converging to locate the image;</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>(ii) (image is real) because rays of light/energy pass through it;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) the closest distance the unaided human eye can focus (without undue strain); <br><em>Do not accept 25cm without explanations.</em></p>
<p>(ii) standard ray through the center of the eyepiece to locate point A;<br>standard ray through points A and B;<br>extrapolated to the principal axis to locate the focus F, 10.7cm from the eyepiece; } <em>(allow focal lengths between 9 cm and 12.5 cm if the two standard rays are clearly identified)</em></p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABboAAAUGCAYAAABXaQcaAAAKqGlDQ1BJQ0MgUHJvZmlsZQAASImVlwdUFEkax6u7JwfSwEhmiEOQnEFyHILkaGKYIQxhGAYGFTOyqOAaUBEBRdBVEAVXJYgJEcW0CAYw7yCLiHouBkyocw0cw+3du7t3//fq1a+/rv7q6+qq9/4NAOUqWyDIgOUAyOTnCsP9PBmxcfEMvBggAA+IgAQgNidH4BEaGgRQzfR/1cd+AE32d0wnc/37/f8qeW5SDgcAKBTlRG4OJxPlU2g7zhEIcwFAuGhcd2muYJI3oqwoRAtEuWqSU6b5+CQnTnPX1JjIcC+U7wNAoLDZwhQAyH+gcUYeJwXNQ8GgbMHn8vgo26Dsykllo/NQ0HtgbmZm1iTvR9kw8Z/ypPwlZ6I0J5udIuXpd5kSwZuXI8hgL/8/l+N/KzNDNDOHDtooqUL/8Mn50DWrS88KlDI/cX7IDPO40zVNcqrIP2qGOTle8TPMZXsHzrAoPcpjhtnC2Wd5uazIGRZmhUvz8zPmB0nzJ7GknJTjEzHDyTxf1gznp0bGzHAeL3r+DOekRwTOjvGSxoWicGnNyUJf6Ttm5szWxmHPzpWbGuk/W0OstB5ukrePNM6Pko4X5HpKcwoyQmfrz/CTxnPyIqTP5qIbbIbT2AGhs3lCpesDeCAYsAEnN2nZ5L4CXlmC5UJeSmouwwM9JUkMFp9jNpdhZWFpB8DkmZv+pO/pU2cJol+fja1vBsDlvEQiOTMbC9wGwEkmAKTe2RhzOwCyagBcreGIhHnTscmtDrDoOZYFikAFaAJdYAhMgRWwA87AHfiAABACIkEcWAw4IBVkAiFYClaCdaAIlIBtYBeoANXgAKgDx8AJ0ArOgovgCrgBesE98AiIwTB4BcbARzABQRAeokI0SAXSgvQhE8gKcoBcIR8oCAqH4qAEKAXiQyJoJbQeKoFKoQqoBqqHfoVOQxeha1Af9AAahEahd9BXGIEpsCKsARvA5rAD7AEHwpHwIjgFzobz4UJ4C1wO18JH4Rb4InwDvgeL4VfwOAIQMkJHtBFTxAHxQkKQeCQZESKrkWKkDKlFGpF2pBu5g4iR18gXDA5DwzAwphhnjD8mCsPBZGNWYzZjKjB1mBZMF+YOZhAzhvmBpWLVsSZYJywLG4tNwS7FFmHLsIewzdjL2HvYYexHHA5HxzFx9jh/XBwuDbcCtxm3F9eE68D14YZw43g8XgVvgnfBh+DZ+Fx8EX4P/ij+Av42fhj/mUAmaBGsCL6EeAKfUEAoIxwhnCfcJowQJohyRH2iEzGEyCUuJ24lHiS2E28Rh4kTJHkSk+RCiiSlkdaRykmNpMukx6T3ZDJZh+xIDiPzyGvJ5eTj5KvkQfIXigLFmOJFWUgRUbZQDlM6KA8o76lUqgHVnRpPzaVuodZTL1GfUj/L0GTMZFgyXJk1MpUyLTK3Zd7IEmX1ZT1kF8vmy5bJnpS9JftajihnIOclx5ZbLVcpd1puQG5cniZvKR8inym/Wf6I/DX5Fwp4BQMFHwWuQqHCAYVLCkM0hKZL86JxaOtpB2mXacOKOEWmIksxTbFE8Zhij+KYkoKSjVK00jKlSqVzSmI6Qjegs+gZ9K30E/R++tc5GnM85iTN2TSncc7tOZ+U1ZTdlZOUi5WblO8pf1VhqPiopKtsV2lVeaKKUTVWDVNdqrpP9bLqazVFNWc1jlqx2gm1h+qwurF6uPoK9QPqN9XHNTQ1/DQEGns0Lmm81qRrumumae7UPK85qkXTctXiae3UuqD1kqHE8GBkMMoZXYwxbXVtf22Rdo12j/aEDlMnSqdAp0nniS5J10E3WXenbqfumJ6WXrDeSr0GvYf6RH0H/VT93frd+p8MmAYxBhsMWg1eMJWZLGY+s4H52JBq6GaYbVhreNcIZ+RglG6016jXGDa2NU41rjS+ZQKb2JnwTPaa9M3FznWcy59bO3fAlGLqYZpn2mA6aEY3CzIrMGs1e2OuZx5vvt282/yHha1FhsVBi0eWCpYBlgWW7ZbvrIytOFaVVnetqda+1mus26zf2pjYJNnss7lvS7MNtt1g22n73c7eTmjXaDdqr2efYF9lP+Cg6BDqsNnhqiPW0dNxjeNZxy9Odk65Tiec/nQ2dU53PuL8Yh5zXtK8g/OGXHRc2C41LmJXhmuC635XsZu2G9ut1u2Zu6471/2Q+4iHkUeax1GPN54WnkLPZs9PXk5eq7w6vBFvP+9i7x4fBZ8onwqfp746vim+Db5jfrZ+K/w6/LH+gf7b/QdYGiwOq541FmAfsCqgK5ASGBFYEfgsyDhIGNQeDAcHBO8Ifjxffz5/fmsICGGF7Ah5EsoMzQ49E4YLCw2rDHsebhm+Mrw7ghaxJOJIxMdIz8itkY+iDKNEUZ3RstELo+ujP8V4x5TGiGPNY1fF3ohTjePFtcXj46PjD8WPL/BZsGvB8ELbhUUL+xcxFy1bdG2x6uKMxeeWyC5hLzmZgE2ISTiS8I0dwq5ljyeyEqsSxzhenN2cV1x37k7uaJJLUmnSSLJLcmnyixSXlB0po6luqWWpr3levAre2zT/tOq0T+kh6YfTJRkxGU2ZhMyEzNN8BX46vytLM2tZVp/ARFAkEGc7Ze/KHhMGCg/lQDmLctpyFVFzc1NkKPpJNJjnmleZ93lp9NKTy+SX8ZfdXG68fNPykXzf/F9WYFZwVnSu1F65buXgKo9VNauh1YmrO9forilcM7zWb23dOtK69HW/FVgUlBZ8WB+zvr1Qo3Bt4dBPfj81FMkUCYsGNjhvqN6I2cjb2LPJetOeTT+KucXXSyxKykq+beZsvv6z5c/lP0u2JG/p2Wq3dd823Db+tv7tbtvrSuVL80uHdgTvaNnJ2Fm888OuJbuuldmUVe8m7RbtFpcHlbft0duzbc+3itSKe5WelU1V6lWbqj7t5e69vc99X2O1RnVJ9df9vP33a/xqWmoNassO4A7kHXh+MPpg9y8Ov9QfUj1Ucuj7Yf5hcV14XVe9fX39EfUjWxvgBlHD6NGFR3uPeR9razRtrGmiN5UcB8dFx1/+mvBr/4nAE50nHU42ntI/VdVMay5ugVqWt4y1praK2+La+k4HnO5sd25vPmN25vBZ7bOV55TObT1POl94XnIh/8J4h6Dj9cWUi0OdSzofXYq9dLcrrKvncuDlq1d8r1zq9ui+cNXl6tlrTtdOX3e43nrD7kbLTdubzb/Z/tbcY9fTcsv+VluvY29737y+87fdbl+8433nyl3W3Rv35t/r64/qvz+wcEB8n3v/xYOMB28f5j2ceLT2MfZx8RO5J2VP1Z/W/m70e5PYTnxu0Hvw5rOIZ4+GOEOv/sj549tw4XPq87IRrZH6F1Yvzo76jva+XPBy+JXg1cTror/J/63qjeGbU3+6/3lzLHZs+K3wreTd5vcq7w9/sPnQOR46/vRj5seJT8WfVT7XfXH40v015uvIxNJv+G/l342+t/8I/PFYkimRCNhC9pQVQNAGJycD8O4wANQ4AGi9qH+QmfbEU4KmffwUgf/E0755SqhzaUS7SSvk1QHAcbQZuAMgg15PWqJIdwBbW0vbP5STbG01nYuCOkvsZ4nkvQYA+HYAvgslkom9Esn3g2ixDwDoyJ724pPCoX8ojXhXjveCvnbzteBf9HcIWQN53PJn6wAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAxxpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPHRpZmY6T3JpZW50YXRpb24+MTwvdGlmZjpPcmllbnRhdGlvbj4KICAgICAgICAgPHRpZmY6WVJlc29sdXRpb24+MTQ0PC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+MTQ0PC90aWZmOlhSZXNvbHV0aW9uPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+MTQ2NjwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj4xMjg2PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+Cjw49+AAAEAASURBVHgB7N1nt3VLVf3tGzFnRBEz5pze+QH8YH4xfaE2mwlEQBEQOAIKCpgwx+e+FvzOv1zPndaoaeMcW43Was80qlcffYyqOVfYe7/lv5/ak2NHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBR4kyrwFW9S3of2UeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFbgqcN7pPIRwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAm1qB80b3mzp9h/xR4ChwFDgKHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8BR4ChwFDgKnDe6Tw0cBY4CR4GjwFHgKHAUOAocBY4CR4GjwFHgKHAUOAocBY4CR4GjwJtagfNG95s6fYf8UeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4Cpw3uk8NHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8CbWoHzRvebOn2H/FHgKHAUOAocBY4CR4GjwFHgKHAUOAocBY4CR4GjwFHgKHAUOAqcN7pPDRwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAm1qB80b3mzp9h/xR4ChwFDgKHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8BR4ChwFDgKnDe6Tw0cBY4CR4GjwFHgKHAUOAocBY4CR4GjwFHgKHAUOAocBY4CR4GjwJtagfNG95s6fYf8UeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4Cpw3uk8NHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8CbWoHzRvebOn2H/FHgKHAUOAocBY4CR4GjwFHgKHAUOAocBY4CR4GjwFHgKHAUOAqcN7pPDRwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAm1qB80b3mzp9h/xR4ChwFDgKHAWOAkeBo8BR4ChwFDgKHAWOAkeBo8BR4ChwFDgKnDe6Tw0cBY4CR4GjwFHgKHAUOAocBY4CR4GjwFHgKHAUOAocBY4CR4GjwJtagfNG95s6fYf8UeAocBQ4ChwFjgJHgaPAUeAocBQ4ChwFjgJHgaPAUeAocBQ4CnzllRL8y7/8y5O//du/ffIXf/EXT/7t3/7tydd//dc/eec73/nkbW9725P//u//fvLZz3721v7pn/7pyVvf+tbb0LY//MM//OTrvu7rnnzt137tkz//8z9/8vd///c3nK/4iq948lVf9VVPvuZrvubJj/7oj976wP3oRz/65J//+Z+f/Nd//detfeVXfuWTb//2b3/yHd/xHbcx/+7v/u7JX/3VX72Owe8///M/n3z/93//k2/6pm968i3f8i1PPve5zz3J7y1vecuNC47f/d3f/eSbv/mbb5xd/4d/+Icnn/zkJ5/gwg+Wcd7+9rff/P7yL//yxvk//uM/bjHC0N8Y3/u93/uEJjA+/vGPvy41Lny+8Ru/8cZJLNpHPvKR/+GD67d927fdNNTnH//xH5984hOfePKv//qvNz7OffVXf/WT7/me77mNR4fPf/7zN41pyNL1x3/8x2/H+H/gAx948u///u83vo71+4Zv+IYnP/ADP3DTGmfjfOELX7jFKyaxv+Md77jxEZsc0lD8LI1xibf+eHzqU5+6jQVDLuXhW7/1W2+YagVnY2bqQD6/67u+64b7N3/zN0/+7M/+7MmqMe2M8653vevmo/8HP/jB1/niw0dcP/iDP3jrq3b+5E/+5HUc+qlRcRkPvrjFZh9fjcY//dM/fdvHMf1oyOjH5yd+4idu9ercn/7pn97yZUz6qXN80sfYdKHhGtd3fud33rSRdzUhdhrByMQjdlrCUKd0ji8+xlGnxjWGxqdc6isHcsGqUbWFGz/a0edHfuRHXs/v+973vtc11g+GcaoJc7yYzBkNBs7GlBeccZGz5hXuv/ALv/D68Yc//OFb/HLhmjj0t1bAY6+99toNB2fGj485bH5++tOfvq0B1iT9sx/6oR+6YYjPeqNO+cSF3/d93/fdYlOL4lnXCuPQWN0YC7brxmvOhCVP9NMHzw996EO3uZfGeNIQVvPFesPg0guGuWDNUCv4mHetA8VtjVSHxjZf5NSagSuTU+uAmPh97GMfu13n5xrtrNdqz/XWErziwi/91DMutJN3PDTWWpsPDPrAwU9cYnZvEL86hyMuY8CRH9eto2mjdvTnQwu1Rx+81Yo5Y+5lxoFPZ3PcfFR7NNY/LtWNOqYXn8985jO3LSzjacaBh5d5iRfertFVfzUBQ37KAx6a+M1NGOpYXxr+9V//9etc1IaYxWUc1/ChX/rGRU2IjX64qOfygItrNIIpn8VdPK5XX/jScNWPRjgYR1zmbPcqGAy2XNFXTp0XF758xazRxxqJnz5//Md/fJsL3Ytcd79Sx+XFem3M9PM8gI91kr9rYjYen+Ja8+QafTwTrLXTnKIBXcxhGqYfLq0l4lSbMIxZ7LSTS37Gh2FeiS8+tDEPzBv1R2dxZenHxz1YP36eB/g6Vk/GspaIwXXPFPJFP5xpo7lXZX/0R3908+XP5EGt05h+sOXbGhBfWMZKQ/zkUvyNhYNcwrJWmJcwaO0aDFsxq0P7MOSBRmksLrmUCz5qXT7FncbGwMc9xDkxW0fxcoy3uSRfP/ZjP3bLoTyae8YRM5Mnc6+6EY/xaGNszVg0FpO+ciDf+Lge75/92Z+95cSxexVOfFgav+vpswneOKovsVfr+hmn5zNriTneOuA6Uw/qQqOfuO591J41G5Z12Dw3Vlxp7Lo1GTd5Kl9pKNfmOD883Ddee3p/DYPG5p3r1hPxyrVcuQa3PFi78BV3c5OG6cf3J3/yJ1+v1+q4uUd7+aSfPj33WkuYccQkbjkVd2soTq7x0WCYf/Ig32KjUVzgqQmxa3TDA28+GrOuabDpS7+0E6c1RH860heGZ8n6yzvt+ODNh4Zey6wa42kcvvDNFbVR/RnLHC8uWrpP4S02WMV7v5a0BtCldRTf1gHzBY413zhMHsxPnGC7bg0UXxqXb7lY9dNf/Ob/upaIB4b+xtHoor74qRV5NGdWH9fVlfHEws86kNHYWK3HfGhsPRYTgyemasd5c5yva4w2avCnfuqnXuf3h3/4h6+v6fxcp7P1jb9zcORVPI7F7p5ovvBVv2pQrbqu8fWsKe94y7c8yimrNjz30shxa0nzgd+aJ8dqlM40MgajHQzjGdu8snaps7i4zk/t0FNzD1lNHuhn3onXXFEPtBSzmsTHsya+zrvfwTIWM48096rmSPf61n664oIvPBytSWrDvgZfzulsDlpLxIUP3PRzv8PX+q7OXVcbXbe1PsLQT33S0FjMdRxcFzuTq16Pp3F1YTz41V/X9YOhybdcW8+tSXzSQj3gY27STS7NrdYBfsb6mZ/5mdfjpJ/rcl5c/Ky1cJyz3shZdQGDvvJOb3WHD30c46T1vECDnovVMXy4tu/60v3OWPQTWz6uw7GWyBUc4/CjsWtMLjVrsvN4tBYbR/2YT+X8WetoOMbiRxNjuX/SsvuDWlDn5iZ+5hXOclZcxqSxLauO7atrsVobxaTu8ZUrvJi40kYti7uYcdKHj+b5BhdNPeBivYgLvNZRcalPNVjtuI6La+rL+kBD96rmty1dus+YK5p5I8Y0dv9Rn/DoIR5zrzlniyc+1gP88RCb2hIXbcw5tdP4733ve2/7jjV6tCYZW66s161t8q0OGwemmNNQzGH3mlP86o5+/NJYvuCIXQ3RpfW22Gm91qh8wpFT47Du4/zEShv6xYMWOMg3TmLR3B8aRx3iAQsnccqDtQkmEyuNPScy96j79w/UML/79/e6n+HUOqrW+cPv/T24fPCiCT64yzkN1R9udKGjeyIMx689rQex482cc03MMBjd1Cm8TM7Nl/X9PVj66+eeis+Vdukb3QopgZBGlkhNZNdbiInGWnT4MD4SQTznJBFO120lkU+FZQyFk4/zfBQXvMw+X8ansXDVV3uWj5i6rmiMpT+DJ6bG54dz4zhefeyLpwKFAUurwMPlgw+M/MSEj/FoqGhg5mM/ffQRm7Za2tgy44gLBzgafHGFjfMadz4488v46MPgpTH/eDifua6/xSQzlvMZPD7OxdENevWBz0dMzsNQW/yY6/mEA5dPOK7rb/LCciyXq+XDL/1ox1zLXJOrFgE+uKyxp7Gtvhou6efYtfItpjAai7+x5MF1zVjFhI8x+Vi06+fmsvo4H47xHdOm2OA4RxecNPXnRlZMts6XK1zkHE7j2vKhC52ZmNY86RdOccFwPhz98HddXMxYfOKzatN6w6/47OfTegMDFz7h2McnLsZ4nsZw0lXtmFsZvGo0DnDtM9f1le/GFjcMx2LX+MDBB1+Ndd0+XPVXzstlOHxWnHR1Lhy8jNM62lhxh2E/beLR+WKw5SMuRj98nLv3EZPx7zXmh5vrcYSlZtNPP/t8Mv1WH8f5iM2+2qjvfb+wXGc4Nx4eYnIjF4/z1uN8bZtTxtWMpZ99Zpt+ttk6Dtx80rh+Kw5cc4p2mrkZV7j2xdz48cvHcT7r+GLSh/ExJpzG1kf8fFwPh3b0cR5G3G9AT3/QpqYPzuVi9TGnyoM55QGSP7PFtVx2fuWPJw4w4qjv6mO/XKUfLsXIX5x81nuVuZl+fNKmcRxbK+Az/FYffsajDaz42xqruGCs96Ku0zdt5FtbLQw4TJ6Mp39j4QbHPC8HrTlh4QkDHq6aOMLo+rqO4kub1Ud/fNNYXKt+aWzdgs+8IFjjSj++9jW50phjfMTU2OIxdse24haTVkz6rz760CUsfLV8+POBUR7wEB8eGR8YakcOYLgeDr58YBSHvsXYPp80Noa49A0n/e415pMZNxzn4dBCX5Z+K0Z97n1oU22LC3e+DKc0hpXGfOLLDwfXrV3OyzWsfBqbD3Ps+n3cckBjYxrLOHziY9+1uIibrT7i40Nj9iyN+RvLFkdNn1Ub+8axbXzrVj765GMMjZ983vus9Scm+vBNHzyqHThqC5+MH77lqpjWdZRv2hQXPzrHh49r4nLPY8bK3zFe+TjGF7c0cM71cuXYONYK51na8ClOWzhx4eMcLvp1/h6HD5z0cIwT/zCaC/m4V90bDH00GPrerwPphxMrD/yZPnzCanz8Vx98vAET1zXftOLPp3GelSc8+fT8x6fn2huZpz/gx8W+dq8fjnyMqYnJmy/Oxz8urpt3akZbjY/6g8WMo62WNuKCLQac7WdpDIsZL30cux4f18RtCyscPPGgsXOuy/nqY7+x4MJpPXHM6GUs6xZ/Zk6tr2X4FM/N4ekPuM4zW8fWmzD0tw7gVruPC5fiuQE9/ZHG3R/k4Fn6iT1OMNa408Y6ymizzhfnVm1cr6049vGp/vSTJ3HEOx980oMPDixt5JovwwVGx3z4i0eONCafYRqPz1p/cFg+9uGmTTHBiy8f4/Dhm8HOB17157rzsPBtrOLGR1/X8bG/+hjDeK4X17N8PFMYh483ndPGOfvpC1u714+PcWxdN97z7lWuG8e2e4NxNNzgqD/XvWm5rgN84tJY5dO19KqObdn9Mw7sVWPHjW+f5UPjruMt9nxwCMc1rTysfMTlQyb9nqdNcenH776OnVs1xnG9d9YPjuYYn9YS/s6lDR8Wp9vBl37wcT2N+cCxhaFVW/yMIy4fbPBhfMTtuq3rcul81vWe22gHy7hZPmLP4Dif8TcO3oyvnBvzKvufd6NNVOQtbD4584mSxUbgjxh/Ygs8cUy6R6wxJcXNTJIV1aMWjrhwURzimhguFgAYklhBPYKFj6JwE/Kg6dMXWPF8BAsPuVJ0+tceweCbxnBwmRptsj4N6viRrYWtibJOuFfFoAMMk1cN9unzq/Zf/YyfxvI9yVNzgT40ntQxTsZWN9WdNw+mZkGC1QPmJC45coOG5ea8LuiP8BJPtWOh9Qb+o5bGuFhc8ZkYHdSMJvfTXHVzSJv15vIIL/1po5blexKXscXiRm89l/OpFRe94/Jo7bSO4oTLVJtybn5ab6Y41grfZKCv+Tk147tXqZnJXEhHtdd+20c54SIuWD0gTbDguM+Iy9xUPxNTx75dQBt5e9Tijo81xxzfuVdZ+2Ax94fwH+GlvzUQlhf8E22MS1+5MrfU33R+6p/G+Ph2x6PWnJIvXO7fyHgEjy7mOPPGysTEhIs6lqdHjb6rxrTGZbKui0W+fRvOeuM+Na0b8eDCJmuFfsamjTadV3BoLC6cem6bxAVHHYtL/7CM8Sqmj/rT37eQ5Mnrhke55C8enGCqneb7q3KBo4/7L07m96NrFwxNP3mCpW4m8woXPKx/amb6IjKN3fPUjRfHU3PvxcO9gaX9I3jiUjfWC/l+VOPGkm84TFw762gah/3oVt3RBie5mnIxrpqhEY1tJ6YfLrDMSxpXm4/gVcP6yPukjvU1Pn3ENH3msh7DwGnn2QSf1i3701yZmzS27dkY3iMmJ+KKDy6T+wN91aB8w5g8m+ANB4a48PKbGBOD04cJ1ptpHeOAi/tVrxMfXXOaC+Y4XaY1DEdcvnHtWXTn9bg6bj5OtdHPGkofXHB7VBu5pbE5JV+0efS9Oxi4qD8aW4utFcXn+iMmDq8/YEy4NFYf7JpPMB+xuIuLvnT2fPIoTmPCMK/Y9P0/XOQqjSfrhPHFYL2RL2vxTh2bC3GyBk454XVvb3ka8Ozud4/09JhoHuT9OpRf93BTVFzdjCziGnGaRLaSpRC1JgksX3v3xnK/wmNIdC1U90ViQhjHTavJBusP/uAPbi/a4BAvH4nR8IkLbOJ2A4XDRwK8eW/y+vMK61j6GycZbRujSQFHcfYrGX7lwYLtJiJ2sWjiyuDEw3iMj1938SDvV0B+8Rd/8RabuPiKo7hsWbp2A4arMOHQtxcEfkWlScMHX7xXW+PGpXzSWIH7FQxxiV/TX6NPVr5dZ65p66/L+1UXY9EPl/Szz2zFq+HM8BGXX8mQL78WgZP646OPxmfFoY+xNOfF7ddQvLFncfOrdbDoh/uKEY7zWj74yKUafu3pr2S4IWpwqi99xS1P4dh2nT5isqDJlXkF4wef/nqTG0h5hUEfODgwWzgw7LsmVzTmy8JJvzQ2JsOFvsbpZu6cRdobIpqaUT/mOd94GGu18hQ/nOUJhhdMfjXHr9WIL5/mOMzOxcWWyRU+ft2HidevvRT7s7ThJ+Zi42MsGuMD26+/rz70S8O42FY39vGE5dfs1JhGY/VHPz7V6JpvGLjYwtDUnibnfkWeLvnpGxd48UkbxxptxKOGrcf09SuMapRvPo1JF+eNs9ZN+rznPe+5/YqjGsaHL95yDcM2LmmcT3w9cFhHafNzP/dzr48Fh084+jP9cZHPeOLj17f4i6n5jTc9tPt1FIaWDyw+tPHrZH4dSw3LOT8WF9vVygM/Gpvf/pyPuvPBo19rxZfJFZ8wHNOo+hSfOGo0tn6aV+s6mjZiT2NYcGiHSxjqzzXNC4vidswHhv34FU/apJ/5KV/yTRvz3HjP0zgecJixxG4N9KvP1nRvGMkXw6G12L5GD635ko9fP6Sx+5zW/YEvPmIy3mrFJX76u65G3//+99/yLE/i4scnDL5pDL9cwdZfUzO4MWuXurmPu+u2tCkuxziL3f3X+ufXdOnrxZfxGL/WQMc4hWEfRnPcCx3PJnLVFwz0YdZHWFoWjq3zcKw3v/d7v3fTBA9/lqT64lPsK866ltBPTHB6E0yeWkdx5lMu0tiWdpr9atQ92JjM8x99YDEYtImL7aqx6xouPS/9/M///G3tE5O46QffeOHATpv4GQeOuUBnNez5bb1XiRvePU6xw/VMov3mb/7m7f7i18XNc+MY81na6AfDdfHh27olLjFa06tRfsUkrmKwVeP87OtnPPOKn1jk3FjNFz7qIgyxuabJlXj1pYu4rDu4eOaKM/7G4cc/LNuelewbB471WB2bl/TpuUNfPrYMF/3u4/aspN5/7dd+7XZv8Oce5It26ScuGsUFHpx8cHXdM7a44HWvuq/R8m3rGgxbY8TZnwrAy/2hGjbe6oMDgxMGnRk+1lDNc471xhq41lY5h8mKhQ9MrbkJw4dY1mFrBb7qhg+NYdjPXOOjMXrg8hu/8Rs3Hu6d7nuuGxdfGPLO6Ox8GsPGV3NfcF6e5ds+HNrBwCfTjyZhOeYnLvcqa45f31ZXGizXy8OzYoLnvDnlucT8ZuvrM8d8Wkc7pou23qvg0MZzNm1pTOt441LscBjs5gs/cZvbXivamk9e5xnHeM0XfvCy+zw1jj+1oA9N3PPg0IbBwDltbHGAtdaO2OnredQzlzrGix+M1q64GM+1VRt5gmEtZfTRWgecW9dRXKqd9HFOTfBzD4bvmvuDusG9GsZL/4yv2nGOj1ybm+a4fr/0S79008U+H/qpZS0cMbm+6gdL/dGR9Wd8jFf9dS0uMGp4GsN6Y+2jjzpurTC2uONjP8PnXr/WY/F5hpRzPnwZLsYMB7540sY48k1jz9n6VzcwND4wbNMGtlzAycdY7uNiswb+8i//8i1PcsVH3GHFhy7NcdeNA8drGFp7PYRv+XadznxWLjDycR1W66h8eY3nPiNPuLDqGOaK5f6Y0cXrKnH1+s5cMBZLF9vV7rXBx3ie+a3n7g/lCfd0ude4mPikn3VUDJrayUfceNAto7Pr6bP6uDdYc2iDi8Z39QnH1niN5RhXNaxZv8TkGYfGzNj36ygeWnOKj1zKlflpjaBv66gxi3vVWL80Tht+Yu+Zf31dj3f55rfm2zXNWMbQfvVXf/XG03OSe96qDX1wznBRx/rj5Ho+nvm17lVqy1isXOnPcBLLqp/6W/9sC13cf/Fh+vIxXgYnLvb50EUu3B/Un3uV+17zT3/51DJ9jQOLhdH8FofnE7mEw2hM35WP/q7zw8V1fr/zO79z00DNeHbrteINaPPHF9lsgtQdeQs0wYhXMXRdYBV05+63rpc0i6NgO+ZL7HXhue/vWHHoo8gsZiZKD/L546pVRJ1ft3CMpz8uEnQvfpNi7bfu66Pxw0F8tvHjm8899opjHx/66k9fW32aKHxexif9FLD+8Oh5r/F6DPfecKbvszQ2BsNXe1HOXZMHecrwCcO2XHX9WVt80sakutcYjsbneea6uOW7BY6+a73xWY+fh6WuYOCRvqumcNLveRhiog8+FiU49zXyIm3DTT84LaJ0cD6Tp5fFlX4WdQsTLuLUl5Vvcb3IXNcXhjrE6z4vL5qXYcPBqdq5j+FVtOEDQ57wofm9xun3Ik7Grnaag3DWnFej8b/fpl/154Zlf40DV8fruXscx7ShKX098IrvPq6X5UkcYrelMQx8xJEV64u0gaGP/tZRfe65pPHzOKWNuOG4Odryd40ZQ7vHjuvqow9tuj+o/TWu+Kx97/dx0Y++cIy78perNf/3/R2v44inBkf/1WfFvl1Yfqwam+PaOjascrV0+x+7q37yzPCBU72tPv+j892BsXDCI23W9QWf9fiu++0wH1zS2P6qAz4vqj1A1Y5+1Uzbci6+YnwWF+fST9+MNtWfc2s+81m3YuKvVuB4WLQVwxpXsa991328jQ2Hr2P795reH68Y9vU1tr6tEzS+r52X6ZN2PazT6n5Nz+eew3qcfjQxxxmcVRv63WOvGOVbHDDcr8SHU0YvmCtu19YtHdwX1DGtYN6PvWq19l33jYNDz21w1rp5FW3wxyFtaA1ztWp0PXe/b9xqx7OSffxoz9LvRZzo57rxYXhxK6b7ensVjfnoZz2GC2fVFJ973PuYxK0PXxq3rqcZ/7R50XpBAxxoLOf6PKpx+ukLx7Etve415vMic129tY4+q/7gPi9X6kWD0T0TF3rSPePzIl3yw19fa4WGj7FpxlzXVuz62honvmnCV+7CsNVepA0cusoNHHPUVp/6hZPmK4/24YhHHI1Pq7X++NzP+fq35aNPrz2epTF8sT5PG1hicl3/5vf92C/qH590gIOb3OKXNo11j11/W/00GltDvQa5zze+q1Zr//Zh0Li1wnn7zq32KjjiaD7Zp8Xa71W04dNrM/NKfdzrkH4rv/t9PKqdxoXTPKr+xPo8g6FVf+U8DP3oB78xnodFB3Mchj4w7+NacZ+F0zpCk9bQe/5p8yIsPjioP7UD7x7HOe151nVYuMARE1yNpR+f55k8iMv4raP277V5mb7w9fHMhk9zPM1cj7P95xmu/IwXDj6tP/rx0V6kMQzxw6CHff5pU/29TBt+fMSjfmjc+Li8Cg4/OtDH+DjZX/k7f6+5fqvxMafWdVSfRzVOG/1wsW2ONd6K2bn7bfUFAyYMMaVp2tzX9oqz+tDYa2A4xl85wNeeZ2lTHfOjzbr+5fM8DOf56IMXPhqctf5dc7yeu8fsmljifr+m38d4j4FLtYaHZ0CaO3+lvfVXntpVgAgL2jeLCInwxASZ0PdF/qp4FjQmAQqD4FM+4UiiNk2CmOii0crxxMREF592KbZJXGKgiXjWifsoHzobn8ZxmeijT9rYTi2NxTXVOC4mnod5OBODo++OxjDWudDiMuUj1/S1hT0x/dTOTh3DwMF6QeOduMo5PlOcVWO8ppY2cq7BfdSaU+KBAVObmPqzVnjxv5Nza0435ykX/JsPYpvg0IamdIFh7Zni6KdexDXFwYW+ahifyVpxf6/CacqHxj1c2E5NXNWfmCZ13Nh40FgNTXKlj9qlMa2n87N5FcZUY3xoo+3MqeJSyzTG51GDQddyZX9icOSJxnI11VidqN80nnDRJ23SeVJ/8p02+MDUHjV9wilXEwz5pWvfZJzk27j4pDF9plZc8j6dC8YuLhrL00RjODSmD5zJ2mXc6o/GcHbng3xrE7vyXpXGnrOnuaIPXdN3qk1cfJNsh49c0VYNq+dJ3awaw8JtslbIL21ab+BMTAzW8h2Nw7AO94bRhIs+V2gMp9rZ0bi40nhaf3DkBxfrxXStMD6N3fPU8dTwUb/FNam/VRu1M8EoT+KiC30m2sAxvr50Uc/4Taz6o7HX0xOc5jhdxARjitPaBcv+ozi46NP9l9bTXNETBzU4Xf9gpLH6k/dHY4KRxjB25nh8xKN26DPho0/rKCw4U6MxLlNtjGv8apg+k5yncXNzp3a6V8GaakNjfc2FqcYwaFFMtlOTJ/c7OleDU6z7fpf+6RLgkllC7wd71eMwfDJJRAJMrW9pwpkUp3F9uqThZfJNzadlMMSjQLRHTX+6+OQDl7AexRFPn/zuaGNcXCr4qca0yaYTV38xiS1dJhqXJzi4TOtPrmCV6wkOjHIOZ0ebVeP0SfNHtnTR5LrYHunPtzxdoTGsbKLPlRrjEh4uk/qjSTnfecgsT/Iu39O1CxfrqHjKeXo/so0PvCkX4zU/q+GJxnDwaR2drlvyDaNcT+Y4LuyKe9U6F3a4wKHPVRrTZ8qnPMmzPMGa2v+1e9U6p+g7reMrNG7dUztytZOnK+5VYrpqHYUDj76TOk4b3wZrLuzkqth21tEwmleTOZUucr57rwrrCo3liM5fbo2vuFelC413Y4JBk2nOq+PuVTt8Wotxmcyp6lVMaQNLe9T0Fxujz7RuYMj5jsbmJT6tNztzvHW0fE+0oUmc5GmqMQyNXaFxPCa1U57wgTN9Q1gsa+2kj/OPGB442ZpTO3kKh8ZTbdJH/wmG2GFUx+KavgkWF9ude4z+eOC0s27BMK/K0zRX+FgDy9MUpzlOc5ymBmetvwkfMWnpI7aJhaE/Hjs43WfK14SP5zY8tB0ctVf9hfcoH/3pw+iyo4087WiMh5qJz079eaaAg8+Oxs/Sc1aFz0J6ek4CFIS/r6O4CPDltMS/isPVeBNeOLTQ2n+jcJrE8kbtQ1O1bBF4I+j7RtVph5caTuMv9zqxE8cbua/aba3Y1dhN+Y1iV8zJMHbigqGG3aD/r60V6XNFztN4iqkffdXwbh2LZ8rjCi3eyBg0Vs9XaPxGifONkms86FodT3lN+z0rHyvWuv8s31c5dwXGq4zzIh8cdjV+Ef659sX10+s7OtP7y533L/f4V9eEeKwV1mLt2PUKvBE1/r9Wx7LWPe/U8fU1HGLrxBvtue2NUs+9/kivyda9zj3v/2Idv1HytNbx1Zwu/dMl/k6ff+rhH0f5CrpPAiefRisof4/JP2YQ8OSTQP1MfHxscZl82gDHGxn+yYM38PsVp8nkEQ+N9MVn8kmMv5PmHwb4A/t0oe9E4/TtRcHkE23aaP5JiZzRV1yPagNDTDhp/XrSZEGSI7nqUyp8HjV/XF/75Cc/eeOCz8TUjbhaIP16yKMmPzTxT1PsT7kYFxd/9xme2pnUHxw1SOfyPNHYP/TwTxX8YxD169e3JmZxNK/ERO+JPtYHuojJB3V+lWdq5jd9bGk80QYHf8dLvsRTLT/KyT+kgeEfuZhj1uRy9qpYtKGxf6CBh3ViUjfGlx91jNdkHYWh+adl9InLhE85N8/Ny8m6BcPaZy2mK26T2iku9ypa4zLhA0fd0Vmb3Deri+53tNUmdUwftUwjc9z9YZIrXD74wQ/e5qg10K/APmppbM3BCR9cHp0Pxl3XUb/qOcGAYx5Yu8r1RGNrTeuN/pNnAVxgfOADH7jNK/r49cFHTe1aR+ULxmQuNGb/CNC6bn5O6gYH80G+cJnmGwfrjXzJ9eQ+Hhf/uBuGtWuCo47lyr2K1q2j6fbIFo51AiZtJhrrD8ea3P1uMh/gyJVm3ZisXTDk6vd///dvz0rmJp0f5ZPG8q1Nn03EofbkqhqeaNzrIc9M4mm9eCTXfGkDI5usFeWbxrRRf62l4b7q1j8nNC/EJ9+P5sk4NLbeWEfDmGhc7dHIfWryWhEfsYgLLzbR2Hzyz101645/ODY1+RYTXj0vTbDwoHHxTO5VraH4tAZOuNBWXGrR88BkrcDB6zvPte41/q/Y1NSfnMGkz0Qb/a3nuFi3Jhj4m0/pbB2baENT9eJZqTxN5qbnAc9+6vhTn/rU7Z9u4/gIlhjku39U7D6u/yMYxmRiovHOOoqLXJnj1gg8JrkqLs/81fBk3YLjNbT1S94nr/FoIy61p+2sozQ2D9LHfJjkytyGIT6tdQfXV7U09hoPJ6+lp7Xz7ne/+1aDct97m6/KIz8au2eq5Z79JrWDAxwxqZmJNjiZn+Y4XrRyf3jUYOCi9uRs8v5LY/rHmPiIyzyfxhXeur30G90E64FewTuemIlvQfKQaAJLwqNWkZssEoHPxODo62amQCdcjKufB14PC2IT48QUlkKAQ+spjr4wmjATLvqIy42DPnSa6KOP/rUdLuqlNyJ2tLGYyNe0bsSgbxrL+cTkW99wJvo2rnjSeDo3Yak/N0Tbqca0SWO1ODVxFJNanlgaiwnWjsYW/Ob5jjbq2NqF25SP8csVrSc4+sDxsIDTtG7gyDl9d9dRGOY4vElMakQ/2ojLDXoaFw7d5OVqavjI986aA8NaIdc4TQ2OubS7jtKUtj1owp2Y+qOLmHbWCuOrPfWzUzv616Z1g4s84SNn+ExMDZuX7g/2p6Z203iKQwuxWEdhTfMtBvWXxtN5RdPWUdymfNRcGotvYmIwF+RJ3qf3hjSmDaxpTGJorbhi/bN2iWnKB4c0nq5dtMGBLjCmGouBNmrYGjiJSR8NhjmuFvGbmDjwofF0/cNFX1xoQ++JwVHLcoXTdG4aW57UMSy4E9NPf9rQeMrHnGy92dEGhzSe5qp8qx28dkxM1mMaTeuPxnJtLohpOq/cV9J4qg0t5Fjt0GdnrRATXbQd07+4drRxz1M7MKbzYV1Hp7VDXzjmFH2nXPST8+7lUxx1K9/eZ7A/xTE3W0enc1ydiIk2ttN8i0EscNTxTlxiwkWbaqOfOqbxzr1K7Zjb6TOZV7jIj7mA03StSGM41kAaT422dMZlR2Nzkjbim96r8Gi92dFG7aax+CYGQ45672SCUR84mvh2chXeup3/QZ8V5Uv7CqBFcmfi6ktAAe98KwgtheUbGdOigtHknd44YDDFLSax7UyWtNnBERMuPpXs06Uvsnz8J118+rKj8XTC3rNdNZ5OFnFY7HGaYuClL4196jb9hog6kWcL0RQjjXbjCSc+dJrqs2q8UzfGr3amXFaNJ5+wpottdSPvUz76wTGvpusELnDKle3EjA/HAy9OUz76yXMPDBMu9YGBC7wdPjDERZspTrmynWLUT834Nk9xTb4JIaYdLml8xToKSyy7tSMec1xs0zouLhrTG6+p4VLOphj6iQcfMYlxYuJYczXB0OcKjWGIxfycxhP/8h23zj+yTRvr6A6fcORKziZWzYUxrR/90ninhsUAR5t8kycN6EoTGu/wgaOO1c7kW4j40AZOGk9znsZqEFbYk/U4DNpMcy4OeUrjKQ4OabOTK+O3Fk+50BQXsU10vSXlSz9a/3Y0Fo9csR1t0hin6euq9IUxXW++JM1tPtHXa5CdXKk/+drRGEYa25+aOJqX09pZNZ6uE/Ffa2eKRY/qeCdPxofTM3IcH9kaH471Zrf+ynl5f4RHvviIR9vVRjyto+E/sjW+mGDYTvnop3k29sw/xcEdD/Nb27Hqzxyf1rF+V+gD56p7VfeZHY3Vjf479wa5WetvygdG84nWU0tj38LeuVe13ux+AxuOJr5p/T1Pi0vf6G6QaQLr33Z6E6u/rckPZwer/rsLCT47PPS/yorpCj4tsjtYO31XTYprPffl3I/Pbny7/WkQlyv0uILPVTyu5LKLlcY7OGFcsd5coTGMK7iIq7Vih1f67Ghs/Pjs4MRlJ576htW281+O7ZUc5BzeG8Gqvx0+O33vNbgKC85VWPccHz2+gsuKMY1Lv6vyHZ8pl0c1fJl/fF7m97Lruzj1v2KOp23bl3H/375ebDvjwLhKGzi7doW26dJ2yqn+u5yuwAljGkv9rsIJb3ebtm138K7E2MHSd207MV3Vt3jaTnF3+xs3baYcwrhi3drhsPa9gku67GLB2cUotqtwwtvZrnHZn9hVGht7yuGed5zuzz96fBXObs5XHjsarTiParH6h7PDZcX739i/9I1u34b0bQx/33Hn74ERTDHAs90x34K9orBw2f22Zxg7fGD4BOYd73jH7ZPA6bd8aZw2bwSNd7WtRsRSXNOJp4b97UGflu182ymNxbajsb7VTnFOtjCmmqzjwSimKZ5PEGnsE7zpN7jihAtr2/lHttXNDobxypUanGoTznRuF7dPWK0Vb3/722+/GTPho4+GC20mGPHRN306N9ni4RPfHS7GLedwplgw6LyrDT5XaIyPWHY/bC5P4eE3MVzEBWdq9H3b2952+80s337ZMXnajQnGrr5iwCNtduoPHzhTDFz0T+Pp39kzvpjSGO7UYOx+qyM+YtuxFWdax+Jxz/Pc5r63wwmHKY9VBxjqeKdu4MHZiQfGFRrjYa2gsd/itD+xuMCTtx3TX9vRWF+Nxrs4MMQ1xYkLbXf56E8bfHZM/7hM41pzPcUohuKa4ujf6w/bHav2rtIYzjSu/w2Np3HRhbbuMfTeMVjajqXNLhe5gQVnqk35hdH+JDZ9PUv0ftAUSz/67vIRQ9pMucDQNy5X4IhtB2f9/yM7ONXgDsa9Po4nhkM1vMMnnF2Nu99dMc93a6c80XVHG/3TeGetiM+uNv73kvfcrMu7WGJbbW+FX5Ge7iPnTSuEFcaueBXX3TAPHYaxUxD6ig3WjimqHV2MDcMLJi9KaT0tCLmBVaHvxHWFxnhcYfQopmnO6evm4UXgTs7TGKfduSCmaa7TFUZvHky1gZXGMKY4PkCgsV8FovfUjF/ttH0UC8aaq0f7r/5pg8tUG/3gqL0pBk44WCOsFTtvEOIgXzv1B0PDaWdOFZdtmPYfNX3lfOcDWWPShMZi2tEHVhi4TQ0H69buG7HliUY7fFaNpzi4+Acw1gta7xiN4U25GFv/9N3BkSt8djTWFw5OO/WnL429MJ2uFbTABxdtx/DZ1RgfODTeydMak/2J6YeHtZjGU33SGFb38gkffdIYt6k+K5+pNrjAoYm48JqY8fWlsRdLU42NDSs+Ey71CUN8V2k8xRFT+u7kSl/r8O69kza19Jpsr5jjMHBhu9qk8bSO9bNGmN+79zsxNbemdZMm4qLNFEffKzQuHlhTjXGhsXvMFONWLE9/6F9cO9rAofEUozzhsqNNONVxcT66FYf69aGjtWLHxIPPjuEj71doDGNnLpTj3ddV9FDH8MKcarTW3xRLvzS2nRqc6m8Hx/hwmp9TPt6jWPWZ4lyBQY/i2dEmjWFNcWA0N+M01cY64Y1u9UynK+0tTxf62X8BuZLFHRZKmjfBJGAnaN8Y1R+OpEwsLh48dhbs/p5OXKZ8JjHc9xFL+uIxLXS4NC5P05jSBt7OhBGT2OQclykfPHZN3YgrfScaXzkXVo3TZxIjfbU3Qh03N4tjUjtpLCY2wWh89RcenEn96Y8LrN2HsnhNt7gwfzfrqnUUprimpo5hTPU17qpxOJNcyRE+YUzmeDpcsY7ik8nX1OCowdaJiTY01uizWzvTOO77qWOxFNf99Vc5XtdReZ/aFRrLUbWcxlM+u/3K95XrKE7TXKULnXfW0VXjnnN2tdrpj88VGheX+VB7lNdVGoeD0xtJY7zeCPcqPLrPTO8xtDUX9Ncma7r6wKV1tPveo3XDP4zW4wmGPmJqjjuexKW/uFj63A4e/FGe0tf2y2mrxnGa8Kl2ut9NNIahsSs0xmG3diZa3PdZa2d6r6KL2rHdmVNhwKExPo9a80Dt6D/BeHTMF/njk8a72sC6Yh0Noxp8Ef/nXcOFxuVpMqeehz05LyZ1s/OsJKYrNA6jNct2YuHou1M7XpuV6+kcx0Edaz1TTHIuRxqjy642OxrTFxdb1v3hdvAG+jF/lfaMIApa4BXDJJH1CeMZQ73yqTDCfOWOi6O+FcNy+uHdChLelI9JYkHyTwx8w01hifFRM379plwa8wqN0ybM6bY87WjsD/3TWPPpUovShNOuxuUmnAmH+qwah9u1R7b6pvMj/VZfNw76utH71H/6re64rNiP7qfFqs+jGPnDaNHv3KNbfLTdnFfD/okLfelcrK/Kib94rpjjsK7U59FY1pjj4pz9HawVd2f/Co2vqOE02eWTpnDw6vhRjawR/vlP97qdb7nFY8oF96s0voJLcZSrR7XN33OF/3gOR5t8qzsuV+gDK7y2cX3VbRi72oTT9lXHX/08E9P4C1/4wuv3O7wmhscbSeMruNCh+TDRRJ9ecP3d3/3d6/e7L7fGYnL/lLOp1feKOt7FmMbwrH7lpvie5fMq5/Tfjas8GW+Xzy4X60SvQWB5nTe1VeOduNJ4Rx8YrRVfbi7WCs/FtMZl50/E6L8TT5qGs4vVOjrF0W995p/WHgx17PmN3n7Tf8JJn7VN+TT27vyEE0aYE05X4az/mPXL/WycHukz0aU+V2Dgc8WaE6fdbTmHk1aPYl4V05VczPVd8/qjdadv0O9i1v9/5Y3uPqWaJhI5fXf6F2CLfsfT7RV8mnBTDvq5Ybh5/O3f/u3tDViYFoRH7Yp4GvOKuK7AwOeKuOhb8yb39I3uK7hcFROcN5LG3ujuP2njNX2j+6q43oi5sujjNTVvdKtjL/z9WtD0IQgHOdrhUgxX6HxlHV8VV/HtbK+I64ocieEKLnCuqB117A1Ca4TfqJrW8VVxXanNbr6umE906U1Y+mqTN7rhXMXnKo3h7D6El6O24nzUPLepY89t/mZpH9o8isP/Ko134ll5w6HzDl592674r7ovz+qYxv2N7smzsfHw2OES5ytxrtD4ipiKbXd71Ry/QuMrMOhxBY4a9uaVZzevPXbe6P6/qDGdd+OyHtO436LbeaN7l0t1s27tT6z53XaCoY/+u3FZj9WwLym493mje2q7XBq3uHb0uQIjPrtx0djraIaXZ+RpbPpN+xZPPMS1g3UVF3x2NV5j293HRc7+L2lzVa58ede67PWH+9702e1ZOXrrrzy1Z12YnPv7v//7J5/85Cef/O7v/u7t7+R5mJ+8SWjiemH72muv3T4N9NA6MaK9733vu2HgMeGiKN0Q//zP//zW/KObqX3iE5948pd/+Ze3iSeJk0S6acD47d/+7ZvGXvRP3iT05tef/dmf3W5EHqymL2xp8YEPfOCmkQKV80cnMY1x8QJF87dCH8UoJ3/xF3/x5FOf+tTrPPB51PSH89GPfvT2onR6gzZxP/7xj99uRB6ofDv8UfOgYF6pHbmnzdRg/M3f/M1NYw920xvAX//1X9/0qf9E48985jO3+fSnf/qnN12+7du+bRQWXa056sYngpNc+WCOxuY4HH/jc2qf/exnn9BHfF6gTNYc683nPve5W/3RZbJO4C8WfN773vfe5sM73/nOh8MyN+kDw5wU02Ru9sLC3Pr0pz99+4dhD5P5UgfzUlzmkxqsDh/Bw4c+f/RHf/T6myKTuNSM+x2dtJ0Xpe5V5vt0HRXT5z//+dtv+5gLOy/eWgPVHn0nc5we1sD3v//9r3+LdaKx+fSe97znpo0Y/XPVqX3wgx98/Vu1YpvwWe9Vnk0m9Ye/+zis1oi2j8SmhluPxTO9j3veUse9+J8857SOqh3r6c46CkNc4pv+zT73y7/6q7968rGPfexWM9N1VCxpPJ3jdPXM9eu//uu3+T394NEbBnCsoe4RO3NBTNYJ1jx/pPb4iguO+7h776SG4VgnrF3um+7pk2d+a6fXDr/6q796m9eelSYv/Ls3mJ90/o7v+A4UR2Z+e5a0FltrJmuFmOT8wx/+8G0uTJ73kVfH8sTEOMGRGzlXx+YmjeV8so5+6EMfutUfvOlzhVjo6zm7Z7/JPPc8oYlJ/4k2uFhz5MlrKmvFBEeevPYVE7zv/d7vBT0yz0piUkPuDZP6M7C5qZb7kHnyPGCdMKfwYWHdDh744T6jjq0Z5vzkOYeu7gteE+H1rne96wEG/9PVGkEfccn3ZA00v/HAx5ya6IuV9RwXnOg00cYcVy9//Md/fJvXEwxc3Ku8NqOz2vmJn/gJpx82a5U6FtO3f/u33/pP1hsxydFHPvKR23ozmZsG9xra2qX/zrOx9aFnfmvXJCZ8xGMuaJ4Hpjhey8hT997JOmo+qkFr4M4XJsQiLrmf3qvoq3nmN788j061+a3f+q3bs4nYfFFhoo1ceb5Ry82pCY757blWLYtnuo7KlTq2TtB4ggPDfRMf9y3aTO3d73737V5unsKZzs9njf/4u4DPQlnOucETzqJt6wHGxGnhJoaFlLCZpPcuvoceL7r42UqkG7TF3z581yyiFbJi8WKIMMZxzY2s5rrxPLC6CWk4aHzgZHBwgZWPwjImbm7U+CgKOM6ZlMUDy/UmuWM6mGiawhAHjrQxnr4azVhxxYOPc/oobuO5ZtLZitnWoqtIcDImE7vrawFaqNOXH0788LE1luv3eSpuY+FiLPrhIy/MG3O002DDcB2muHFUDzAc4wqHNpkY6Ws8hp9Ye3h0rjzCgu1ab+LyFbNrtHMTSWM+/Gv8jKPx0Rff8uRYn16064er+ItZTNq6APJRvxoNxGMsGuMOB7bYjcucq/74w6eP8cOxqKwvLuhPZ370ZMaBk37GSOPGcl1rwYUh56vGcDTjpZe5UGzGo21+NKEb/YzjuiZe2th33nUNJ+fsi2t9iEljmIyf2lwfAmkifr7MdfGIW/3RBB8tg4MLznLGRxMXPOcs2nBgwMRTDo2lP+NnHPl0ruty1Zj26doLMNqq7TTWT5615hR/WqgN49mXp+qGfvjgTBsYWvVn61h/jbZixUlcHoTycQ1v1/QRq3FaS3CJh/HEw9Kv9Q8GThks+jVHXTOG/nIFFxdxNS+cg2M8tQYDDzngRzPX5UgTOwzawuDjHD9jwMjgpLPrxlLrWrmHrbZooC8ezqWx83QUe+PIZfmGFe/mhD7hGDMTUzUKCwdtrS9zgX64p418FRd9yhW/fNQxH804jeVYHvBpDXCu2ktjfOin4SMGuhhL01cTd+OIC4dicgyHJs3R/HtjLozw9Elj42XVjHjlAyeYxuIvn3RRX/gwW2t/+vEROz/x89XXmk4fGtznyXh8xOw6Mzactb6Mgwv9jItjtZA+xsDFnHBOzO716se43rA0jhzCY9WxrT7mLAza4OY8HeiDl/pRK3zXDw2Nw9eYLBzjiI/hq6UxLNjiNiZM2jkPhx+jHwyY4nBdTLDMFWuXuYCXPnjSnkYZv/RzznU4NFZDjLYa/Vg1mjbOwcHF/Gwu3K+j1TA/feNjHz8NTvd6uHTARUx4FS8fcTPXjBlfOPxoLHZmLBo5FqO8VMN86QtDfenPbOW72FzDQb3Akhcx0kWu+MPWjBcOnmoQH+eMY7xqwz7dYGite2LP9GstEYNY4VhvcDGefWNXW/jhizdfGLX0w804mtrhr8ZoE19juZ6+OOnXPYZ+8PHgh59j8YmHfhoeYjNGho+60Eetpx+NxcTffaYa5Q8n/eGIE4b+xlNPuK51I0/igaPx0cSsfwbDdTh0ML45Lkf44OVc9xh8nMfbeQZDM15GC9rgTTt8bY0DQ3+60I0553rrtWNcxY5LW3HZh2M8sYid77rmrDWKr7Hw0XeNGQ4MfFwPwzn1J0+4O984xoLZM4XrWhrLQzhiUwvWE3jOm780ri7Uk/PrfUhtO6fhAgMXcdHJOTzoq9FLbEw+xYgvns7zZ7bVMT5yqInfNfkwtnzDYPTP73bi6Q99aacxY/ATW1yKmzZh08Z+rXkgl8WrdvjJBy6u8YO7xsTfOfoZy5rCnMeDPjCY8Zy3DujD5KCcOaarmOkDTx84NIRDI/v0Fb+WNq7BreECw7E+ckSjYrxfR9WC680pfPSnL/2Ya3DElR8ONKGRWOynsT7Gx1eDJ7/6mtfGxA0XY8CoFsUlJpjF9Kz5iQ+NYNGLfmKHw+jWmHCcX9cSMfPBQ5MTfmHg7DzOfF1jttUoTONreNPYOfNTXOYe/zDiCod+zfF4iife3n9p7soFHxrzyWDD4Cd+mtFuXUfVsfHN8bQRFz/nYdQ8i9OSNRf4ypl4YOAiH/hUgysfucSFfuKlncbXOOKicT7xME7Gz1ygEc54anyMrdHJdXyKW03E3zZd1CDtcKafOsan+hPb6gM7HJxwbe1yHme1bjw49vGkj+sa3du3pYdcwREfzuU7begEp7jxFbPYYWRpjJdr+OCiGYfGatR4abViGD8M/sYPx3jO8ZF3GuKMl/rma7zmJ19N7K0xaofGsGgchq045ILGtgy2WGAw2DSFISaGj75qJy2Mw9exlnbyad85GqeNYxobiza2ODiHq+vG0azXMOzj6rp5JXbn5bcaxY8ucIrJOWOoT7XFyhOdXBMv7a60S9EIQmCFKJGCVDiCQtx1okhWiSDYd3/3d79eYISTSP3t81OUxLMlmAWzxREm7O/8zu+8CU1sPsaRcMls8VFQmkQSV7JhwWC2cEqUBInBJ4n24fjUy8In4XDg+5TGmPprHg7FLZGO9YUhLhMH98bDR4z6+2ZCGJKOhwKmn2M4YlJgzuHvPAza0AHffIzBzwKheGgNn7YwWpRMAH35wYEJA/6ap+JWjPjqH5aY5AtO+omVPsVlfH350M4xvnQxXoaPuNMPtjzJGW5i4GMcOjuWGxrjTKcWKAubph/Oa66cM4Z8FZOJirOx8INHE3wcMwud68Zxrnhw4cvg6EsjNZm2+Rpb3Op0rR3fpMNX3pynaXOJZmJ1DU76ySX9HBvfdTi2ztHPdc24TH8x0ZGJ515jdUUftWPTYk4pAABAAElEQVRctUBjnDQaM3kQoxzg4oaCu7GdN4aYqi1x05h+ztmH6w0afTT6uY57OHKED0wGh77VjvOuq1O+OPLRwrUVl62x1Z88qQv8nWPf8z3fcxsHJhxxyUM49DNOfOiHMx84tJIvGqkL5jyNnaOPsdSePODrvLFwEbtm7tAfDw0uLmow/XDSXx6aV2kjNlzpSGNY+bjW/IOhRn3r2ziO4YtJjfJTA7b6i9s2bfjpw2x9C0ne+RgbZ7HAVIP2rbW4afRTB9ZX48Bo7spXc0E/OadDOvPLB34YuMBy3XotPjhioIWtpl71w1dOYNOPPs7jYi5pcgXDeVxoIz5b5+RQzPjQEYbYxcbgqwcfusbHWPTjQweaGguGvKYNzuJhOMkVLOPVb72f6YuvXNG8uMXnGBZdYBjL+eLCWSyOnedLH/3Ej0vnu2Y+4ML0w6UaE59+vQkLx3U5dB4GPcSND534mE/y7ViMYqCXmqGvvuY/n2IyvvlrPtDAGOIxr2xpJ2flwphrnlwv52oUL2ZscRgPX0ZbGtPPueZZ2uBkztEOHz6u0U++YeKnRsWSj311KWZ9xOpa2sCIi3rhz/jLaUY/eTQGnGqzdcs5tauJmW8a94wjBvpYc4yTPmKiLx3pysd4OLSGGK9c5cMPBsPDGmjrnL7FVUzGsJ82YmkdTWf9m58wxEBj8TiW+9YA3GCoI3HbF4Pzci1fjmnDp/rCwXj8+aQDDDnQnNMXjtZ8wEeNOqdG6CRux8ZVC/Qxnv5hu16u4NOuexX9aOv5mUZwYPOhTxh81Kh88aEJjeVTLK7zFS8N6WUs36p3ntnSz1ZMtBCTGuVr3NZRfMVAKzHRj09x4aCOjeucmGmDEz5xMqdct5bQyxg4ajiIW03A4xOGGMSoD874GEt/fJxf4/qu7/quGw5MOHxoLEa1b53vmcJYcnW//vW6wdjiNlb3KvHgDM8WH/t0dq9ixSWenkfh0FgubdunpXxXF9UNXkyeW2/EKQYY/NSGGI0Dgy5igq0ebPWhu2v0s8/k0Rhh8KODWK1fzU9xrfrAsR6rZYZHcwq2Jtcw6IcvzBXDuWpYbLSRYxrjRBMa4st3vZ+VyzSmW88ecGhjDtMlkx9zXB/Gxzm5hI8nvrDSWP2qwfThQ1uNBvq3nsCIT3VMHzHhobluPGO7BsNY5dGWOYeLe6sx9aOHfvgYCwc640A/Psa619i8dN1WP/40hldt6CsXMGGIaV1H1RX9WyPh0IZPnPVTJ6214uAjbteMIV5cxG4sODA0cYknH3z4wde6Xn3BgUGrariaUQN0UKOto2JtXUpj2qovsTFcady65Rw+8OhHOz7r8yg+PSfxlV984dBDHzzporbKWVz4FJP1ap2feBQ7HDrSzLzUR+x0Eb/mHM3WtUTc5qbx+OhvLvITP858jMMvXNiuGQt/2hrLXKCHczQ275oXtDGOdcc4TB6rQfxxoF847kmenVsr+ODnPMNDcx03nGiB73qvorfx1QV/xqe49a2tz6zWkvRbtZULBtP9hUZqWIPzfd/3fbex0o82radqQCsPfMRkHJzjB8daQUvNWMbRihv/tBE3DPMX1/jQT57Ul3HlisZ8W7vdg1g+xoAjl41FO1xxgc9H7HJFy9ai1lE+asC2Bl++zSm4OMuN/nDowKeaoYG4u38UE67f//3ff8ORC3HQWL7g4FguxM6n+YJL19Y84aDBERuM8qROccIHZ7pr6lEc4sFb7DTjQz84aZkucHAQV89Q+JhzNJZPBoc2+MgZ0w82Ph3DaO67DsdYtvg6Rz/raBqrPWPJBW1gGkc++eun3a8l+vPBTS3oawuP0c848igmhgu+9HHONZztO2e+wbjSrkX7EjPCSLQEEQ5pyWfdJASlOS8BiojZFyzRFZVj4vLT+DWRw3CuJMJwDMPYilkhweCTgBLCpwKBxfArSXz0hSMmrQS5ho/rEudaGLiHAZMvHwlluBhbX6aAcHbTKiZbfDXj8IGJnwmhkIvLVn9+/OGvccbVWHzoh6/JEibOMPJxzDc+9o0dLl/jwjJpjGtfXMXOx/k0hqH/yie+9TE+vdNGH9dgqwe8mX6rj7FoTBeTDv8a/zRecyU22HBcx804FiwLpbFcwwePrFoSKzO2vrb5VTMmunj5Omef8XPOGBoujMb5wMPPOXGJGf9ywN+5+jpOL+fjAsPYtvmKE24+xrzXmD+ccPnKpa2FkL6uxwdfx3zkgJ+2cnG89lPLxhGXHGQ0dr4cp7GxYDA4tLPYMj6rxvrDyd+2PDcWbvLAzw3IefydzwcOrXrgCQe3sPEyNi5qR606XsfHb9VY3zXfMIxbHznn71h++Gt81vw5py98+4w21pseOF2n8eoT/+JsfMdwjJnG5gSuMIzPl9mvhh03vvPGYvSjMc58aWN/9Wlsa2BmvDX/cPTzQGacNIDD8Ma59cY59W5sPvrgZF9fJuf01eILx9j8bRlcjfHDhRbqlx9MGPi7lqbxry9ffDqGlTbuVXDUjW0+abPGhQfs8sBXH/kSs4aPc8y4cV7XG/75rPq11sJY8wAHZ1zCMRYMDYZjfMTBxwOTGI2V8ZMD60g4YsHRGIyP8VvT4bsOp7hxcaxPcevL1zVm69h46lhf+zjBY8/Kk2v6xYePnHtwayz86gtH3HyKyTnj5ANLXHyskWLDv9ZYOKePsZyH0XUY9O0+FQ7cfIzNh8bGgpMWacPX2PrjDDeNqz8+YiguuPzoaMtcN4b1xjiu8YcRH/yNsY5trDWu6obuYVeDxoFV/orLeTjxdR2m2M1vtQwDx8a2Vde4rveqlS9c2vS8RWt9xIVbcTlnTJyZa3Cc42MM13Cis/NwcY6P6/yKWb9wOsdfDGJJZ1ycj4t9fO7vVc7lY3wYaWNsuPoy3HFtLa4fjDTGWz84eNNGTHxciz8fdVyOO5+P8fSRIzG5zheuuB3jJZewmPEa35bx0a9a5n+vcdrcx6UfTZj40tj9Ey9r3RoXHuv6p58+aVPexA1DzeMDoxjyWdd0ceHCJ53spzEsMcE1Fh/GB375S4uu27oOn8YwNGPRD5cVg7+W/rdBnv7AY8WkGdxi65rzrRXlCqdwaeW6N7iMz79cGYuf+FYM5+mHM8NNP1qYU+rPfnHlA8d5OWD44KLBYMbR3zXNOGJlxQTDOtE6ClccYfAztuue+V2D4xyeTKzO4dJYzt/XH2y+fOAb27m48HctXBhwxcT42RdX9yr9xYRXZox7jWGnMRw+atS+uZC+xY2DsfFpHXWuGjYWXzViHaUzLDjGds0xw08/63qx44IDqx/9PAMaR1ywbFnarH2M0XE+dNDHWAwXYxeXfXw6NjZ//eLrWL9eN+CMCz2YvnysN651zvX42OKsH39znFbGds1YtmHi61zn4wJbP9o0H3DFLxw+8a9W8NOMDUvcxjIOjfnLPx84TF98M/30d96WweFjiw88XMSaD0xjrfo45sOqI+OrnXUtjn8+92s63vDTCSZ9mBo0Dn6rNrjyga3f2vTDu7WENnKkFRN/Yzpny+TdedjplzZy5dnYsRiNKx5mP20cwzA+3/TjA2Plm+b68MONNvyqQbj6MJzsG1+OaEwDPsbKx778FY/zzqVx3IxvLHVsbDgsLcOAo+lfTfLBx/iumVf6a7DKlT7G4c/4Mj7pF664Wivsh4Nvcywu8MRUnvgyxz5IsaWVGOqrD6zipCHjl8au69s9hDb2q50wcBZ74zrGpzhhGFuOug/RTp+Mr+Oui40m+OHB+NAPV+9XwNBW/YzlXLWjX3HEB6Zc0xcn4+An7nxgFlN50i9t+NnX79NPPwQxz80J/MR/lX1xVl2ERgiJkcSKAeEENgzxiFjQAtXnvkBhSIRiCIMvLMf6hNG4cPMxDtOf0PAIyofZwliLxPmVC06OxSKhhIcjeeHAhOF6pk9JwgcOHxO3pN4nWwx8xFRc+vGHwYypn4dVhkcFoT8//s7ZMn3iejvx9AcM2q6LESz9G+s+T/ryKU/Gc4wrjfnT6Vn6pTFs/dIGJp4w6JrBWn2MKaYmLz/nVp/0M1GMg4s+OLLGLldpTBucu25sx3it+txAvoRDP1w0ZmwNRgan+oWHh3Plgq9j/dba4VdcruGBs7Hg2Bd7Y7ked2PbN0YYztk3Fo2NxYc28DJ9nqVx+eaHj1zDoB8uxRCHOBaT8/G1r4mRH+4wHcNirjO4eLvG+Gnp5xwM44gLH+Po13jwna9P4ztuHD76qBfnXMMlbsZJy/o4h4vxO9fY9fVwt9Zffe41Fp++XTcuLnjIudjUW5wbl3/1h0P6xAeuJjYGFzd++eAPt/Htr3E7xlef1lHc+LjGnqWN86sPfFz0lS/aiMs52AwePs5nMFZ8+657ISl2eOLjx+JULa04+RjPPhw6WEvtF2fa4AYvje2HD0NM+llvbDXj0sm14gqn8XGyn+b8+DB98RBXuXHeuI7v47r3KS41r6mbVT/XYXQdNoyVi30+4jIuLnDiTx+ccV1x9OOTfvryYR5cYIqN5eNYPbRW6KO5rsHnYx02pljwXevGeTWgH//sPi7H5QhXccFJn/s8GR9m2sDlS4vyYLx7bfjca0yXFQc2H/OgOoZTHbiexq4bxznYtl0XN40dyxet4KzmHIw0houLPplxYaUxvunBhy/9cIbjWCtXfFx3ja6uGYN/nPlUQ85l/DrvnGNc9HX/ZGKCn+H5rNrRl9nSzAub6kLu4ejLnBej47S5j8kxn8ZSh81R1zJ8xRTHcIyRiZEfsw/nXj9cigGG5jjOxoBBY33xphO8+PDHeTXXcMtHX1roqzZc06e8uA6TZqvxizNO+diXK/60im/jwoiTcxqf+LjmhZL+aVOu+BgTbvrCa/xw+MBpzRGL/Xv91jUCDjOm/oy/cWgMw5sidHKuuPg7V93ot+rHD4543F/gwKtO+PMxJp+VE1/4adRYjnHhX+0UO26up4+xtcw1ffDtftecck0zzqpx520z/B0bNx7igt3YfMW16sNfXFljlR/XVv2M4RwM2qSPfsXFJ/2so3xwWeNK45VL/GAVS3MBHhw6NFfj7Bz9yjlfHGFojI/+nk/EBkNcfBvLMV7h6OdccfG1j1/7cO1n5fte0/XYvn5iZ47TxjE+xrnXmF9c4px+5rh9fDOx3McU73zg0KIadGwfn9UcW480xg8fY9hncGisP41cX/Urr84z/TScwuCjj63aSYf66Gcfn7Rwzv5a54750MR5vBynD95h6++6c3xtGV6OzSdjOoYHJx+87zV2zvVigkWb9PM8QCM1EA4fOI3p2L4WDk30cewNLFziFg4f+/oxvhr++dg3Fk7WHNfT6dbp6Q/apFXnYOvL4mle96Hs/TrKhz+Oq8GJH040Nr797jX0cYwb42Pfltmv3U48/aEPjcW0rjfhGJN+xs9grHzsVws48Ye16letFVc89DUWM5ZjfBufnvoy51w3hvE0xj+N8zGO+wsrLn1Z4/AJw3kYruHG+NPHsWclcanjzPl7LvrDKT589DOOnPNXQ8UISx/nbFeLTz60EIsvt7hmH0f6GAc3+8WEg+vhNiYffZ3HLU4wmK2xbFvX9QkHrmv0s4aqvzQ2huuMf/XVMZyMH87Gt483f1pkzjuHR3EZW1y2jaUPH75iSuM4821u8tNPcz5z3TVxtY7CWjmLj/Usbx8XLeOvn7Fx7n7e9Su2/0/FC9Ai7M8maJKyBkQoSXqRlfiKTCIURUaM9bjz65aPcfT1iQV/beWi8DUCP89cF5NYbE1ev3a0mmRXEOv59sUMxzdsFLjFxKck+jjPFI/Wt3Dqu24rMnHAUBBidFwx8be/Hq8Y7SvMiir+qw6vkif99dFoLNf4i0l/RjNtnYhxaIurvPh1mqyJ3LHra+4639Z4xjG+iQezXwuuHx+c++S3vvfbJj6NPbCKj16r3R+v19qHg5MJXk7W2scn/epzv1UTtFNzuMO5r5Hyt2Lf46QfnBY/dQMzw9UbA88zfLVyDBOGfLf4wdDUwvOMr+uahwW1Q4f7uF4UT9j60aRFVDxrv3TP/1lbPvppYsKvX9vKPxw5fZ7RQfMQZKFWP/TUNzPGizROP3NB3vn3a44rRvp17llbPvjiIm/w7uPi8yKrbuB4sxKv+zy9ijZ8YNmKkTb362j6PY9TOVLv+tO5Xz+u/vK5x15jzAcXWPThv65R9HpRrsPQz3xyX8BFPZoTqz0vnnxgGSuNba1R9MCDvUwbPnSFJUc4dX9wjcFqrfjimf//TzrKkzqxjtJEvsufHml9XwcrmrGqHRjmOUyxFZPti+YCvHzkyLj403PVVMzrnF95tM+nfh6e6Sl3q8YrZv3ut+nnRWTrqHtBmhT3y7TBJx95w6X50Zh8XqSPMcVtTNzVoLqh8Wr39bhea18f8+l5GjfGizSS5+pULGuMjcNHe5GFQROcGI2dz16mTeuo57Z4mRf6ZfbvteraujWnxS/36hiXe01fhqM/HsVDR7ldY3oVbVo/4wOvOopz8+5FnOjTnOl5Sb/quBy8KFf00+SJH072ccycE+uL6oYvjWEZVx3zj5/rzr9oLuQjZr7mpnyZD+LCg72KNnxgqBdrhbl+f998Wa7oSAfNswmMXkOkcfrdY9+IfukH3jDkmCbiojG9VnsVjas3NWMf7prf+K649/tyUm789hG93ff0TWNb+t3X5YrVOioWvhqsFeNlfOiowWAwcElX51yXzxdx4Wc+01ZszBxv/3bi6Y+X1R/u+hnP84l9ca65wu1F89JY5iYMuVF/dLgf+2X1Byf91BduMMWJA3uVPFWrMOirb/vlCt+XxcRX7dAYL6bPfT+avcjg6ENXGosJr1Xj+7w9C09/84AvHDHc10g1+qz+nTM2Tc1xr+2Z42KsFl80x42tqWPrhHH5iy17lbrhS2NY+raO4rPaqtV6vn3cYdCZNnS516Z1Y12j698WjvqB4zUerHsd6Kfd10EYaWM8z4CadXS1fOj2PKMfDL7FT+/7WnF8f27FVH+0wFn94JJe+dF+zV3n160+mnqnjfjdb1YLJ77rtfbxKFe40Rv/5m319yJt0g+f5qe46mus9vk8z4zvOn1wpo/7b3Pa9fR7Hobzxur+1BvCcKs5Pmlj/3lWbeFiHRXnvcYvql+4xmzcNKGvGOFlOD+vhvnIh6bm2u+1q76MNi+LS1/zmW85FUM14jyj+4uMn34wrBO4r7Hqi9fL5oPrdIZnfsdvHfsed73WfnHDgoOT59Ir7S1Pi/v/fQ1qExmUArfwI0+AxH8EGk5YxKsYHsHI12SpuCZc4MTFVjKmRhsY+Ey1gWHB9yasYqXzRB+FpMUDp6ldoXFvVuKwLiKPcqKPuGhSbI9imGhi0iwCL1rgX4Rd3cRjojEMrVxNch3H6s/xjsbVzk4de6ijr1q2YHZDieurbtOYP50n+qwaw9nVJrxqEOYjVr7pjIu4JlYNu9HT90U345fhy5N4JvqGXa5sd9bR1oqpvvGhL6xu1p1/ZGtOwcDFfJjM8caTrzCmORdTtsPlinUUD7kWlzqe8ul+J09wrBdTw6V1YqrxVevoFRrLN421ameijRr2YRZ9tR6eH8GKRzUIZ2qrxtN5jg8uGi7TfF+hsXi0/gSUFxlTfYqJtlMMfeEwuky1Kedi29G4XNniMrnPpIs/pUdf68RUn7Dw2b1XwdjVBgaNu8/cEvfgDzGFMc05HsyaDGPn3tl9fJrvwheT2HY0Lt8wp+uNvvQRl7VYXJN7nv69BhFTbxbBf9Su0rjaaT6J7VFbNd65VzUX4jBZK9SMDy7pA+f+w4RHYoPVvJjWDm1g2O7UcRi24ppoUyzV8QSDfnDUsbUCVh9KPaJtvvrD21mL9dfka0fj5kK5rg7j+si2Z/6pxsby+i5zz5vyuWIdXTUW02T9Ewuc6k88UxxYPfO3djn3qKlhhkd5fxSD/6qx40murlxHdzWWp9YusezUsWdjWOa4Ot7Bou1q83c3V5Qv7SOpqLqBEGFi+ikIWLZTg+MTAsnEbWr6wlDs05iMLR4YYtrBgaWoJpNEXyambkC7GsMR247G9K19keHsJ4zqZkfj9P1yaywG+UnjmSpf7EWXNN7RRp7L9w4OVum8E1cx2U6NxmLSdqz6k6+pNq031q4pRjGs+k6w9MEHl511Kxz67mgDJwy8JjHRRj/x7MQFQ757UQpvarBwEZu4poZD82GKoV91fEXOdzQuhp11OAwa0zeNHU9M/zSeYhiXtuaC7TTn+uECZ4qRButa0blHtrQQS/o80vfeN31tpxqnjfqbYuAVTrm65/rI8ZUa03nH5Ko21SdtaLxTf+GICacdu0rj5tWUC03DEN9UY/1oksZTHBzUME5TjePSG1hwpnzigs/UjK3/rjYwart1XFw7ONWw7Y6ZT63H0zwZX56bm1McGFdojA+N4+N4YldpXEy2U23Uiv7immLQIJwdbYwPx5zamd/4VL+207j0E8+uNnDEsxPXikGjaUy00RcXse3gwGJp/cWjx34av/rbiQvOFbUDQ77ly/7U8Gmt2NHYF/PkCtbUjF/97WgMozXnCm1gTXHEpL8a1nZM/fogYaeOnzf+W3/lqT3v4qPnFYN/fvHaa6/dvm2M9ORTFMXkQco/K2GTb3BJgOR98pOfvC0ieEw+DYSjwMXlE4c++Z0kQzx+VcUnFfhMPrFQVLTxX0r7VtAEB4ZfPzRpxAjrUdNP84f68fLtcnE9qg0M/7kVJ803Tx/FiLs8aXhM68/fJvMpqW/N02X6jW51LC7a0HnyrWWLB018SwnOzrdyV419Y48+E6OPb/+pO3mi9aNG3zRWN5P6MyZN1DGN6D3RR258OKdurGE736ChS3HJ90Qb6w2N5QuX6eIPhy70kavJp/3mJo0/8YlP3DDkaVI3cORHHVsD+5XKR+Y5DM1/nqZPXCZ83Bvk3H/CNhem65aacb+Lw2SOF5d7lVp0n5ryoS2d5X5y32wey5P7HR5qZ3KPEZf55P4gV+JKp8Z5lS0M9054bEdj/12eNtb01q9X4bD6XLWOWivMTbrsrKPmgrzL1fRe5T5jXvU8MPlGt3XCnFI7NH7Zr4aumt7v0wWW9Uu+J/WHg3u42rHeqL1H1ps44ZDGMCb3Krqal59++g935KlnpcZ41a11y/3F3KRP6+ir9l/9xEQjRt/J3BQTPmpnuo4av1ypY/N8snbRWA2a42KZznHjiwkX7WW/Coz/swyO2jPP1bDam2os1z3zt148a8wXnVPHMPDQ1OCjRl85/8hHPnLL2U7OzQV5hzl5NsGdxu7B1ovWrMlaIc/WChrRV5sYbT7zmc+83nWyHsPAx/xU0zvrqHkpJhrjMqk/GuNCYzWjdiYat4bi0/x8XagHdmiijulU7TzQ/eaqn3mJk3vfzjqq/qwX4qKx9f1RwwMGLK9hJvoa07NSOjuePCvRhraejeWptQveI+ZeZU5pOLWOqp9XNbUHR77NCXlq/XpVjPzE1Doqpsk6io884dN8muSquDzzi8/6N52bngXkrLnwiL5pg4/nNq21eMLHXFKD1kBrRetF47zq1n1hXUcn96o07pm/95Um+rjftVbAmWiDjzXH64c0ntRO89t6o/9EG3lQL+Y4XtrkXgVDTOa4+TV5/6Wa6HWV+eAZe6JNWPfb2Ttd9yhfOhaooL2wtaAQYWL6mSw9zEvCo6YPwdycK9BHMfjDMXktsm5CEy7h4EEfsblZT0xfPD784Q/f9OmFyqNYckVfnKYYxWVxVOh0muijTzdE26nBUXdpPK0//d3IXnv6Bpab2tToQWMxydvE1Im+OOEy0bdx5TqdzY2pqZddjfHwEE5jWFMTRzGJb2IwaNyLnR2N3XzwkPfpHFc3cm3tUsNTPrhYKz72sY/9jzcKH9HI2Dh4wY7TtG7gXLWOyhN94U35lHNxqecJjpho4mEBp+kch6PJt1oW18RgyHltgqFPcdFYTNN1lKbuMzSGM9EYH2u6dcKDr3qemrjEJFc0djyx1hvbKYZ+4trVmK5qEM7OfVzfNHY/n1hz6op1VEzpvLOOWovNKxjTXKnhNJ7O8TA8t3mgn+KkMW3cN6cxyS8O1oqddVRfdbx7r4JDYzHBmxgM8dDYm6j2p0YbGptXE4310WBYs3Y0tv7iQ2N1NDFczHHx0GWKYx7p655nXbc/0UcMuNBH3qcY+ulPmx2NaYKLNtUGFxzEpYanOPJkjfDlAq9DdsxarO1obHz1Jy4xTddjcaWx/alZA6udnbWCxt5o9EbYjuFQXNNnJXrIkbh27lXqL5ypNs1xcwrGdG7Kk7XP+0Ef//jHt3DcFzyXwJzyoY153loxybmx5QqGOTHNtzg0OObnTlzWYTj0mWqjn7qBQafpHF/vVfSZ8NFnXUenawUcuqpB9WN/atYKOjc/Jzj4mE9ytbOO0rX1ZkcbuRKPvE9x1In+PfNPdKmPddh6TGv5v9Ie/+jxBaNLJPGItjNxK1BY0wkXzSbtTpHri8eu+DDEtKsNHorLdhqXfuk7xUjjK3BgXGHlaUdjXCxEboo79dd8gLGDs+ZqRyNx7eba+PERnzYxeqTxTu7TGIfJJ7X6wVhjcm5q4Yhpqo1+9Nldb3CB4eY6xcJFkyt405jouWoz1Vc/2l5Ry/jsxlUdX8EHBrx0ntSzvvXf0RiPYtrJebUDb2risRb7FgROO6a/b1zBnBqMHU0aF4fu4VM8/dZchf3oNo19k2LyjWXj4QKHPpNvvKyciync9dqr7qcNjaf6GktM8ZnWcVw8t7XmvGoc935pPOUSXnHZTq24quNdHLUzjQsXsexqHE45F5Nzk/VYPFdoI67qGJeJ6QdDXFMM4+Kihnfjoo1vbU2+AbvGX57wmsYVBtwpRn3TGJ+Jpa83NCbfslvHpLG6vSLnu/UnLnzYVBt95QeOmLSJwVDD3quYYjSu/sU1rR16wEnjsB/dGj8+U41haLvzG3cYNPb8NjVc6KvZn5q+aTzVxtj6ps0uHzg47eDA8Lx1xTPXblziWPXZydUV2uCjbtxndjUOaxrTVbVD39abnToWTxpPcWC03uzWn3XCmrz7fPys/Fz6RrcbahNu8lB4T/AKDHzg7GDVfzeR4tvhkT4wduMqpqv4hBfHR7dX8DDmLo94X42zG99u/yu1CSutpts03oktjCmH+347XMLa5VT/q9ab1or4TbZvJC7pc0WudrXBAcYujpyscV0R2yTP9YlLxzvbq7XZ4VJcO/ru9L3nfhVWcd3jP3Icxi6ncB4Z+1m+8Wj7LJ+XnbtibhZP25eN+bzr+jcXdmKCv8sljrs49S+ucCfbNGk7xYjLDo6xi23Coz4w4tO5yTacSd+1z64msOKyGxec2srx0f0wbKcWxrR//a7G2YkJp/q3jedkeyXGDpa+a5vEos8VGI1dPG07/+h2t7/xiuvRsVd/GLvze+UCa8eu5rKj81XarPrsaFO+d2KKSzpPseISzm5cO/3rG6eOJ9swprqsY16pzQ6fYlq5TfavxrkKb43l0je6ASMpke3fdh78EYZP+nf/TksYMKem7xXfPAhjp9D1heOTfttpXPqlTfma6hPOlItxYVxhYoG1o3F58rePdrSJC7xdHBjajtFl+sndOm5x2U5zfpXGeFU7bVeur7IvhmLa1bi4cJlqg3N8XoX/83zCUMfTuMSg+Xt2MHZi0jd9nsf5Vc7D8EnyDhfj0Ke/0zfF0g+O7RSjmNXMrsb1p8+Oladim2LRhMZwpqavGk6fKY5+YezkijZX2BUa02bFmfK6QmOaxmdXI/13azg+cr5jcHY1hqF5bsPH/tTSeAfD2HCuWkd3YxILjbvPTLSBodG4dX2Kk8a7tVPd7OSquHY1FhMMnHb5wIrXRGN9cInPFEO/VeNpXGkDb4qhLysmmBMzPozueROM+sBhuzlPn/Ie/iPbMPSZatN4aSyuiaWxdSKNJjj6VH/T/vrRI5yd+tM3nB1tcKLLFXmisVqeWjHtrOnGhlMN7mqcNrs4/x9799Yr2XWVfdxRvgDgnBNMwhkhhLjjkm/AV8qH4jYSSEgoAsLBTkB2YrdjJ84ZCIJr+lfJvzPfUu3ee4254u743UOavU5jPvMZzxhzrlW1q6rFJE87OLjoP813eTlDm3SOU9hHt+KBsavNWTi00XbyRINV4ylWGOEd1Xb1T2OYExODHMHRdsxcYHCm2tw1/h6zK1QBe8j0n2cgPRWvRPYfBlwN86BDQmm+7myRnXIxmL7i8hH9nQTA8MJiJ5Fx8Z9iwpvGJVf03X2YSuMdLjD0P8PEIy4aT7UJw38E2OSbcDM+LmKb4sAQSzgTHvURV28e7NQxPmLa0ZgeYqLxTu7X2lHTE4MhljP+AwRx9VW0af2JQ66sXVMMOpQn/4ELrac5x8F/9ITTFEM/OOV6B0eefHUL3g4OfXb+My1jy7f/gIM28CZWDPJNn52c4+OPWc3zCR99xKNmxDTlI65djXGBYZ3oXu7cxPARE412aqcaxqHcTfjgIaYdjfXFx5ozXf9w15fG5sMa35G4yrf5KbYdw6F4pvWnX+voTp5aj6udSVy40MRzG5xiO4q1arz7R+vmAS5TffStjqd5okEa79SO8eHQuHl1VN/8m1c76yhN1bE84TbVWF98immKQxsY8mV/YmnsngdrimPs5pM5OjVaNMd3NKZJ695OTGmM0xRHP/Mgjafa6CemNJrWDRz117pF54k1p/SdaqOvOHChsbxNTAxpjNeOrfW7o011vJMnusJpbk3iMj6c1oopH/3UnzremZtw5GoHgw5wuldN6w9GazGMab7haDRujk5ypQ9tYO3oo391s4Ojb/rQGu7E1vrbmZ9pvMMFf3nCI60nMaVx982pNnicca+SK1zkfapxMXnGmWKkpdceXtc31zt/xvZjTx/k9j76tbDwYstvvvhtMaSnCwFKhIPXxFmGObTr915g1A51/rkzLjVFMTVJFFtcJoWuvwZLYcGY4Kz66o/T1M7QWN1k04cX/ekitmpvok1vVNI5nLgd2Zan9J1oDGPN1c5ismpc7RyJJ1/6pLHYJhrrr52lMW54TPRJY3zYTv2ttTPVOG1sd27Q6YuTOtaOGm2YOR7GJN8w8MGF7WjcOorPtP7KOaw0nsRFF78/6MEDn524zlhH05fGk3zrx85YR2msWXfMBevfROPqplzvxNUaCGOyHtMmDPs7+Zar5qbYJnya47Y7McmTnO9o3JzCZVeb5jicl2UdFZccTeqvuSCu8jSZC2dqXO2U8wmfMNRx6+gl+Qf/WePa0diw5mcYk5hgiKfYznjml/N0hn/E4oFT6+iR/vnCUX+0qXXtodvy5D95xaUXpROd5SlNJnMqznRJm/C69tBt+ebf/Hxo39WPPtUfLpO4YOBjC4POU1s1lnN4Eztb4+bnhAtdzrhXnaXxGfequJijL8M6msbqd1LD5VVcrV/TdTQutjvaxAOnM9bR1onpnBJPz/z4THHEk+3kSh3TKC4TPmKCcZbG3adsJ4ZPa2BxTXDc7+iBx86b3XRJG3gTjfWnMasGJzGljZjwmNRO+bZlNJ5a62hcJtrcNfac1Q1EglmIbIm2QzTxdzBQ3CnuQsQBH23H6g9vGpeCUug9TKXTUV7G381RY1bc05jgTCZZ469bOFNNwrGItFiXs64d3e5qTNPdeOK8aryTq/jAmOKkr1ouxnge2eq7xnWkb76NP40lHNvqxTyd4hVTOq/4R/a7CbmBsIlOuMDpAXMak/GLy/6OpTG8KR/94OzGZe3zV/HdXNHjjHU0bXb01VetFNOOxrB2NVZ/7ndxmtQxHqy+05hWjAvgxj+7+hpaHGub0kljnLR0OoKHRzEd6XfLF042zZV+1cwUAwd91xavI1v6pvGKeQSjfmdpXEzhHuVSv3Bsp6Zvce3gpLG1NLwJp52+63jqD6c0Wq89dL++bR/a79pPf7rYTk1f2rjntT/Fo82078q/XMGa4oUBd4oRp12N1UtvZuDVc0H4R7at4zvaGC99dnDCgLejsb67tbNqDG9XY3g7cdGGrRpdTgz+CWOqcf3OqONe59lO3+gu36SI20CWS1/9axOMOOxqE45n4/YvO4N/rBVZ873jI1t9d2vHeGdgyNFZGje3d2rHm9tst3ZWbaZ8wojPhdjgnzTewYGBT884AxrPuvRGN7w1xmcOGzu/eDWxAbJ2FXCL/np+sn8GlgX2DD4wYO3YGs+UEw4K4n//938vL/53OK18duI6Q+O4THWJfzgdT7b07ZOavUk4wdEnPtO46hfOlEf9zsQpvrCPbFeNvYm1Y2fGlN5TPnFpu4OzO6+u14opFzezXS6NTRdYO7ar7Tr2GVx2MeJzhsZpY7tj4cDYxdrVx4O8T837X7nPWo/P0GZXF/13tSk/u1zwoLH73su2Hu/EdrbGUy76qWPPbTTezTu8KZe19s/CEM8OVvG0XTk+dF9fPF4mjXd1WWPfrRlYu3zK8S4OLuUrTOcmFs6kb31g1Do33e5qo7812Dej3fN2rJhsdywcGDtYK84unx2d8UhjOu9YMbWdYum/E1PjxsN2x87g4nmNvp4tdixtdjD0PQuHNmz6ZuWl89N/ztBYHWu03sn5GdqkR/oU52R7hjbGPQOHNmubxKPPGRqfweOXwWU35+511grPx2I80z7+5ad2FqCP93/ve9975fXXX7/83qO/EPXXlCNjmLQWRlheHPj0wMSI9c4771wK3V/OJn/tgoHPj3/840v79V//9QmVS58f/vCHr/zHf/zHs08ZTfh4iP/+97//yt/93d89+33jyV9K4fzgBz+4xKZA+82fSXBPnjy54MCY/CWGxrjgpPnZmxbMo3zk6Uc/+tGzvwZONH7//fdf0d56662Lxn5zfmImrlyZuOq4vwoewXLzKldw/N7Z1Gj8P//zPxc8v+EmVxMzz3/yk588m08TjT/44IOLxm+++eZFl+m8oo9808giqXaOWhqHM823cf/rv/7rlf/+7/9+5T//8z8vcU3Xv5/+9Kev0Mjv5k70jYucf+1rX7vMp0996lNHpbn4q91vfetbFx7qZmKtozS2Bvod1anRhc59qmy6VpgL77777qVm+mTFUU7m9xtvvHHRV4xTfYzrXqUWrefTdVTt9cCww0WerKVqj77TGsRFXO4N4prkCo9//Md/vMxx9+Lf+I3fOJqmZ/7vvffe5dli5yv37uOto9XgswEO7JgH5mdrRNsDEBcect5zxeRZwHgwvvrVr75ibbeOfvKTnzxC4+K7rqOe33bWUfWHi3Vdrib1p1asE54j/T8F0/udWOjjnqd+J/dxmlrT/+Zv/uaSb3UzwbEWqz1c4IlravQ1P9lkvdFPzuF897vfvTybTGoYDh7iUcdinKxdMOTqK1/5ygVD/Vl3jq451nExuYfTeedeZX7D6Jn2KJc0Ng++853vXGpmOsdhuHfiIMbJPU++1bL1mEaeR+V8Epd4YHmule8JBn3cH9yHezaezHPrhPqjkbVmog0ualBc9NUmucLDPdMzF40///nPgx6ZtU9M1sJen02ArH9quXv4ZD2GQWd85HqiDe5qUB3TWlyTtcI6Qd8nT1+7ute89tprE1kufcxvsYlLTJM10JoOw7NFP/s6IWQ+wdlZR62/dP32t799ydNEX9zlyfPWN7/5zUs9/97v/d4kpEsf+RbT9HVifOTI/BTTdI6bk63F1prJepMQb7/99kWn1q7OP3RrjaGvNUPePRtP11HzQP3FZRJX9wfvn9DXmjMxdeyZgk3X0cZVx/LutfTU/uVf/uVyn+m5drL+GVsNq2Uay9NEY3luHdV/Zx2VJ/N9qrF846LRptqZ6OyZAh+58lw7jevW2Kf+dIk3TN18BG3xt1hatFu4iWlBd96+JtktOm4QHnoksodevgKuMIwBg8AMhmR70cBPAUoc0U0WPPjCffXVVy83IePA1fiEYxsXkzQfxanxNVkai49zxioeGCZ3k9x541sccaEPfhLZix0x8ROzLbPFU0zGc6wfH/GLGaax+PClpTh7AIBDD2190Zm++OiPBx/jwDXWrTw1lthwEbsGhwbOeVHgOk7ipqFrGXzj8cEXV80im6kX/Y3HYCh++OkjXhiw0kZcuNDFOTUDKx8687FlfMRtHM0xrsbCiZ99fa71w0UTgyYuPrYMh3JeDtMYd2PBli/7GpOD9DN++qq/9BdX+XadzvgyXBon/YyheUHQODipdY3BkHNjpo8xYBkvjua2GtT0cU3OxU0P4+AEAxcGhzaOi4nO/ODSQXxw6kM7+DAZfM14ODH94IiLOS8ecdOQJsUerm0Y8PjAML48OycH1ShMPrjgy2BoxjGefTXKrzluXNdb//QTi7hsxR2GXODrvHHEw88LbVxxMQ4d6QfbWPxhMLzX+hOTfGoMd9zKlXN8jAePpR8ucF3jo+lrDGP25js+6YsPiw/Orq8+3Rf0wbVcGZd+xpPTLF3kQ9x8mlN89aOP67TGTeOT0RlODY6+fFov5AhO+ukjZuPBY8bS+DRO/eUJBlwaFbt98TgPi9GHvvjiBEtuNHmv1jyw8qNf/XFajX7XPtZR/Jm+xjCWc7Bh2M/HdRhpnDbyjTu95Ft8fPRz7ta9ynV4fMSl9sqXa86579GADwxY9rU0lovVh86uxx8vMdFX/3IVjtjLgdiMq+b0o7FzfHuYwvlWnvChsevM+BqMxqqG00aexd11/fSXC76dNxesOWqH4duccCwu2uGe4Z02ruMMw3h4MefXB/o0dt7YNMNFPu2z8sRn1Tje+tHYNftMfpovcFxXw+IxpjFoYhy8+bsuD+tcoLFc8mWupbFaZHjQTmM0oU0x4VTt4KSf1jpKa5roT+fqJj5w8GNwVv3EJSY1yN/YxV4f+jUmDOfhiJ0O+OmLs7Ht44QLv/SDQZ9wbcPg45q+xQVXPYiLhvzTl19cnKeh8ewbR1xwxKOvuWDLr1jEFYata3yaU/zUX3McPr444YufXGrpFh6N+eCjjulLZ7z5GwNWfPnAYHD1NR59adi8S2MY8GjjunZLG3h8jAcrH+uoMeHgqj6rUT70w0NjrulPH/VEGzHRWEzw6cKPj1j48clg8SsPjsWlVuTCmiwHxoclJvrAd86YDA+NPpk5qcHgVy0YC4b+cFxzzGw9L7RPWz640BZ/OtEHDkycxSYu+1q5wn3li0tci5lPcRsnDBxc4y9fxjaOmGhMI9q6VssHbzjMlm7l3LFx1LF8N56t+svgw+s6DLmCU62LuTzR0zXxxhvfchUO/LjAo39rIP/y3zrAX+05r2XG0OjIyieNGWw808j4xkobx/lVO8Urdk3OXcOl+zgMc8R4/MVrHH5qlMGuZuSLD+78rdeOGf3E3LjhqCt6hyN+cYlJE1P7qzbh2hpnnS9yzRd/Jv/GoSH/YhIXc05/1+WLiSEu/PDjQx9YYtFonMGRI41v+VbDsOgEP4xqq7jgwWCuyQNzzjiaXFVn5YEvEzfexR1fWxjiwIEfjcWkpR8/2DBWbfQVc3VGv9YKY8GAJzb54h8GX9cZfctp2uBDH/5qCgY/jc+qMVwWhvjVE650KS76OyeutEkzmOHYtgbiCKN1FLaYYcDjq+9aV/o43/ylX7VlPJrgASuN7YtVg8VgaGIXGxzXjScm18RhP23oEgYeaYwrDNtVPxqbg87jayz7cPjJQ/HghCcfW+eNRZtVY7zE1djWkPZtxYELHZlcVce0gWkMsYnLFpdqUJ/wuiemH13pB8c5dcfHflrB11/Ddc1TeYRjfQjX/Q6neOFc7dhnfMVmPOfgix0XWK3D4rbvOp1pbMv0hwODpY3+NKqPLR9bpkbj4VzaGQemc8bR8FGPYikXxsTB+XVu0uf6uY1GngGqYfHAklPmumvw4ld9qi0mB2pGXnGQA5zPtFPf6BYI0gRU8I61BEZcQIIvEU1QgVVIfPTXKj7BM/3gEy8MffkRyb7zMEzaeBBakviVSMWpKDJcXWcSVbIVKJz8+VUUeLgWF9cUnWRLpGMJ5INPhSPZeKxFHld9tK6Fg4+48MCTjrRwsxO3lv6uscax2GQwTBTjuQ4XZ/twjc1nzZO+FTltxJsecOgQZxjhOp/GzovZtSaC68aBkRmb7zoR8F0XJdpo6wIJg8Z815rggxvOrovXsVbMttWNHBWPGGmcfvo4xkXDUy1oLUjiENOqMTw1LG4awIHNZ60d51l8cBGXRo8WRuMZG244jjVjuJ5+6o+mMIzFp1yqU0YTXPjywUN/PIrLueYULDhiCRNGfItJHuCsGHyuNYbngcIYcPEVm+YYjrFakHEuN/rq57p+YrcvP47lC0YNBjwGX67McX7O46q/xuAYq5id46cm1CBcsRtLrYtNH9f5rWtXGvPXLx85c04/GNWOMWlZTsUJXx74wjCGmI1TjHxw1pwTJ6zWQOfywZtVm7A0tUATY2mus2qGPunnOszMNce2eNLYDRoHfcSId3GttSNG1k2TxjSoHwzc9IWhqbFVv3jAgoNLcwofGBrerU/ppw/d6MKX6Ws8+cLF+PWnkf38+MaLxmKHx/CohuPjelhiML4aTD9jwYnnBejnWPkUO5zmHq6u0wZmcduvibm1dI0LTnXRfCoP/OhmG45r/GjkHM584GjNKfeq+qhxvItZX635Ik7a0kcf/Omg8aMxDq7jaj/DhfFznv70w6XapAt95GHNk3OavnxdZ+oPHzj4MOPyFX9xG6MYbdWfsZo3+KQLjXDlZzw+9vm0VtgXqzHSxjlj688PfzzxNcezNJYPuMVjHJgs/VynsTjhlXfnHeNs3PRpXsFwPW1wEgv/OOnDB2fjOWaup59jPPnoa5/1fLPqt2qDHxxNzasnMbSmwypnNBQ3HzWBs3FwcB7v5g3cfPTHn49xmp/4icc1LRw6y7ktc624cSsv+bturOrJeQ2GMTX9+IiLH35ik6d0FAsffPVn+qob+jkn9lXjtAsHhrFWDDhiribUgVrhIxY8NKYujFnduA6vmFyDxeClsf729XO9GsU3jEunp//AkCtbrXzyMw5u9m0dG8f+tTbw9OcjV+lHY754F1cay5VzNGD4ampLvlZtiqm6wyMfY7mubzj5iS0cPq2ltGX52cdHPvFl8F3PFz4tYGiO6UXjNKSNuQCjPOFq7jlm6pcPPrbOyz/9YDZecaWP6607cGiKDxxj4NAnEWkMC5+0cRy+uNSFYzEYP308XzgHk5/xcRGz80w/Y+Cj8Vlj4qMvTq21zvGBAS8MPPg61ppTxit3zRmcnKOv2O0z/ejDyrkxaMTHPn/j4MtcM5Z8MHlobss9o18aO4aNi7FW/a41dg2GXOKGQ/ra4lFdwF1jog8uxqKx8VjaxIdPNWGtzWiMdxobBxeNPxwx0xeXasoH2Br3rnVUPDD4GYNfGuMNL974uIYPnfVhYmoddaxftQOPlW/jlT/YrFyL2Vjig2EsPmIznvgYrXFOY9dwx0fTv+d5/q6ncWsBjGLnY4w0gkHD9HVc3aSxMbTqy77+mrHiYltMOMPBQRMjE6NrODF5dt152jBcjcUnbazFfGDa52s8+cjn+l4FR2wa/dI4feQRRltji0k+bde4rIHMuHRpzWl8+oldbGKCkf76xdWWfuLgk8ZigFWt65N+xRWf8mGrX7nounEbb40b95r6s2+8fIoJJ9qxasM4+Kx5cr24cYHHJ335mgviao4bK4y4uF6+8eaTNrg4pqk6xyeN1bqWwYOl8cOZFtWOc+KSJ+Mw/c0HY7B0sxWTmlnnJAy+eDHx4+OcsfDGtWu40AA3fNKYBmLmCxMOH8f0o2PxuLauo6s2fMSjrT4wYLmej9jxwdc5sYtD4yvWPgRXnGoLV/HRRDNfYLDmCx/99TNX4sTHeXxsmbGrL7Gx6sY4MFr3LhdP+ufUN7rjRAgJSWgCCj6BJVziHRNPYK4LXMEorpLl2L6v0sKtYPiEX7G0gPJxvSTB4GsLwzjE5dPCiTufikEyJEcfxWAfLv/Gi6941sISk3Ga4MbiA6ukKkwxm8ASDNuDWjE5xyccxzjQFQ4OcROHY+N2rslIEzzhum6LS8VnXGM4VsQtWsahn+v1dY0+zHlj5dOkkGt+9KMJnzQ2fpMfL8f64WqbOYYhfmOL2zh86OAcrvY9IDvGJ42NKx6aiI0PXz64lCvnLDj84mtsnPngR1vnPv3pT1+OcYSNCz8++stlNcpHnzSOs3PGKR8Wm+vagaUxfMt5fPiLBwbDwzj+MoeLeGmrdRPnY+z040dPvt3E1eW1xrjSR1w0Fgf98I5XuslXNZHGxnEeDxiO4eBLO2M6h5e44DvW8qG/Yzhqx1fXaM2qUf3h0kictBG/83DwCdfWgzE8jY8x+OFDE/44w5GLYk1jGOXcuExfY8PiTwvH8IzHnKOx67i6Vlzd+Oiiny096MLMBfE755rztjDwce0Tn/jEs2PxdCPng58+n/3sZ5/54ErD9BEvHrDqA0c/cfK3lQNj8qcfDGuXc8wW3+pYvPqu9WXfWJp80kM8NDYGDHrZqlH7cPQTS1rqbxxrLW1cE095seXLR63aTz+8XRejPNDPFk61xReH5pR1IC7GoTGMak1/XIpd3PJpDEZX/fFm9tPGuHDKP1/jps0aV5yaC+LGtZiKC4/WUdhyaUxj8dFgsVU/WMbFG1e5lgf++uNiG4b5om7wZfiIQ+MjxjRw3Vjl0jh8jKF/awUf/WmMI7905ic2HOCKq5jgVxf2+ehnPPuN7d4rX7iveTJW+sJRN6y6UYfFjR8MWMy1NOZjrMY0bzrHx5hpLNfi6Y99+vDBWx9jyKMaxW3VJhy5d+0zn/nMhYt/8MNJPuCoF/HgYjzn9KtvWtGUr5zwMQY++KZP6w1ursPQz1j48Vcz1QT9XJcHGIy+xjFnnKtuxG0spo8x0sZ5GOLCFz84xvHzTDDwySetxItPdYOvdYs//Y0h3ut7Pb80Vov6GycdXHe+OoW1zhcxiAeGMfAWky0MeK47Z17pH7aYXWf8jcEPZz40Vr80yAef63sVXzln1RwsOMamf7WRftdrOozmKN3LJxwalyfPJ+J0jo888Cku19IPn1U/Y+MBK77iVsf0E6fGR9y00fi4rp9j/Ow7bzz+9o11Hde6VhS7vnQSg5zANB4sel2vf/BdY/rAqf5wwV99WiPN43xwYcXlGh+c0g+XVWP+1YUx05gfw9OY9JMz2LiIXUywnKfXOjfzcU2uxPy5z33u4gtXDMbgBxOWc8VtvM6rSxwcw+keBMe4rsuHcWiFG5xq2bUVgxYaPLHbNz4u8mEs+zDo1+sq2HD46qvRVlPL+rmOkzFdj4v1zTELA56x6WZrHDHwo41mLHiuOzYOTsaq/lzTR4OVhjhoxnGtGK1bMMob3TXmHGzXmX40wbmY4PDHFRZzjo+++uBkHZCD9XWVWhcPTuIpdpxhiImP6/DxcI+5dR/HC199bK0D+jDYajnOzTl8zS8c9cPZWHgbXz++cqq/OPnAreECg4nFHGgccfNXozDEhSdc5xmu4oaXfvq7bszyhR8uveZ03hzHnekPnz74iAEfYxlTPOrYeOqcL5/i5lNM+t+an+VKjPj1egdmYxkPTvcpnF0Xi340pAt/58XD35ji1t89xjnXNbVTDeKJs/5w+OFCQ37iog0f+vBhtrBoTAt8qi062Meh2uBjrNbRuMBZ5zgeYhKba8bFoWcYY1c7aYOz9oUvfMHlSz+5CYMfM1+MZWwxGQe+nGsw1JbxmHFcFwsu+Nu3fvKhIY2NIy64DE4xOeYjLnjFXVw4wXYtfeNjDFiMpnCMz1cf/HFQG3jzcY2P/cYyhut8G4smONTHPmtsNcC3Jh77zSn9aIyD3NJAX3Hig3t1AytcY6grcfHjxbV9tAAAQABJREFUow/OcPjZ51OtG0MzvuvXeapm4oxbuWo8fPQvn7Skj/ktNuuO68WVxs1x84GGfHB2ng8+4qCxGmUwcKEJHnzsi8c6ypyDgQdMDY7zxskHX360ESdsW1j8HVd/MGijGSf9YMi3fnDih7O4mGvGscWBwYMhF87hWi7Nbf3peqad+ka3BCOIrOQQFmnHzHWLd8VdIE0WxwqkwrSQmgAW6oQmEOx8CGVM45QAW+OYgBLhYUTr5mIcyXRO3xLgPBz9GB+cvfCxWChAbxTBcY3xd13yGCzXw9CfLx/XFKhxxaUvK6m9QOWnwejmGo7F0Fh+e02huAEZT8w0ss/XNeY8fOeYLT3lRGHihgc+6QfHOLCKS981Lr7GgK3g5ZTmzqVNRUsz8Ribv5jiE1+TIRNTE4WffQtGOecHe9UYHxrjbgz8cUlj5/MRUxrDwd11+8ZWM7SRKxj0iq+x+TSxHTfmqrPxjWcS00MM+sVZH5o7TmOc8E0/eLjpx995MdrGh79x0tR5x+mKXxg0NgYTk77h4HFLY1iMHw7Gh6Phb+7ycZ1+ju3Trz7O69uxfm4w9NXwKHeXwZ7+Qz8aa0x/esCCw6pZGjPXaZUWNNDPltVPrM6zrsHAyXnz0PliX+sjjHDDgWlsOGKypXF6GAsejWkj57Bgl2+xGdfNBBc35rjwaSyY9mkDQxN7eTAWbdLPTYQmsPgVQ3PVmGHYz8eYYrI1x+VE44Mry78YnIO1+pQP41tHaWO/2tWHfuLy4N5aATNcsdFKP3HRkJbidJ7xMVbrzeXk039gxIEPbtWxhwv3E2ty+okfrj5p7JrzbB1HrOZCa1/1l28aw2f8xQqbwTIWPa07NIFly4+lzRoXHHqtPnzVXGtbXJyvXsW9rje0CwNnWlUnco5LfMLBGU7jOF/tVqNw6Grrvqlu4OAdzjoXnDM+7DBsxcP8diCedEkv5/nDFkdrm+2qDR/H4sLFMW3kpDzcyhM/uHE2tv31oa35gItr8FZtcHGu+cJHnHzgO8YFNg6OmWvpA4MW4rcNQz/mfBrTJgzX6Cff5gvTHxf4jK+8GMPvTsIyP+DYZ/rghnfrlvNwnGP0bd98gC9Gseufj/N8MxirxupFXGrP3GM0pg/DV5+0qZbhFhPe/IxvTln/7IsrHxhiNN56rxJDfGHwoY3z8k4r/Pi4zpof1hLmvHHi4Rz+3e9o0txIM5rghKP+YeOXD52Y2MWFV3HFGXbjh+Hamge8xCBuGhtDfsN3rI+1OIMFw7XwccXFvcqzun1xiJ0P3tUFbZyr8YlzNSseGuOCn/78jbk+8+Ok75pPPq2xfpNTTvTBuZynAZ0z+DhW63CYWLzQ617VWPzl0lpS7eFd/vTF21h8XDM35Qk/OPkYa13Tncej+QCHf3EYzz4cfWkQfzEWv/jW2uMnHufkm58Y1lw1jlwwuPppmXkoLr6+rqy/uKodfZhxnE8fGPq4Hl+xqRu8m4uwGX8awKBfzXXY+dinsXsDsy8uzTjGoFNc4DBj4uM6P5oy+WZqZ9XBOfqJx5yBAwN2GDirWbGoGdoYA45zxtHHMd5xsaVfcdnCFav1Qt9yB4NVa/pl+jR/+dmvhvnAxQ8nxse5a43hGJOJCWe6WkP1cT8xrmuMr5j0ax2lSTHzSRux1k8fzXFx4ac+4dQPDg58+MqNc9YTW63x9aGNuKoB/TR+jeOaMWjkPoMvHWgTv/b5ZnjoE46Y1Q7Ocs7MERwYXD7rHNcXNiyGF3841j585M254rYVo5owFgwNfnxhVX/Ot47CCoePuQ/HFoZrOJYH3MRAQxrbh6sPXxZ/52AwW9oYm9lnagVnWM3POBtXXDRoPsB0npXH9IPhnmR8fqy8Xt+rYGjFSE9a0Nfa1ToqpvikedroWzOW2Lw2g4sLPPWhn2t8XTNHYBST82kGx74xxeDeoD9cmomHucYnPZ2DY7zOFZ9zrvGvTvjzc43ucbE1vr5M/I5pbB21JpsLODm/+qw4xsM1DsbiL3bnzC9c1A+L3/V6A0OeceeDj9zAUDfxsHWNj2twjVdcxhArH8anPJqbxhEjHPv4qmt9woANMwy+1aCfdUlPuWosfZwXa3EXh3GY64x+npPcR+gAwxjFrr+aEjfTz/jwOqYN/zhaD7XMNRj0F5fGF7YtLD70w889Rsxa8cLia+7iAEM/TZ/40Nd1Y8HRx9hqNx+YfIoJNi7NX3729fP/bMDxHgFt0k+fXftZVeyiLP2JiKCCl/wWvFzWpHRu3eZPNAVKTFiZ85L9PONjbIny4s2Y+hAvU0Aan7tMQsQiJsm0NVlWg7nirtfsSyQche1Byg1IUhWA8wyuZiLcZeEoUMWg4W6yKtKsou341paeig8XPPCnV2as+/JEY7nRPnj64/q2YjS+/iyNjXGX8VfoijsTYxjOud7EyGfd8pUn46sZE1O+YVdPaWyRep4Z26LmBgQnjetjLJrfZy0kXpCWE+cyOOnXuestjfE3nhsrHDGudgt7vW4//Wjciw81sC4kcvW8eYWvmjE+XrTBC7ZjZivXz8u3PIhbzZkP3szlfx3XqtUF/MY/cIzv4YUZf+1Hu/J/o/vlFP3oID4mxut5GM7z5oS5rJmXakds13MTv+dpjIemRvnCst86Eb/7NOZHG3NBc5Oh07XGz8sTDOO2RlpHaWv9k8PsIdrwgSU266h151rj+9YKeanWvegSk3jg0orZatfYcV196GHM9Q2a4lIL63q49l8xjEPf/rM7+lyvL8+7v4TVOkBj48IQazV5nzZw+IjdvDbHzc91LsBKP/63jMbVv7j0ca8yV+nFWkeva+kaT170lXv/iZW5s66bcJ43F8Lj00MbTDHQKxPz8+YlPz7NGQ/zcPDHrZzflyc46af+6MvERDNGLzql1eXk1T98+BtfnqzrYsQFPuODF/3uMhjyi4fce4HieNVY34dorObgaObotcb40Od5GrlGV7zEBee6RtSR9jyDoXmznDZMXM5l8vm8uJovxsdDLZtT9jMY4n7ePOfbdXFpau167HzCvrWlqTULF/Vhnq4xPUQbNSIGeVIf5sW1xtXf8zjBoKn+Gm6wacLS73m54lse4PVcWw3DUTfNO8d3mfncPITpGL+smuj41paPGsTdfdOWxvTAg4lRe542/PWVK88m7uPX95P7clWt6OfZRGzdx9M4/a6xr2Ojp/7i8yyp9q7Xu4dorJ8xYVgjxLDe/42z5u6ah2M50Y++/gM0/dWfc+WP1vS7rssVL/3cF8qtnKwY1fHab91fNTantOa78Vk+1/fkFceYtJHvckPf6xq5nvMrhn1x01U86iaNVxz4jtdz1zi4pwlMc+t67Ifku1r3fAPHsfzBi+99eaKNpkZpSWNc8IPJ4N0XE4zWm0unp/84vr5XXR/n29aYcqNO3YOrkVXPtabrd71Vf9ZQmli38Luu14fMh/IEw5xg8bP/kDlOv3LcHy/Vq9gy2q8xdv56S1NjiscWl+vaWZ+drvs7Fre+NFI7MO96z8O1uwyOuORDrm7dq9LvrtjSBpbnG6+rcFEH1Z8a1vjcZeLBg450tSbT5VqLh8wruYEjJs9nxl1zVUx3cXFeH7UnP/7DRTyuX1dV29ccV1xjFbuc48XfPhN3uVz7rftpjI/5bR0UI1zXWD7P05if68bGvQ/CVSPl7Hqe6bcavnIThjXhOi8P0Tj++vrDhuNrjeO2jr/u65v5j2txo2/6dM35562BNNGso56NPVPQofzBoY/j+575adPzn35qqDiaE8/DaCz9aOy9Lv09O63xFuvz6s81nM1tMZU7Y2TXuev8uq3W8beO9gG/1Wd3/2NPRfvZK7ZdpKf9JXF9mC/BR6HhoAXL5CXg1AiHBxzbieEjmbYSOzUv3GCIB5cK8wgeDDdWD4kmnAWqBekIDh70jQd9pnaGxhbZzKI0tVVj+k5ybpF2UxVXD6wTPmdobB6oPU0sk1zHfdUYzqT+YMWnOTXB8VCnjunsJvG8BTX+t7b06Q0RPCb6wJArcbGd+oMRXvP8Fu/nncMlPrhM9IVPW82Nw41MLR/FEotmLtBWzo9iFGvzAd7OOlod0xeXCZ9yBIvGrYNxfehW7cFImxe9jlrTs5375hnr6Kpx+kxyZZ3wsKpmtLteGBX387Zn1E4YxhHXJCZ95cp6UR1P7lWtFbZqb1p/YvKJCnNB6+EZz4da+T5jHVV/8NhU49ZQ25119AyN5VpM/cGwN2Ufqm1+Z2pcnlpDJ3WcNrDkaVLDYgvHFsZk7cJB84luzxNezE1rJyx679yrWkfj8SI1FpM67B4+WSvooVmT5Yk205xbc6q9Sb6bE62jOxrDUHtsZx2FIec00SYae9bqjT3rltd5U1s1Lu8TrGpHnsQ1qePmlPF3NFZ/NN6pHf29Wdlr1+s3c49oBAsnlj5H+vOlTWvgWfcqeZrMq+a4uORpgiEm8Xgt7U0wWK+99tqobsq3LW3YpP7Sl9Y796p1LuBB56NWvVR/rV0THB9gSw/3vPaPYp2xjtJYbLDUzWT9wxuOmqGtNsXBpTVwqjE+7ncMl535mcatE5NcnXWvSpsdjWG0domFxlPzgTFYvcbbwbrmMH8H+Rrp6bFAFaRCIN4kiWDrpxjavzHcg06FsYOjb8XwoEHvcKLNji5g9aevF6LpfMdwzz0tJnxsd7QxyBkaTxey6yBXjadxpavtzmQ7S+NqZhpPGq0a72Dhw9qGf2TbTcd254WkMde4jnDIlxblqnPTLU0s/mFOcPQ9I+fmpb+WemNwqjEuTJ528g3jLI3L967G+hdXceJ5xHBpvZhiNN4Z6+hujuIirt0apAeMXY3p4o1BW23HzqidMPDYyfmq7xQnjdtOtRFTGq/xHcXDY6d/48Gwju5YXNJ5ipW2ttrEcFC7ntt8OGGqURym/VfuOL0s96ozNIZBFxq739mf5iusVa/JPg7V3w6XXQzcq0E8drjAcs/bwYGxkx/9s7O0SRN4U4Nhnu9oQ5c+wGR/x1aNi2+CV1y72hTPGTg78RifxtXxRJP6iKl71ZSTfnB2dMEHDgzbKZdwquPiPLo1vtcf+HgDa8eqGxjTuPQ7QxsYabPDRc2EM9UmjePRdoJ3hjaNLy54U4OTNmFOseDsmtcwDJcdPmm8o00Y+Ozg6J/G9idGi/js6GLsvmlzxjp4Hcupn+i+Bn88flTgUYFHBR4VeFTgUYFHBR4VeFTgUYFHBR4VeFTgUYFHBR4VeFTgUYFHBR4VeFTgl63Ax7/81M4axG8f+frr17/+9We/1zP5a4qv2/tpA1/z9DF9v/1z9K8F/lrm6w9vvfXWBcNfHfqrzJF44fjagp8K6bdG9Z/w8VvWvoLdX0HWv1I+lBNtfFXlzTfffPZJuYnG9PX7UPBo7C+vR402mt/rg4PH5C9EMOTa15w0nyw7qi/ucPwGq69A9JeuiTZypOHkL/4TbfBRNzBsfQ3HJwiOmq/d+Bqj2qGx3zyaaGNc+fZ1PRr3e1pH+fCHYS5kE43VcBrL1X2//9VY11u60kZM1h+1c9Rg0NjaZetrz1ON/eaVnwqxle+JNuqFPu+///4lHuvEhI85jsvbb799meOT2rGGqkHrDfNJuebWEZ3hiIvG5qiv2LEjcbXe0MXvB8ZlwscnTNQMbeRp8ldkMZkH3/jGN559fWsyx4vLvcpXGXGZrqPqxldFtemcwkeexCY/2qSOaYyH+4N7b5/sPlI3fM1Jv5HXV2D95f+opfE777xzebbAZTqv1nsVLpP6w8caYU3W3/Hk+cRabI5bS+FMv7lhbqo/a4YaXH+v76Far+sonOl93Hju4eIyR91/5eqoqRfrhHz5Vgt9jqw3jSeW7lfyNJnj1lD3J2uFdcN8muS7dcsaSh9xTWISm/444UMb7aipGzX43nvvXT6RM1m3jClXaayOJnNcP7X7xhtvXO5Znt0mfOghJnOKzv2Mz1Gd4ZjfMNSw/hONPfdZA/0ki/mtbo5yUbfqWJ7w0uhz1Ggs5//8z/980ahnnKN8jPvkyZMLJ/HBmWCIw32Kzs3LyVphLbZWWG/0n2hDY7G8++67l+ctc3WyHvec5LnW/OxZ6Wiu+Mu3mMyLnpeO4ojLfKCx2nM8eR7oPoUPm2ijn9er5gJtxDVZK/Rzj9GsO/f9Prhx7zL1B0NcrTl3+d51vvs4PuKZPpvQhM7WnN47uWvMu867V6ljz0qstesu/7vOq39rqDrW+r3wI/NcrcFRx7B6bXYEI35ikiO1I6bJOmq9gWGO138yF+CIy+sqtdh7XEfjoo+akXdN7RzFoA8+nvnlaWcdFQse9KGL+XCUj5isga2juE3WimrHazz3z17/HuVDn3/913+91J/Y4EzuMeJwn1HLOxpba+CoQ7FMtTHP3YNt1aI5cdT0xUWjzeT9l8b0Gs8cl3sxTeZVWNfb/c/0L4jEsphYaAkwEQ6cguiBapLEKCl04uOB28SaLOLyML5jFgE4YhPjxNJYYfnR+SbMUSw3QQVlouwWFF08wONGr6MLiT60OcPUnbhoPHlYxQEXLwrU8X0/7P88zvTAhU1e4Oi3zoWjuuq/mtqjNWu7Xn/ovtqB5abqZj8xeTI3abzzm7tr7UxuPrjDUC9immKkAZzm+c4cTx/ctEnum+NujNN1wtjiMB/kyfHUmg903jFzSmytNxMsccAQl+00Lrn2IsWL0en9Lv7mg/kkromJQf3ZTuNp3HUdnd6DcRALjeMV/pGtvtYJeNN1tPHcq8SzUzu79RsXcXWvmq6j4ihX6nhqcGhsOzX5KaZpPI1tXhXPtJbTxryyhsGZrqNpPP3jUVw8t3mhNH1BkMZqcCdXdKav5vlvqnHPJzTGZ6qxvnJuPkxrB4Z4aOzZrzeoq6kjW3UcnyP98k1PGNactOn6ke2qcXPiSP98caCvGp5qjAsc9zxzaScuXOQpreJ5dGtupvH0+a18G1tMU0tjzwJTjeVYPDTeybcY1nvVjs6t6/hMXy/qaz6wnbjUoNqxnZq+NPZm0TSexlZ/xTXlRI/uMVMMfPTFRd53n9us6dP7FC7qTZ5obDs1OOIRl31tch+njTrevVeFIWc7uRKHGrRO2J8aDHrsPhvTF5Y1bDon6EEXGu/M8dZRr1un62i1ovZw2dHYaxj3Fjrv4Jjj1d9UY7G03uxoLA7auAdPNV7XmylGde+PEcWzcw8Ob92e/kY34byxIqHTRaDJAmvy11oBVuSKyguLHeH0tdDCgjtZZHHqRrYz6fS1GPnrm//cYXojaiEx2aY3xHSmC5wdjdcHMrhTWzWe1p+6M+l8wgPe1IwPyw1ouqipNzmnzxQj/hbHqSZh2MbHdoonnjS+739iXse+3jd+tTNdaFeNpy+U4qVe6CzvU23MIzjm1RQDHw9k1gqf7vBJCHEeNX1wcKPHaYJhTP1aR3FyPFlH9ZNvXODt8KHPzhvdxsbDC1Kc4E0Mjibf/VHW8UQfHORL/x0TlxremePGl6Mz3ui2FtNjZw2kidqjD15TM7/Tt+0Eq/m5o7G+rTf2p6YvjcUzqTvj0hWOuWB/x8TUfJpiyTGc3XUUTvMhTkdji4vnNp8efPXVV49CXPzlJ413ahiYWGBNPxAAI21ovMNHjtN4+gdDGGKisdcN01ylcfNKnBODYy5Yc2jjeGLFlcZTHBxw8SwwzVXauOdZi9XP1HaekRoTH3lyj9nRWK3IFZtqo69c0Vj9TV9X0dSzsdfR8HasmLwGmdaN8XESl+2Uk77xsT81cagdNr1XyTGN/XF355kCB+tWce1oA4fGO3kSV+vo9I+yYoBjvYE15aOfeNSx+el4ki/95JvGUy7yJCbzXFzT+jO+vjBgTfMNR6OL+91OXDDM7+b4VOOeleg0jUu/VZ9pXHDUjvfupuuonBtfrmBMucCxVnh/wVoxxdHPfKr+pu9XrPeqaR2LKY39MWGqcTGZm+pmxzxT0Ef97mJd8zj1je7AJxOtvmdvz+RyJtbZcb5IPLrsarPb/0XGf9/YZ+hz3xgPuX4mj5cpXy8bl7P4nIXzkNq4z+csLnDOwDoL4ww+Z3Ch/1k49+Xyw77+MsX1MuX7rDy8TPqeGVNxtZ1gn5XvHQ4T3r9qfc7S+Vct7vv4nqGLMc7CuY/vQ6+fyQfWjp3B5QyMnRh+mX1fptjKddvduM/C+ajwEMdZmpyFs6vtmTGdhXWWNmfhfBQ1PiOm8r2r827/YoGzi7Vi7GLFa2f7MnC4j/+pb3QL2Cci/aXCX5emViJh7eAY319gYOwko7h2P+2JB4xdLmLyV8AdrDWml0HjXQ7V2qrxVGe60tgnnXZ4pTGMs3CKc7Ldrd/GFNduTPqn8Q6vuOC2q7H+O1zisItTTPTZsTT219odLHz039FXHMW1q7H+/hoNb8eKy3aKRRP3O5x29aExnCmXVePppw7SUyxx2eWzWzvG7+t1OO2Y/sU1xaHNrr7GFtcuFxjlaqf+9N3VGJdi2uFCG/3PwlB/eE3tDI3TxXPbGXx258Gq8RnaiGnHztJYzdB45zUILiufnbjwOWOO43NW3eAEb2r60neXD120M+b5LpfyTZNdbYppiqOfeFqPp3nSDxe2qzFOxXUBHPwDIx5TbQwblx0+MGhcHQ/CedZFTLtxhVG+noEf3EljOFON9Uuf4jpI45l7dayWdwyPs7TZXStwgbGrDT12ajg947LLp7jKf/hHtvWN05G+qy+ctLG/Y3B2a0c82i7OqvE0JnqU6x1tztA4LmdobC1mdN6J65aue0+nV4jE96aKn9NAeloUghTs7hs06HnotchOucDQFwasHYPhI/liq1CP4uGCh6+/2sKaGBz67uSpcfGAtaPx7o0wLuJJl6nGYvHVQ18LafKFf2TbfBDbNE/rXNjhgvea652FpPlgO9WYJjT2VRV6T00c1c4ZGu/UsBhwwMc8n2qDQ3W8kydczAW/Vdp/dnJUZ+NrzakpH/3EJde7bxLSF5a2y0dc0zzRUp7UcZyO6rv64xLONC45p++uxtUfvCkXsdFWXDu5wsXvw9MZ1o6dobEcpe+ONqvG0xpsvdm9/8pPGk9/z58W8RHbjumftm2P4tE0jacYxgyHxuKbGH3Vjec2dTzFWTX2x74dw4ntzE1903hawzisGk9rBwZddzXGpzre/QqtnO+uf2kDZ0djuYIhtimO+oPjK+XWCftTM5/oM81344onjadxlW+YU4z64iKmqTa4eF7z+mP68xNpQ185w2dnDTxb46k24hLHbu3IMW17PZ5eky1tW4untUMPOLtz3Phw6GM7seZ4a8UEQx84MPxUkvqZ1l/5DnPKJ21w2qk/fdNmmm8xpU9zdBqXdRgWLrZTq/7EN8XBYV0rplzgpPFOrsTRWjGNSQw0FhesHZxVm2ntwFAzbFcbGss7zInRovVmitG43jf2syzW5Z24wlu3H3v6gm32w3Erys/33TS8ceW3dZBGdkLYTSMs4imuiQnN7+HAkIwJF+PGxdaLlGmh+x0bscVlUug4eADym1UKQmwTHBhypS9dcJrYWRr3m2s4TF9o6+t3psRmIRDXRBu6wKB1CwHso6Y/PjhoLU5HcJoLFgAY+Ext/Y0zONM6xkUTT7Ed5aQ/jbVuREcx+NOHxkw8E33UMB44wdipP7WDk4YLfY5acxwfc3yCYcxqmD5yNdWGPn4HrjxN6gYGTdJHXFOc6hgf2kxx6NM6aq04iiMm2rrf0dZaPJnjcgVr914FQ83Ysul9U19x0Uc803UUD7WcPu4xRzXGpTzhoU3jwgcXNdPaNeGz3qvkfYIhLnNBvuIitqOmP43NLfpO7+PlqVxP1wq5wokmO+toc5wezfOj2py9jsKbzvHuCes6Osm3GqaxZt86OrXWinI+qWOaaGpZvqfrcbmyxWcyx2lME7+naU7B2NUYpmf+ieHSM7/5NNUGB7pYk+GIaZIrNQPDGoGLWj5q1TGN9ZfzKR9rsThajycx0bh1dKf+YNCY0Weijb4w5Fx/ukxwYMSHNjtzvHvVjsbislbg1FoM76jBUIOMLtN7lZyLCwc1M10rzAVaw5jOcbHAMS9Yz0uXgwP/0AUX2+r4QPdnrmHY0hifoyaWNJYjGDtzs9i84T2xuOC18/6L/nTZWUdxEQ+M7i+TuQCHeR6Qp53nSOsNm84FffER01p/k5zTWMOJPmKb4MjT7jpaXF5X4TB9zQnH70fDsKZP5yeNW0dhwJvUzrqO7tyr5Mk6KkfTexUMfORLLJPXDfRl8kQjXLrP/OzK/r+nvtGNDqLaJIHX4cBhk4kSFoyd/ivOGVzOwBCTwlIQYpvGl75ncDoL4yycqSbGN3lpo6Wx8xN71Pi2aqvG1oqd9eKjqDHVxLVTx/prtIajlqcWxg6fYrLdwSnfOxhxgbVbezDi0hb+UTsjrjCM/aK5FP9u7YjJ/U482m6+ztLmLJwz8nQGl4+ixnRZ56fjo7bOKX0n+QrDC8nudxOcuIf3ojFWPjtc4BST/QlW/R81puBto9FE22u03TUdXvmyv8MpnDMwdrnov6ux/vQNZ+e5LW1elrjwyF5kvj6qGtP2rJyHs5Mndawxb6hNDRdt59mvseHsxATnDAw4Z6yj6QtvRx8xsV1tYJyhzxkYuJypMW129dmNqzyJ7UVzweEsPl5/pI063o0Nt+z4n2Xr+bh9IQqYtP7y5n8ytl0XuRdC6CM4KF192uSnP/3p5a9VH8EQX3hI/gror4k09kmRRztfAS/4/VXc/yxP6/WGdP5oj4iPCvxyFLBWWCesydbmRztfAQ+ZNPapij4hdP4o//8iek5Tx57brMX0frRzFXB/oyuN1fGjxufq+4j24Sigbq0RPjXvnvdo5ytgPaaxT9Rqj3a+AtZjzxL09YnYx9cf52sMUR1rj89tvxx9H1E/HAVai9Xy2e9rfvzLT+2sMBD80Y9+9Mo3v/nNZ1+5n/w12htfsH7wgx9cHlZ9zH9iFtYnT55cMPCY/EURBj4//vGPL+3Xfu3XJlQufWjjTac+0TP565vF7Cc/+ckrr7/++rPfQp98BcwD1A9/+MPLiy9FNfmKU0K8++67F43woPPRv8TQGBectJ2vmHiRI1fxmNSfutPef//9y1elpl9rkys46sfD6+Qrdr0hrHa8yTPlIlcwvACkcV+lLYdHthYkOpfnicZyRJv33nvvUnvTr7V5MxeWmOg9+Zqn3OhvXtHH709OzZtFXqCY533N+CiWPMP5/ve/f5njk3XCmOXpzTffvKw5r7766lEql4dT+rz99tuXfE+/Ytc6qgbVjt8Dntr3vve9y4NzX2+qDo/g4SPX3/72ty81M/2KnZr51re+ddEJ5mSOx9u9ynzvq2RH4zK+2lM/5sLO18jEpfWX9ckcxwcP9wf3l+lXYL1I+vd///dLXGpxp3as6eY6Lt0j0v+h2/Ve1VcQH9p39RMXrLRtu/rcty8WOTen5Gp6H4fz9a9//fLcpQb9rv9RsxbDsR57fttZR2F0r2qeH+VjHtDYOur+Ml1HxdJaqqYn88ozAIx/+qd/usxvdTPJVfcq+ZZ3PxE4NXzMT9Y8P4olLjysye69k2dsY+IBx31TjJNnflzk/B/+4R8u67H680w6WUfVntrZvVeZ39bR7puTGjQfzavvfve7l/vL5HmfxjDkianjCY45Tud/+7d/u8xPOZ+uo+Ixt+Clz4XcwX/oa4737DfR2POWRiP9J9qgrf7E5TXVVGO198EHH1xw6POpT33qoCK/cJdveGrIejPRBpq56Xm9NWtyr7LemFM0NifD+gXbh+2pQXFZM8Q1WSvk6Tvf+c5FZ5w++9nPPmzwG17WCLGJS91MtJEjGJ6Pm1M3hrr3VOsoTtN1tDnuWYlN9NXP+OZlOv/Wb/2W04fNPDIf1rX46JpuUOtMc8t6M53j8mSO64/HJN9iYj3zT3+SBY7X0GrPWuHZeKINLp653K/kG8ZkrTAf1aCc02c6x2HI+c46msY983semGrjNbR1Ai/zc6INjdWwtas5NcFZ11GYU43lSp7Md1pNcGDQRVN/O+9Peabofa6e3cR3hs2/S3JjdEG7ISrQT3/605eiUljrmwhE7d164rpuoZBw+661IHno5eNhPgzHJQaFWxjOWWT5eQhi+mvrOMaKCx/94sKv6xLoIcgi+ZnPfOb/8TGOVn9bGMXlGA4uMEyUlQdf4zL6Zc7hoOXjnBt0N0RbE6aHxPTDp7ic09ZF3Thioq/C5A8j3jjcylN8bHFpHJMXZi9I4eSDR/oUW/E7dk0zUTIvssNwLox0ShtxwWLOVX90Nmmdy6e+1xq7vo6FizzDUDtuIPpc6wcvfOM3ji2jn1zT2MJIX7nCd/UpT/GLS/rBwQeO/m5k1/rpm8awtXBwMYYmpsYzp2jELx8Y8bDFAda1xjSRL31x6oavD/xwitM2/eIKI40/8YlPXOb8utCKO7wV51o/86Hacc0fovDW4mIbhljDcA7Xdb0Rk//MKv346B+W/mHx0VjX5UrezS8a47HqV1xigxNXW+c0/c1t9ffJT37yMq/ikya3NC4ufIyDAxwPMN7oEWe54gOj2BzjE0Zxw9EPF/Nbvm1dz6fYHWfxzSc+ciVn6zqaj9j4ZWkDa40bBj83Q+fFlM81hmM48XGslXNxyTcf9YeL62ljnzmvGSsMHNSwh/nWG/N81TAcGq04K598enHSvCx+feN0Afn5PzBw4td19Ze/tb1xdDGOxoorDNs1LvdxtdO8TcP6Xa+jXbdlOPBRgzRWf+JSO5nr4dmuGq8+YTgHn+7x1i/9XA+vHPB3Dh9+NK6OjcePTxj8nGe21/q5LueNI67qTx/X1xrmB1+DxZwTO33jox8ffPKB0zjO4VM+nHfdOirnWvrmo89dGqcPHzjWHHnCI+w05kMfbbUw8HKtOWV+uuY+bisudpfGqzbG12iDO+tF4Krfqg2+MPAwXjGoG3UsLm8WyXsx6RMf+/qyVWPHaYMPLOO4nxd7PjCMu+IYq9hpI1ce5P3Bcf0PgvWJy4oBu3H4uIaPXNPYsXuncdLGOQ0eiw8esBiu4eTPT93wcy6f+uvnWs11bb1XtY7G2fXwbVesatQ5XHqupTPu7p3FBMc5W2arX+PYh69e8KGxe4P8u1/hnA8/WI4z4zgudtdpLN8wvJZxLT/XNRYn1661EZe1ApZ1oud0fvppfDLHjbP6iAmGOu610Bo7LukMS1/xlG/naKP+rDeuq2HrRb7pYrtqwycrT3LlnudZVB3zF3/jwVjj0t81Y7H4eqZtzZKv1ecaI21gGGvVT57EhQu8+Kw+l4Gf/hNOuXQeV/pqTG1qxePcrXU0LulV/eHCxIlPYxm72F13zIwDA55z1gp1A4c/3Hz4h0Ejpm8xp7Fr/OC41uuP+Oh3l8b8jRc/49Om14uwmr9rTPb1ZXis+tG4Z37X+eESjnO3NI5LuNUgLnjA6DnbmKs29YFtnI75rBq75hjf9LuFo7/r8snS2JplTrDWm/SjyfVcCAOe63C6j1vX1TGDkU98Vo35iD+jn/UKH41v86rYcWnMzjWOY1xoIR7rjWvWivTjgwsM2zBwWHFcwwcPubKFS7tVP+Np8Bht0iee+tEFJ/dx48Dgl4+4Vi72r33WddR6DCfOxk5jfFasNDZWc4E2vakXZ330TR+YWeOsPjjD4d/zMax8wlq5FNPqY46nGcx80gZ+5lzX06+4rKNy5TW0ZyVt9YG9Gg5hwdDkSC2njzkq9kwuM/4w4m7fOeOo49ZROsRljdv5TD/jwFp95AuO+u3+wIeV7zBs1zx13Tj+AOCa+dSHXcUe53zxYPHQp3Nr7bh3ikl/OHy0NLbvGhwYrOvWYrlirsPJxznj8GUrTnydN45c0UZ8mlzFWz/n1trRr3UgDPk0t+ULPo1t4bBrXeC6pvFjjWOO4yUW5860X1TgCajIEQ9hn5SzELgJ+WspEV33gCRRBCgJ3szh6yZh0pok3pyRTIuTfl/4whcu4kiiN9Kd118jmBcPxrIoEV9/PCQSJxP4i1/84rMbvsTgwS+D5YUDHrD4mLT+IiSZxvbpPcm0MLkBGMODdfHAUMTi4Yc7HH854VdhWLD5eXGgrwT75Fsx6QcfDz6OxeGvQWKBj7t+isYxHeiHk9gYPbTXXnvtcgyffnz0Dwu+cfjav5UnE1zcxhKHvvTV6CNfn/vc5y7XV/0sEszEVcReOFgwHOujiStTK/obD1+xwDBm+sgRfWA55xr9cJEzmsfXm2piopW6LFfOWST4ac4bR1ww6AoPz2v9jKe5Rndx/eZv/uZl6xz9aNwCKSbjq1O8jV2NxkccckBfOvOXT7VjKzfOmQstSs7Tx1jGxZkfHPXlXNdpbFzmvDHMPWY+ua7G+eBiDE1OHeP55OmnTuVao5F4jNfDolyKi2985Apnx8VNYxi0sw/3d3/3dy8+/HBR71o4xsBFzphxxF/twOIjlzR0rfqCUcMlzq7za02hH47mpxrlx4eG1QIcYxnHeqGPerNuwVEX8sRHDqx/9KOttcQ2fWCodWOJVR7UMW2N+c4771yuG0fd6CfXuBjH2PiIW1zq0DlrDT6aGML60pe+9Oxm5Rre4oPBzzitJa7BMZ4c0cW+Oq820sZ1GJl5Ke+aPBufNvbF4BPiakcNyqe4xexTQ7SCRRNc+NHMdbk2p2CIH1/6WWsd09B8yWDBMY5chBMXvK0Jrn3+85+/aCNOY+Bc/eFIH7HDcF4u05nmtNHHekMfOVGjeGtMXGIyP/HCWS7xsOVHU+tNaxxt4BprtXKlLvjIl1jEzGyLW0xw6Us717quP43VLBz64dK4xlGnfODwU6P2w8FVDuSC6Utjc0tsMMWg/pi+PokCKz70onNrBey4mEvis6UpPvJBP7qoq5WP+hOXxgcP/dS8XOFiXsoFjdY8yZEGvxrFGYYcq0HcGB8xy6fx4Yo7LrbyjIe1Vj8xP3m63sGSE7WEg5isO/mIHXfHOMNQo7jBwANvY7am2P/i0+ccpp8a5as5tj6oTTWKO1Pr8m0MeYMPFyd5FQPd+MhV+pgLMGC6JhZY8uSc8dIYtjpoLYDB5Fvcasc5fWHREGemLy7pRxPaiDmd1/kphuaCrTlFb3McBs4wxCSnxjGG5ppPnuGCf/Mbd300+OYnf37mlHNp57xapjH9mFzTVA7lCH/X+BkTvvM0DBe2+11riWv0k1M1w8wHNUMf/WDwEZv+Gh/X+fHBU1x4iz2u6lgrFvWlfwaDhuYMHWjbp8lwsya4Lm6YciMuscMsLnzop0aaz/zoE65xzeH4ep4q5upYPPQ0Fi76qx38+NJYXdToohbSprjUBJxyQ0Ox4JI+6lPDVzz0a93CxzqhP430wcen/oqJFtbRNFS78OmXwYFhPvCDj4u5gLtx6SJHvaaiT3Ove4y60uSBwVUzrYH8aISTfMGQPzh4G8M5sf72b//25dg5OcADDg3LKb44yRdM542HP4Oz1qg4NGuFa5pawAkfGMZRf/bxtzWGuOQLNv3c75o7nin017qfqQN5iAss9eC6ddl5+spT+pW/nnvFIE98XcMFBr644A8XjrhgyRuu/PExh/FtzSku/WjDFx/ayYH+fPA3tnzzYfLkusbkJu2MBVM+jdXzFH1xoSHOsMtTXGzhGEcuxat5Bi3vsN3rxKNG8MNnXUfNR9e7V8HoXsWP0Rp/6wD+jH40MjeMQ1dc6AMPP/FUO2LSjCcu3HGBLX78qmXjyJnj6o8PTPyePL0/iBmOfni6Lm6mn/6um8dMntSweYF3Zu7CEkfrkHgYbPNFgycHdLDe8NXEHYbY8OsZxzgwNLF7nsJNozHO5gM/OuDQcy0fOHi75ti9xzpRPsWtfmlESzUDs3s9zq7pb4tH43e/g6mPpgZh4KqOzDv1ox8exsNXHlh55EcL2jQ/4fi1gJ6d1Tr9+JnjDBdmLlmvrac0wIU+8OyncdroI17XxJbG8LwuZThab3Dm69g45hMuxZTG+si782lDv2pL3HCKwXOveueDJ31gFRMctUcjGruehuVAPeKkfsStfp3DFRctXdQg7YxPv/KKN5/qVC0Zp/U4PrjiYwvXWOZCeVe7+orLdRyePJ1n7TsWq3lrjsPFGZfqkA5yqE9xyw/dmpuuse6J+IgJD7GrZ/k2njXddfWIK/y0uc6TMVw3jjy4DtNWvsUuRnVpDNfwF4f5JDb1Zf7yEbu4NCZHdO61A840hiEmOcYVZwbDM80ae/lLY/3UKF9xaa2P5hRM58Qu33iLD1e8W//lzXVj8XdN3J6NYTjWVyw0Nh5N6SyXcHDRnw+e5Ul9yqXYmXx2n5Jrc8UYZ9qpb3RHTEAF1bmj212M+q/boxzyL5a2nX8R2zi03eWwi6N/GG2Pcloxjvb9ZfnHaRrTmbzO4lBMu9zCabuDdxbGDoeXrS9NWNspv7TdxZmOv/aLi3Pr/upz3/7ab92/r9/zrsPZtbMwwmk74bXTdzLeQ/qcwQlG7SFj3vKpf9tbPg85t9v/IWN82D7F1PbDHv/WeLjsWLGchbPDpb5x6vijsF1j2tF6p286xqVt51/Etnji0vFRLrv9j473EP9pLNfYxXZ9/iHH9b3ePqTvtU8Yztt/0RaHti+aT+OvOnXuyPbMeM7gsosh9jMwjmj4YfmeEVcYti+LncHlZYrrjHjk5qyYzuJzVr0U1w7eGTGFcb09yuuMeI6O+WH4e0PdHwW0NDpr3NPf6O6df+/u9w6/c5m/CnjX37n1LwX51J8P3/zr33XYxIBhn1/GR/8Vg4/zGmvfeZawnXfOPtzw1/0Vp3gqwI7D4LvyWff5sHziIS7j3YqL73o9LuHE03Fj2c9cd37d2l9xutZYtqtPx/dpo08aG9+46zj2rzmu4+iTDxxxs/hfDn7+Tzhxv/YJx7baWX2cb+x8HGurNU5xdaxPFoe2jXPLx7ni4r/62K/vOk4+tvrgYn/1j0s++ttnYa4+zuFxn088wsgfVvG271hbzbE+mjysffLr3H0a57eOFx9b18NozLb65FMsxaZfls+qseu3fOpPxzDDsXUujcO1ZbZa/eCHlw+/zuNjvz7XPq5prSmwbvmkz/V1vo3VNg3wYPmEEb7tuq9/fNu/5YPDist3Pb7GcL1x8ouL4+rrlo+x9Le9jr3zsPTNFybrXOfDuIUDK071i49t123bd/6Wz89G/9m/fFcf+8Znd8UdP9c1x3CyMJyvrePwy8f5FScuq0/4YTWOrXP662dLI+dWM0bj8Ou4sTrXOLfW0Xzg68+3/XDCvc6T81l9r8+tx/Dg24qpPo0DK58427bfWHz0xSecdRx+Yevr4bDjMGxd05/ZNtbKp36uO9/Yt3w6l98F+Ok/9SmOMPPn17lrjVef/PJ1HKb9rLjEzYrL/sqlvm3XsYwRF/uu8VstHs7fpXE+K9YtHH6t/Y0Xn8aGYX9t8XGusWyZcZzP8lm58M2fXz76VhOuh2OrhdH5Wz4wNNfaz99YnYdV/7auM8f5pfHqAw92fOK8jmM/vzTWp/PGsQ83HMedX/fjYrvu59M5x7hoznU9zGJ2zX58LoM+/Yd/XJy7K650bdxrnM6H5bpzqzmurXj54OI8DPsdd912HSes4nLM1r72b8UUTtv4hgGna2E4rrnOXFvHX/d/5vEzH/h82TUf59PDlsXncvDzf7rmUH3d5dN52/Yb27a4bHHRnF99ro/hrJYO4s0aq2MYcSjm1acxnLPPZ+UWjm04t67r23m+7duu5rhrzod57eN8uuRjjCyMtnzsZ/Y12sTN9hqDT+fSp2NYK45j1zrnOIujLVt99NG65no4tusxvj4VqX8x5cOv8/zsX+Pmk9/K6y6cMNbr9sNom5b5Oa+t512rrXHxY2nc8epTvM6t+44bx3nzrvjDaUzn2cqxa7b808R+LX99O9cY9Xcti981nuv584mPuDsfhmP9G6d957P6hNMx32w9d72/+sS5eQWDP6ufcfKLVz75Od+91Tn++YQDO5y2fBkf5/Dgd2sd5XONEc46lnNpA49dx+W4WPKPZ/5h38pTPGDkF05jxSnfcPK/EHv6D7+45HvLxzm6sOvrnXNeY7C01VxbNW7cuNYv/PDg5GMbz8471/UVQ3+c81+58Hcdh1t54puP63Csg/muWDv7H3sKeNqf2nx030f8fUT/T/7kTy5fofAR/qPmI/yaj7P7ioCvAU2MaH7g3FcDfEx+woU8Pnbv4/m+xvCHf/iHEyqXPn3l1FcIfER/8vF8Gvt6w1e/+tVX/vzP//zZ162OkoJDXzx8PcLXVKZG477C01cgjmDRmDZZX13v+MiWNmLzdSJx4XPUfD3K1zLk/M/+7M8uXz85isHfVzJ87QoPtacOj1pfQcMHhq/CTM3XXlpEfc3H4jMxX7nS+irMRGNf1aOvfP3RH/3RK7/zO78zoXL5mg8MZkHtaz5HwCysvr7jazYW6+l/mmJMeWr9kqvJmqN/Xwn6/d///ctXj47Ek6+1GJ833njj8vW7P/3TP+3Sg7fmJn2+8Y1vXL4aZl6tN7uHArWO+sqU9VRcU3N/wck64WtZ8n7U8KExLF9NtA5O4jK//ZyVr3b6OtZkjsedxr7O5itx03VUDYtNgzM1cZkTO+soDtZA66mvDvf1zqOc1Mzf//3fX+Kh707t+E9laOuZwv3XfD9q7lViY9abSf3pa/3z1V5ccHKfOGq+XuhrpZ5N5JvGE7Oe/+3f/u2zr6z+8R//8WEYX7nEQ0zuLXI+NfVnjrNydRTLOkof6+Af/MEfjO935kFfYfWc5L531PS33nzlK195hbZ+EmKSK28Ee74Rl304U5NzzwPuUepvUsfWcnzMUVwmNYy/dQIOnTxL+vrrUTMP8Pmrv/qry5ruWZ3GR9d1msgVPjB31hs/OwHDXJjeq3oG9PwGx31mYuLxtXBrqDzR+aiZ4/j4T1VpW84n66j7pjVYc5+ZYODv+c+ag4t1Z/Jc6zlJDTKvFSfa6CvXvjpunfBMMcmVe7ifeXB/oLHXeVPzfKP+zXHr1kQbY+NkHfW6oZwd5WS9UYPMc85k/dNXDdLYmoXLZK2wpnsW6F71F3/xF6BHZu0zJ5g6njzzW2/Un3X9i1/84iW2CZnuU7ZqD5+jRl/3Xj8FpP9EX2PCgWHdkve//Mu/PErl4u9ZSx1b293Hj67nDSpHdLEGeo03nePqWEye+eVaDU5MXP4DcPNg+p4HjNdff/3Zm4z0ma6j/XzJl57+HM50HaWx5y73Pa9/p+8rmQswrMXuVZN1VE7oY56794prWjtf+9rXLs9HaqZ7+STn1nTvu+GCk3bUrMXWL6Z2rKUTkyv3Gf3dqybrMQx83PfUjDqe2l//9V9f1lE59+w2zfmt8T/+5ad268LknCKSOL/PosAtAJNJB8dDt/4SMCmG+MPBZ8oFDj6SaMJNH+Th0MLCCAPeRBsTVz/9+90n+0etXNHXA8MEozHTGA5usI9a2tAHztSMrb+4php7Aale1I2Hw8mDC/5r3exoTF9zQEx4Te1a40meigsPukw19mKymGgstomJgT64aFN9aIOPublbf2mDD9yjtsZEl2meaCw/4vLA6sZxFIu/BsdNfqovDcI5Yx2FQV+5PxpTXPQTj3kOZ2Lyi4uHBHzoNDVYabzDR77FZTs1XMQjtukcp6+GB43hTHKljvHxBo0ahjU1OOaUOW5/wkcf2mhwJhj4G1+e8NnRmL54lKuJNp4rmIdMD76Th0w6rDHtrKNw9E9jxxOjK4ydddS4aVyuJlyKwRv39J3OTzj6tgZOuOgjX3C0nXVUX7miTTFOOMlVdTzVRkzWC2/OeA0yXXNWjek8NTj6a1ONja1va4X9iZVv6yesCc46x+nbvdP5o0YbNWN+yvcEw5j6NcdhTnD0oQkcbaJNXNTcjsbWYnzUjPV4+mYRPmv97Wq81h/coyYmHOhrntNpYnDkhz6wJmtF9zv159lt8sfLuNPijHuVOHbXUdq0jk61gSEmfNTxRN+0obO68UxhTYZ91OIjV9qOlavWrQkWPmIKYzIXjFtcnvnlfWrer8DFfIA10djY4lAzcOxPcczN9JnOcXz0lW9YO+uxWOgjtqkZXw3Tlz5TbfTDo9qZ4OhDEzjaVBta6IsLvGmuYKzr31Rjf1zzXNxrkCmfW+Of+onuWwM8njtXAYuav6L4i04vlnYK/Vx2Hw00f5Hsr9otAh+NyF6eKPx1nsZaD6wvD7uPBpNq2F/H3RA9NExurB8NNR6j+FVVQB2733nw0awXj3auAh4yferKswSNd19QnsvuVx/Nc5vmE3u09cLgzAf5X32F9iPwBrfmE0bud9aJR433dX1E+HAVsBZ7DWKrfr258mjnKmAt9ilEW8/E3sR6tHMV8Ca3OvZ+BZ29gfX4+uNcjaH5lHq6Pj63na/vI+KHo4BvtVgzvAbx7Hbm+5qnvtHtIdOC5oWpB/npX4UEGxaMnYdViyyM2iRlPUDb+svH1Dy4iC0uLU5TvJ1+q7544DS1MzRWM9nOX5BpLDaTREwvUmO5xid9JxqfORdWjc2pqTbmeBrDmOKU751tGsPAY7JWpLGY2E790QaeNtUYjxouL1pfmpjj5pQ25SMm+rAdjVtH4zLhU85hpfEER3/zSq7Nb5ymdsY6mr447HARl3zBmK6jzYNVn4nGUz1v9WsNLK5bPvedC4PfTh3LlYYLXSb3Bzmqlndiui/mh1yPB05sR5vmOJwXvY6uGu/OcfHs2JkaF5faqx3lFoY6bh09isF/jetFa4yPeIrtjGf+5vhk/YsHTt1ncDxqcMwr+taOYsiT5oMKMOTcdmLW0eqOPlOjS9qEdxSrfOu3s47SRlw0wWUnrqMx3PJfNY7TLb/7zp2tMS5TbWisjsv1FOe+mB96/Yx7FX3FZY6+6HUUjzSm7YvWNy62O9qcvY7SZWdOiadn/ukzzkNr9CF+6phGcTG/jpqYYLQe02diMHbvVcbFpzWwuCZ83O8YTXZq8Ox1tBqcxJQ21fBknpdvW0bjl9FO/ekSxeATK36/yDvy05uZwoTlt5AI6NMZR60E+P02+7hMkqCvxUhcPvHUV3oni0C/rZMutkcNF59uo3ETd1Kg/tJK327Sk4d52jC/UQYHD+2oNnBoI+ea2jmKkY7+KqTRFsZEmzD6/baJNvjIlbhoY4GbfD1JX7lSf/ZpMzX5hkVjc2pSf8b2SQgalaOJxmpYTDSGM9EGF7rCERO9J/q4qRYTHJ/in5q4YPkru5gm2ojDp7Bp4y/01fJRTnKNjzWQTpN5ZW7q6zdz8TAXJnXTOqpurKN9SqkaemhscPo9zV5kT/nIk99MMxem65Z4rMXFMaljMbHyhMuUj7pTP+6hEy7lofsdbbVJHYvLfHJ/kCv3q0mu5Ik2sKyB0+cBsfl9PDhxKW/F/ZDteq/CZYJhHHPTmlyuJxrTxloBS386T0zN+I1Ga4bamayj1gn9zQl4O58uWu9V6nhSN/JsPsiXNV2eJrkSUxrrP3ke6JnWb8uaF3I1eR7tXmUNlfvW0UnOWyv0bZ4fxVnvVdN11Jhw8FHHYpzMcWsDnf3/H/bp29w6Epf8yHd8euY/gsEXjtqTq+6bkzoWkxp034Mjrmkde6bIJmuFOS5XNDa/dnLuN59hyZU5PomJxu5V1oswJhqrOzkX03Ru0lU88oQXm2iMg3jUjrzvPI/KNwwaV4MXYgf/oQ1OxUOjo9acEp8chXUUx/pAY/NCXJO1Ql/6iknup3Mcd/c7a7G4xDTRRn8NlnvvBAMXHOgsJjU4eQY0x+njWcmcbF7BP2Ly1Gs8Wvep+SPzXAzlW0w79/F1HRXTZB3FR56sXdXvJFfF1TO/Gp6sW3BaJ+R+mis4cqWFMeFjPuJBH/rS6M3cDQ8AAEAASURBVEi+q691HcUtrbv+kG0ae42HU69/J3z8Xrj6wwvORBt8PAtYk2nMJrWzrqNimWhjbLmSJ/OdTZ5r9aVLz5I7z/zmgvqjsZgm2lwCufHP8Xdab4B0SjFJov98SvAWlolJgGQqUIWhQI5aRb6KdxSDPxzCW0ws/BbdicGRRIUlNjFODBc357feeuuydTyxFiOc8JkaPbyRQR9cprnSvzblYmwPCupmR2OaqJsnT/8DDBN4aupfvuFNcSwkYoEj7xN9469/Gk/rGJYbvXluO53j5rX5RGM5mxp9ionOE0tjMcHa0Vie6SxfU23MI5qoQevElI/8iMd/CIPPJOfGxsGbYHI2wZAT/cRF4+k6igscGOY4vB0+9OnNvQmOPmrOf+iB03QdLS75li9xTQyO+nPvlaupwVF/amZnHaWP+wyN4cCdmL7WCfqYW1PDR+3JFY2nfM5YR40tT/iIb5pzNVyuvKExNXmisT9o0WdiraPehNhdR8UEQ4M7MZqesY7SJo2n93H3An09t1m7prlSw+qFLusbahN94OAkPrgTE5c6Njd35lS5EhO8iblP0ZXGnkmnGpubaSxXjo+uFfxpaq0wx8U3rWMa40NjMU1yhY++uNBXzicmBn3d86wV9o9q07juL+rY3Jpi0KI5vqOxedB6M9VGDHJFY5ym9Wd8deePYup4x6zlaTypG2OLS/3hhNu0jnsexcf+1Iyvdsyt6XOOPInHG1ieT3ZMrqud6ev67uNqZ+eZ/6x1VJ6tN7vP/HTxQRDrxbT+9FPHtLE/XSvk3DxvHZ3gGL+12Haab2PDwoVGO3G5Z2rT5za1b/ze99hZR2mslsVFH7hHjTY4yLf6m66jaQyHPhMucfcf0FsnrDvT9c/44qHNzjpK19abHW3ULm2sX9P1GIb+am/ntRmd6Utn67I6OtNO/Zy5whI40RTDtLD0018xTBeSRIJBtCkXOPriAWvH8GgRodXE0kVh7UyWcPxlyf6OiWlX47MKuzyJaZpzulpMTOAdXsaH5a9Tk7+WyYk6EQuNpxjllja7uYYFo3xP61g8PdydMa+KcbJdNd79KyKNaSOmqTbrejPFoAMuboRuQP4jv4kZHx848Hb4wKGN3O9YGPCmJg51LC4407hgqGOcducWXWgcn8knD8rRjjY0rYbFtIOlL43hTDUWk7XYOtonIaZ5p7FPY+zERJtpLCtvcVkndrTRd83Vin9kHw6NaeOTOBNrTu3Ob2OLSWNTreU4jacYxl9x6DQxGOLx3OY/5ZriGFtfGu/UcDj02eGyanOGxuIq70d1jguN/QdzYptYdYzHGc8mu7mKDy47OdcXBl2mOLjo657n01tTHHnBxT3ujGeuNJ7WoDlQ3e3EpG8aT+eVfvT1psjkk4NrzdOFxtb0qTbwcBKX7VQffc/QWBy4qJtp7YghjaefiEznNa6pxvi03kwx8IHTPW9n/YNTHRfn0a04PPup4+kfL40JRx1ru9pUx+Kb2oox5aOfRmN5n+KIQR2b49YKOJPXDXDUy+46avxVH7gTW+tvJ1dpjMOOxurYGjr59sga/6rNlA+MM9dReYc5MTFUN9N4Gtcaof6sxzs5D2/dzl7RrAjLvkA1JHeDNlmnE3ahdME4AwfmGThnxrXGeXR/5XFWXEc5rP5ncIBXXG3XMY7s7/ZvrHBspxbGtP/ab4fHLwtnl9Nuf3Gl8S7W2Tir5kf3Vy67cXmI2sVYdT4ay7X/GVxg7r6Q7J7X9prnh31MF1x29dF/bTtx7Gps7LO4hLMTD4yzbJdP/Xc5rThTrDMw0jWsjifb4jgLK7wJl/p81LiI64yYVpwdnePSNt2Pbuu/w2WN6ej4t/x3uZzJ54z7XfG0vRXzQ8+9TBi41B7K/5bfWTGdwQW/XT5n8ohL21v6PeTcmZweMt7zfM7ksqsLnmfwCWOXTzjP0++h13axdvuvPM/COgPnDIxig7VrZ/E547XrGfe79DhLm/Cm2/Rtu4sz7V+/XR7h3Nqe+ka3ASoI26kVsALdfZFckcOcmr5ncdnlExd/XQprGlcx7Whj7Hjs4Oz0XeNPnx28dCmuFf/I/splh084+OwYnB0ejR1O284f2Z6lsTGLqe0RHvUvlrM03sE5kwserRVHdckfHzhTfVecsDo32eJyFp8zcHbudWv8cSn/67WH7u/0XccoT7Y7dgZOGOmzwyeMnbh2+q7ci8t2B3PFWfGP7tMmfY72zf8sLruaxKeYOp5s47KjTbpYi30KEdbUwtpdd4rLdmph7MRj7HDaTvjUN40dTyycs2pnp27ij9Muzoox1Qaf9TXeTg2m7w4XfPSvOZ7Y2n+XT3ma4uiXNrY7Vv81vglenKYxNWb923b+6DZ9pjj6hZFGRznkD2vK4xrjLC5wdjilzw6G2PDY+eR9+sA5U5twp9tdfRv3jLjCOEsfOZ/mvb67+sAJY8rlTI27z7UN++h2jeto3/zT2PEZ2qx4jfHQbX1td+tP/9pDx3+o38f+j70727Etuco9vo+4Rrjvmyr3DbbxBRIChBAPAG+EEE/BJQ/BBTcghBC9DbjDNm7KvcE2/QOc/Vuu/3YwT2bVniOm8XadDGnmXGvGiC++8Y0RI+ZqMvNx4ObvSB9m8XV6f/LBr8q//vWvv/2pBTedZ5uv0Tv8SoY/1zD5x0jm5BouMPzK84QLDFz86oKv6L/qVa86684Te38fCpZff8Blkhg40NmvA/kHGr7mP/ELBp9sQsbv/FkMGsPgF7yzi4/G8qa2889X5Ixff+gfeuBztsGgj8M/e5r+urxYwWqjn+C0ForVjjY0brlP/6ECLenrkDP5dlZj/sCgsV+Bna5xvz1CY03eTf4ZAgyx8mtkMHb+wRe/4IkbLpP8w4U2+PgHLhMMepTD6g59J37JF/74swbWtxye1K21jtLGr5ZPm9oHL33P1hvzGk8f2tBF/TqLA8N49a86Mc1jnOD05znEfMJHztR2fs1OrZCH1fRJDtIHhl9JEyv14qxPfLEWxLy9brLG08TfIZS/4jTRGI6Y13CZ+GS8WiFecZloTBsaW1PW5nQfh0Eb68Ax2WeurKNX7FV8qo6qN5O6JU7qBCwHfaf7eBrLGRjy+WyrbvHL451/ohYGXeTeRB8+0Ucu4yJ3Ji0cZ7pMapc1IAf9/UrjrasdjYv7zl6lVvDJeqLvVGO+WRP2mYlPYsIfGHJPvCc4eDj8bU9rweshOJMaqKaniXhNMPjFJ7lMm/BcP9PUYXHS+DXRxlgYYg7DWpjgwOg1CIz+iR/8s60/GSHe4j7JP3PSp70KxnSvkoMaXWg0adY4jYv15J6r9YQPnJ3X9WKFk9b90lm/5K+44yOPJ/qaMwxnGu/UUblTHT3rD3v7E23kDb1f97rXTWBu2lrjMOwx6sSkVtDEgdNOHRUr+Wcftz4nsaKNoz/JJ4ena1Oc0mPnfvSKOipGNIbVfc4k6DB262gat8+0B0/4+F8JNLamdu4l3SeVf9M6etVeJVZyh0/yeFKP1b3WN3/EfNq8/oWHD5zJurpv7tld6T1oiCmMr371q29kpwu3cTuLH0WJSTB4Yd5D/d7LMIydvjBZgSWSxUenCtPa/zSPcZGUFq3z1K9ihceUS3yLEy4TLGMmi6z517NFwjfHVJt0dYYzbVdonA/W1UTblXv559oOFr+6aY7fOs/TPKYtDs6OaVtzZ+qTcfk0xYi//GuDnWpjnFjhNMXAx9g2DedJowecNp6pPuHIG/rsNGsBxo425qdvfk35iJMbn+I1xTHuijo6jfORN3+qf1OdxTyNd9Y4DNrsroc0dubTNJdpU5tiGE+TNJpqnCbdV8Tr7Nn8a/6dHc8+X6zxHV1g0bg6McXiU+tyioELjY0Xr2mcGu++zRqFOW3GXlFH44DbVB968Mc5vIlf4exoDIMf3RtP+cAw1nm3nlZH4zbVBpfdvYpP9s7qzpSLcfY8eOk0wcJF45tj2lrjOxqvecenacOBXzA8njTj1ryZYDRGndB2NS5nduK9jt3RmC9r7uTrmTOMNN7JPXOqEe1V05iXfzt5g4v58QnPtbMNBk1264152xv6IOAsF/a4tN95PI1X2hi/k3/G0mZH43zonqvnE33kcW0Xp/yb4tCYLukTr7NnOLt1NB9o7HHPz3Jh74MR41sbEwxj0obOUz5r3u3k8VUaV2+m/qSlePe6fhcrzM6XfqM70Ifzj08BieDwiZeElxBXJ8WPj/1PB7JPutK5wv/Twfynh6UbHwedHzT+8cQtfeUzjXc2xR8PwwfUBwVeXgF5LIfb6x7y+OU1O2vRPcWDxmeVezr77ifct7XfPdy3PZ12T2tFY61vadL5QeOnVe/B7llRQB73GkT+ep330K5V4EHja/W8D00e9zpkfUP2PvuH6+cVoHHt4d44JR7OP20KuDdWl+15V9+7/czvPG5XCeJr+f7j+Ve/+tUn3w6aLDwO+/UQX2W3iPtU+ixPovkVO4UWD59gnG1tiH7FxOHbItPmV4P7lSvBnPCh8fe///1Hn/zkJ28auwnyicrZ5tcN8OmGaudmisZeXEzfeKcxLnxziPf0BYpfU+lXVWgy0fi73/3uI8cLL7xw+1TRp5OTRhM5LJ/pPImTcdYCfeD1TYYJn1VjNx1Tjf3qjV95SdvOZzh973vfu2msVlib01/Bpo91KW/k9EQf9cHYcHwCPG1+ZSt9aDzRRr7A8SvYfeI/4WMd/OAHP3j0uc997pZ/ftNm0ujzne9855Yv05vV6qgclDs7dZQu9CmHp3ksZ9Qu9WayT9ESF3VC4+NUH+P9epx8VkcneWN+PqkTjkm9wUOzFnbrKBw8+DXdp2CooZ/97Gdveye8nV/ltnda67SRN5PcwYfOjnIQz7PNvYD1UO5NYo5D9cb46T5uPX3qU5+6xRzm5Fe526vkzrQWpyEMfuEiVhNt1FEai5c9fBJrfPiCh/WgTdaVPVzd++u//usbhpozqRXtVbjQZ2evMt560qZrgcZw1MGdOooHHBrJo4k2MMTpL/7iL25+iXnr/ObkU/5QR8Vc7uAzvf8zndwTK9pokxykBz5eW/FnusZhiFOtutPzpznjIuZf/OIXn/x6urU58cu9iXUBbxKn+NKXzt37TbiItRoof4yfaiwHxUkOOSY4uHzzm9989PWvf/2Wf9M/+UAf8RZ3GuMy0QaOtWmvyp9JPYbBNxprYd2enPghB/lF62mtoMk3vvGN2yEP3/jGN55g8D9Nq8X84tNEG3zoY99TKyYYWFlP1VF7xaSOGidf3CtpEwzjYHgdLY8db3/7210eNWuKzjuvG9Y6yqdJ/UOevtVi62kaK1j0oVO1y7UzTY2hLW0c7o2na1zuWeO7e5V1aU3Rd3KvxH95vFtH09F7DdbXzr3Sl7/85SfvD4jVNObuJ7pXEqdJrOxTV9VRcbLetUk9tqbiI2bTPDa/13jeZ+iea5o7sI7t0o+KLVgBkFg254JIwB6zSdjIWBASh40+gtk0LDq/MkC8MCxsGM5rWzH0CQA7N0Aew3bD2jxszKVvbXDYstPvUNgUEZz6lT39DuPZrHzqc9b04yKAfINv0VVsG6tArC0eOLFxWLA0po0Eg6MwsXWYC6cwu74mMS58Udhoa7z+fMeBDay1rX7Bz3dc8DDeOTs28QkHH3ZpA8NB35rNbLUJI5/YwYHBTtNHP9rQRV+Ljm+N5VePjQtn5dONAn3oZMxRPxhHHDbwtFVj+op18c4m/VYcPDpc5xN/cDGevuaJL206bhM//gH/qB8bGjcXbRSSVb+7tIGV78aySR99fIPhsf5iFRdnXFcMftPVeuAXPH6uhS0u8YUTF2eNjXHlDh5yJ/3SxXltxQmOvjSGY+yaf9mEFY7rbNOvfvkHzzpd88+49Ft9iquz6460qf6VN9k014qDT36ZizZwqhVugNQeGrPVxAEGPM31Yumx62z4o47qMz6MbOJzA3nxB1t8synmNIa31lE28WBXazystV/OmJMu5V827Pi+Njgd+h3FnF/ijUP66U8bjzX92YRhHjnsBQEurscnezi4hgMrLs6uZyPeMF3vjblsioXxtaPGbMQ7fjg1lzFhHLngetQPjnVpvDxebWDRb231s9fMVQ72JgR91zUeRnzSjF2NjTwWc9h4wnVmv+rXGOf6jWGT7zTGwRz8YsemGMQFxtGnbMQ8u+oxHK156ncNflie6+MXjfllrFjhk+9s+HnEWfvxESP6ONLnaTROH3zMo17houG6auxavq98moe9fj61V8GXw/jidR+GsfFmQz8HjWFq7Z9pfJc2cBzm0w+DNmv9wze/2eTTbZIXf8DIL5fShl/wjNN/tHHdUYuLs0Yb4+UfTuIld/Q7cDEe77XxJxt9+OBCH8/dH68au9ax4tCYnWYe88FhS99yj51r2Rwx9Dv0O/gBxxrvDeE464+Lx2tLv3yXf3yCB6e1aYyx6ROGccXSY/NUK2jsg3N6w8E3m/iE4wxntUkbfuFl78yGfRirT+myaiNWfOpewBrn99EGZi2/VhuaOGgsVmzS2GN8cYqPa9mEu+Yfu/Q1D1vj79K4OMHhDxz+9Ca1ffxYA+GzXfms+sVXvYHPl/ZNfLS7+MQVFuzmobH7CnkDz3G0uYG++IO/+p211hSNNfPob724xm9t9ekuHBjyj49p3FzG5vsN7MUf9ZuXjbnyqefF25Aw4uKasR2epx9d8EzntGFj/Bon19jmf/j4WAvtncUqjPh4rsFwrPqZp3rMBja/8anFpXldjws8jQ0+csd6KnfyHRfj+V+LSxhs3AunMQyY+MDRjO9YceKTDSz13Hgtf2Di4cB5bc2DT1zpK3dgyWPXYWSTX67X9DWfa+axNttf4KTR6ju/wnG9/PNYH20c6o1mDod+R1zYri2+4eCDixx0hmkuh5a+Kw59jWeTNnDEm8br6wa22eC0Nn0d2dBXDnY/ap44GwsDl7RxjU0au45DGLS1FhzxNj59jK81T9o0Fy72cDV01TgeR7/oss7FjrZwXadVNvl9xEgXZzb5ZT3Aigv/VhvYazPnOhcc+efgV3nD9xr92NVgOLLRZ57qKP/oqx8Xtq51hOMcFzZw+O1Qt4z3Oi8c9vrgrE1/nOqH5c1p+DD6oo3n61zsHFoY8LrG9+6VVo3hNNac2a8YMF2njfyDUzOHo3afxvFlB0ecaOOxvQpGGpuLNvjU8GHjrBlnLnnT2lZzzANHWzW8XXj8Q1+Ha80DB6a8S4PG7J5/pM4u0uPxnFbUvv3tb9/e6CakG06JQSDkBYgonPOcaJKHcxaGMYqaheINc99C1KfAaYQzRwkBg2gEbkHos2DNhYtvJ1k4b3rTm54svgK9Jgx8OHjAygYPN3YSjD9sJAZefDFXCwafktjZczgSyrcHYeDy2te+9lbgYLExno3muSMe2cChTQlBh2xwoQP94IuFJukc6ze0jLdwfXqCo0ILxzxszX1XnNjSxVw0bsHRWAxp4QMONunXQsBFrHE0HwzPjYHjk82afvqaT4NB42LuGr4Otvjqo59YOdNBzoiXg00ae9whL81jPv20KXdgeOzaUT/zObQWLZuKgHFiReN8MRed8DZ/uWBezzUxoA394LMp//DUxy8Y5sKRhmLe3OaBY16tft+sNJcGnw39NLm1rivX4Dis3/SirU9a5Y+59eHCDl/X5I558KGNPpw9z++jxnCtCY2dfnh4dU1uVktcow27csc8fCpP+Y2PowYbl9ZFfK1NHFynDV2cPYfjMJ/xGr/MYz7X8OS3WImFQ6yqf8bQ5KhxXNnyV67DkDt0hi9n8KEzDNi4sDe3Ax9+OXuuHx+5C9NzNZXG2cDRRwNj+Go+XNjwqfXwrW996/bctde85jW3mOKTNrDWxu/yojiooX2jlj/8kqPiBped+TR88HDgxG/9dJHHeMslPhcHejjEcW0wxLI1DocNPfilD471S4NylB1eaaOPDS6uG88fa5wPdKQb3z1nT3dcHRosuhR3fMWJnTpqLBzfMGKHe9rI9bXRTz+7bGjTWtXHZ4drcGHgr7mmz/g0hkMb60EsjLEH42U+Y4wXh+aBBQMWLbVw2NGYHsbJPxoYay24Fh96OcQiGxziQSfz0Ip+bOnHJ7Fa+bReaMBGfrITq/TCJc7HOPEBZz7nkznYqTfm0so9+rkmzvml3zXjzbnqR2Pr3Bo3hr78xtuYNHb2XF7BUP9o4zpdrCln2qTj+psb+vhfHxx+mY9+Gp9Wjdm4Vm6Yv5oTDg6tF4/TFx++mcN4fMWAjVxytBbMzY6GDk2fueVfdsbTjjYaDsc6CqfckXvGWpu42KuqN87ljXnwhoefA077OL/ZGG+tl2f0oTF7jfbmdGium4PGYhYOjdnAwasYsMUDZ/qE69x+x6b8s8bLsXShNXsY7HCKC75ykO9s4kAfj41V08XAY9cc+K5Nn6M1ZS7xxkUu6+MTzviWN3yDZ+4OGuPlOa70gOWxdXDkm3bxMZbvuJgLPl1x8VjcYPJZTB10wVnf2sIRq2JAY3i486l1jq8Y4dla4Kf1bzwNXIdjfjhsjeOXubKxLuXV2sLIBmf5xy91h69wHHzScFzXFQxH8cbPeHOpf/xvHZgnn1ynneYajeWFxxo9+CIWajoO/BZLOHQyFwy+e+yAYz4xbS6cq8ViSF/9cIyhH86rxvr5RUPX6UcbtcKZHvrMtdrYg8LhBzu8zeu6eayF8t01HPhXi0t9MIw3D5/YG28uflkD+sSLT3jjS2O+s9ec2ennH+1a52JqHnPTlo3m+hpv13Axj0OrBnRvDBsXfpvPvMc4uQbHPDT0nL/yxj5FI77yDZ7Hq09sXTMP3unnOm2s7/Jd/YS/1lE28ByavIGDizN7+ScPaYwDvnzqMW1bw7h0rHsV7cJhD7takV9pTMcaO/300+iHs/xjr/FdrBz8ZtO9kn58qrPwirf6iZNYm4PPMODBkTfmoE0+Hddn+WctwKpGOMPRXKePA058cdHMgS8s96P8L05s2LMxnnYwNOdyNBuc4bCDI/a0Ey/2fIfFzhxaa4VN2oiNPIZR/pbrbBx0WxsN6dy6M48cZqcm80VOrNrgmW/4dVQDccSFvrTRxKn6Jx64yE/61OCww8W85jCXWMCxnoy1FrIpRmxqcOgn5+GkD431wWDPd/rIFZrhk77O6eLMBo7YyGP+lRM4Z4OPecLBCVd8nF3nFxwa2x/g4ESfxsH3uIMf/IHDB3yMr47ypzn4BRPf1kPaOMs/ePiwoTEsGrtmHvF2xosu5bfxxziVt2zUG9g0ceDkwOeu9cnWIbZ85Ze8sc4d+ozHWU6zwRlfthpsvGFobPSrw/TRyjMaa9nA8NgBh3bm8dg1vosnv/KHLg5zGs//1iZtHHKUdh7rg2M9sTVOvsCDo5XrfKvpa326xgc4bOHqM8eV7dI3uhPDWVARJ4ZFl8CKjSAVCLZvfvObnxRJia2fXYkqMYjHeYJ5rk+CCZqkecMb3nDrNw8bCw6HkkeySpgWufHmsbhrsLzBYC5i4y8ZzMcPWBaNN3MrSvoVYf7ER2GUwOaCCYcNW0G14eOsST5jXYfN3gHLQqiIeo4zn+DgV7Kzow1M+sFno9GerQVOa9j8sWD4ZF5+sZGAcNjcFSdvDODDzhjzW3Qw8k2y8x0ezV3nl2Z+/W9961tvZ8/1i1V82eFvnvTjtzgVczZ8dogVvjjQGCd6409XPPGhn8dsnNPYHPzCy/W0g4EfneTUqh8bXLKhe34bo5lfUU9jWtAtW/OvOeq54/Wvf/0tT+mHj/Hsyj/8cYaTfrQzn+cO/dYDDM+N1c+ODq7JARrTUMOvGzY2uMhNWBVaeiqMihJMTb50syAG9FL42JqHdnDCgF0Ow2BjjNYNhcf40jgbOPTDx2ONLjTGB1/Xxcb6ZGstsHGYp6ObJPbGyhnjaOAaH9/ylrfcHnsOB8du9OHQX97g47lcgGGu1pTnYij/NI9pbB6PjcO1zdc4c5mH72xoSTvz4eJaXMxJf4f8E0t2ntOYNmxdo6PcMRdbc/Ob/+w8ly8+DDSP5zjkk7ixw51+/IaDL5zy7+bo4x9ve9vbbnFvbjzaEGHhIkf1O/giP6uB5ue3Q/7w21zGOcsveOIOjw394LjJqumHoV63pow3lu/GFie1xLyu0Q9nGrhWHbVmzOM6ruzMwbZ68453vOPGh4604ZdDExv50AeC/Cr/4LJzrfomj9NGXq5NrGCJg7jwJz7saIIv7jjyGwae6UYXfrN1nV9s+GNe2vBfw4k2+K04sPTxCRcNTvsMXOuCnTWuwbEW+AxPn/jgyic6ucam/EwHPsqZ1oPcoyFMYxz2GJzoB58/1Tdzij8MY8x7V5xwcT8AQxMbehRL85gbBv08T79VY/lXPNnok8dw+AQDJzjs2OAcX8/5Kk7VEhitTXE1ni7GiXktjfXDER9cq6OuGecQ5zWPxIo9G/qoS/DZOWDQTqz0O/jCJ9rykXYw2PO3moRfGH3g4Hk5J17m0mDyd93r+YVrOsdFfYNhLYgxGzgey3UxpWV6Va/54Dp/YGirNnjDcXadDXsNhhg4+AALDt/pwB4f+rgmR2hZDYBDGz7DNx6Oo3ixgQ9D3PHXaOz+2Xzs1Xk21l4YOLTXu0YTGOWLfoc++ug3lz+f4FqNfuUELdjww5yem9NY+cUHseGT+LHJL76IpTldox+/HfxyDT8x9Vg8xRuGRk9jrXH82NA0bWgBBzd8+cTeeDqnTX7RDx9aZ2N+PvFBrRMrsStWdK/eONvLrF1zGYMPG3GniTm1NIbNr/Y7ffzCw3owFxwa44K3MXyCzcfWcHnDRqN/9cZzuPRjZ05xx8l4upRbsPFNU31irrkmjuagswarmKtxrU/Y6/4Ax/0UnzQY5QQM8+MEg374isOKQWNrLr88N5bG/BJva1yeG0+D4gCHdpo+fqvr5mVDG7lHV/14Nl9j2MAwjz481WJn2hhHPzh4hQdLPGlgPD8dMIxxlH9iaiweDja0NDccGObirxg4a67RrlyHKW+Mc/a8nMGhPcZctDFPB59oJ5a0Yc8GDntxs97MZV78+LPWUVxh4MQGthymidi75oC97lX0MwdMnPmLK13EyrX04w+7cgeOeWliDnPh2QHHY/Oy0c8n3PjJR/UEBht91aU0FmvrgW8aDjSGJy/iB4+O/GPjflSfhoNawjcHH4ynj8dwYNKh+geH32LuOgx+G7+uTxiw2MHhB1uxzHd+W+M0co2/6l61hN/F07zsYfHdYV5jHezCNZc/TUJnNu13+NDDNWvVujMXe9rQGG9x0MSxHKSHecRGPShO9KtWsNF33Kv0ey1NI37goVbxz3N5zC98cdHY4IM7vzpoLH44ig1OMKrFfKOhxifzwKiljbzBp9yiHxy2fGzdsIFjHjXN+A61gm+rjfH5AFOdFCt6pR/++UA/OSEONMDHPsSWnvgby/+jTXHiW7Hmv+tw6Fr+OetrjbPhp3MHnuJdTtDD/OW6eMj55sKJNtWTNOab111wxIKN3O0esNyhm+bcesFFO8ZJPjjyhx0f5TGf1CV8cKa7+egHBw+HWJmbzt0PsJdH+jQawMYZX/7yBz6/6aM1Dh882PDDeb1nhWE+88KVV/qd8WWPr8NczY2PuehnLv7Icf18Ekt5A8dz/bg4s8eFX86tB/3m4Zt5NfPQjz6u5bd5XLO3wLiyXYrGeQcxHYRxXlt9riVg41w7jn8pDLYwYK4YcJqnM5zVpnlc1wjuuM+GnbnCuQ16/COcxuZT/c7Z3MdltfEYlpZftycv/ugam/Di3LnrK4a+Wv186fHaz85zfVo+hX+7+PhHNmGEt2J57Hr6sF1xwmBTy6bn2XR99f0uG3Z3cWFb35GPvnh1Xq95XDvygelYW9fi4fmKyzYcNjSOUzjZG8smrPrDCKfzkcuK47EWn9uTF3+41tg0zp5J+PHoHEbzuN74FfNoF3a49Ts3zrn+uGXXfF03b9dWm7Bcu6vfNWPzpzlXDDbh9Nh5beHYYFas1SaMzsasOB7Xt57DyF5fczSGTf2d2ZVXHrteW208PvazW+dJoyMGm8Ye+9a54hvuautaHBoTZs/rh6OFF07n+tmstctzjR2bxneur/PqV4/rCyOO9fecncauPs/rj+vRRj8+x/7mY1872jRWvIv5amMcm/o9P/Znwy68HuuruabBorHnsByuaem64tw6XvwRrrMxYRxt4hh+z7MLx3VctGyPNmnbOSznFafn9YfJxth8PHJunP7Vhl0Yzs0Fy3HEyVbfqq/rteYyNozmyaZ5nFeNj3713LkjDGfXwqrfuVb/6s+RSzauN3Z9fBeWa3fZuOZI556zh+1YNemxfi0b4+pbMX5o9SO/2aQfu7XBauz6+Gijb82JY38YzvFzroWNiz2m50cbz9loYd5nU24153Eu4xrbebUxj8P4zmu/MWtfz7Nx7lpcj1zYhOFxcTDOUQtn1Xi16XH4je06nB7zhTbrXMd5PG+uxmXjnD+rRs2ZHZua+Y44nuf7em6MczZhOd81T+Pjs87V48Y6O9bWPMb3OLtsXdc8p81L6Qen8c2/zrdiuH60OXIILw5hwdGnle/1OcfBued3YWT3UjbmWY/7cFynTTG/Tbz8WMeZd33u8crF844gVhvz3KVNNo1xXnF6bK7G38UlHDY9dq4dcVxf+WfXNedj3sBwLXw26XzfXCteczjHZx3H9tiaqzFs1jH1Nw+79XF4eOJ+9ClcOPkiHzxe+ehvrvrumme1Kc9XnJVf44/9K4a+eLleyyYMz+tfz9l1jX2PV99XDqsNW0c+06/H4WTTuK6vmM3l2vHIp6ONeWAdcdbxRy5hsdGnlbPxci3cxmfvenY91tfj9bzirNfZr02fa+Vf41yveYzLejTvah92Y3t+tMmvzs3j3JgVo8fZsYmLx46jjedstHxzLTvnIw77tT8b55eKUxzWczhxDiuu2d7VX1+22TjXh89L9evL3tz54Fpc1seurS2bdE6b1S4b4+J1Hwa+MOKVXRius9E8XufpWv1q19Xt/zwG/+HsFyB7Z9+nl/6o+K/8yq/c3rXv088z8D6h61Mmn6b5duCkEcw/bfTJnk+xfDpytsHo2wU+8fqFX/iFsxBP7P3jPVjrt8afdD7lA58w+WTor/7qrx790i/90g2rT3yeEuJm5pMyn+L5hIYuvnUwbX/3d393+5TGNwzF+5jEL4dL46985StPzN797nefxmiwfzDCN98gwcUnRGfbl770pdunfT5Z/PjHP377pP8sBnv54h9F4OHwrZ+zzaddcHxKB+P5558/C/HEnsYVkXe+851PPnV7YvCUD3wS6rCmfBqJ19n2ta997fbJrVz+4Ac/+EjMJ80nqDTWfAr43HPP3R6f+eHTT588irdi/d73vvfM8P9hyx8xU79wmWhjrE/GYX3kIx+5fbL7PyZ5yic+jRWnz3zmM4/e8573PPrYxz72lCN/ZGZ7oM8nPvGJ2yfmvlFw3Mx+ZH3/o+qomqMGfvSjH73f+GV6vvCFL9w+QaavT70nn/7i45Nm/1Trwx/+8JNvvbzM1P9P9wuP/xGlf+InZ+xVauC00RiG/UHeTOpon8CLm1hNmzVlTcCwP1jnZxsOalf555N66+tsU/v+5m/+5lZvYLzvfe87C/HE/tOf/vQtZ3x7y94wyWX/mKbbJvV44hNCvt3iGxDub3CZ1Ap1wjd63BfIPfpMmj3zz/7sz27559sW1sTZphbjwSff6FBzps3+oO5ovilmnZ9tdKGP/FH7+pbJWRz3tX2zx5432cdxsZ7+6I/+6Kbtu971riffwjnDp2/aqOve7LZ3TptaAUPeyb9JHbVXdd//oQ99aJTD+KsTcpDOvvFjfZ5t9hXfUPqDP/iDW+594AMfuGk8qaP2Bnz4Zw+eNrWCb9bCdK9yP0EXawJO35A7y4k/MPr2ed8oO4NjjePzJ3/yJ7fXDD//8z9/2zsnNdA/yaaJw/36pBbjbq9y7ybe1rhvnJ1t7rXESfN6sW/IncWxzr1+6PXmJFZyz2tFPuHhdd60ub+R/9a3+4ppDcSFRl43FLOznNQbOajZp6Z7lRyksXsSh9w528SaNvYHde/Xf/3Xz0I8sfeaU93Ret35pPMpH4g5Tvi8//3vH91vmUqdaL+Se5N7QPo6Pv/5z9/8meiLi/3ba07vCeH1W7/1Wy6fbu7VxUrd8bpBPp+t6Sa1P+ChXriHnNQ/OPZe69Mebu+c3hu7h3TPbx24j5zUPxjuaY1Vg+XOBIdf9ga+wVBDJ7Wi177i7vWZOjhp1oK903jvUU3qMW3Shz872vzxH//xrU7gYZ9RAyfN618HLjAme5VabI1r3rfzmnHSxMpraeO9hzjBUffwcZ+kjloT0+aeQt3Bg8aT9zXvm/tnfudxu6/z7HXFR+AQdLPg8eQGCA7RbM59Vf4sl+zjoxhNC4BxFj0ukxejcaGFNw1gwJvwUfQ7bGJhNcfTnmlMEz45T17kNBdfbBrixafJJmR+2kzfVIlLGsOZamyxwZE78phfk0YHxYzGMPA5245rYVpgzcsn+ZLGkzjBEWM5U+5N8thNkHE0aTODPWkwyp2JPnSgzboeJjyMSRt86DPRBp/VpwkGLt4UKcY2RJt0z/U/bTOGrta4NTHBMBc/jN+to2oFDBqL2w4fMbJfTXHMjUcvbPk3bWJeHcVn0owTK7kMb9rgVCvgTHOQPmofjeFMYiWP1Qsv3MR95wZI7hjf2pzwgZE2dJ5giMsVGrem8HHgNmnuKdz4qhH0mbywoAOfxNuaoM20rdrAmeSfMXIOF8c0TqvGcCbrir6aewtvNNJ4WitoQxNrYUfj/MID5kQfY+gh9/CZxIkucPAodyba9MLWGxru29SLac3hRxrjNG3rXgVzqjGc6qhYTdrqUzGf4thjaGy/wm3il3GtTXwmGPjTA478m+Zx2sCh81RjPtCmtTnBUSt8AEUTdXjnS0jmx4VfOxrThy7tMZ6fbcbQBpdwzmKwp7F1zS+c+HW20dg9RTiTDy+bk8Z4lDtTbfgBwzHBwMc4OMVqog194ah/O/uUeuzeDZZ496b7ZJ0XJzjaBMMYNQdGteIGdvIHf+hLG7w8nzR8jFdDaT3xybzebMTH2oI1xalWpM0Ex5h1r/J40uBUR50ndTT+NBYrGnXtLCfz+0Ci1yDTmBtnfafxBMcY+VK92dFYfaANvAkOPelLW3zEatq8WW5t2vMccK9ql36ju83DwkNYQCaB7IYVHiEnSZ5AvaGGxzTJ8XHj4bwjfhhxmfDxQklC+JZS3/ybbGa0TV88JnFaNS5OE5/g0Ka2E+8rNPatAy/6e8GkKE1aeUOTqcZXroVV43Jw4pe8wSu/JjH37Tb6ymUbyOSNFdzxwKc2yZ0rNU4bmLhMtMknWDafCQY96CuPfUvEDZAXTGfXOS5aN6w7eQOr9blTR3HRpvoai0t8wpnobH+hsRoMZ3KzgI92xV61rnF8pq04Fe+JNldp3H7nZswx+eZBOtCYL8W862fOV2lsfTt2NF7rDRzHpLln800TN6pyefJNnOKNUxpPuBizapw+Z7HwSeOdOhqO81Rjeefezd8Std/14uKsT+zzyeOdegOnJl67a/wqjae5Y19w+Gaa/U6dkM8Tv2hTPu9ojA+cXW1gWBPq1nSNlzetp4kueMBRk3Ghb3jl0tOe28en8W4euuBUnCZ+FW+YU3+MLU44OCaxcj/hG3vO9N35LbFV4x2/yp3uKXY1nmpzlcbqsfti+x5dpr81js8Ve1X5J3927k1an840Ll54Pm0zVpM7tJlgGM8neey3HOx9zz3+hi9OZ3MHHxo7Pyt1tFo88Yc2Gn9oXJzO6hKGb2HHw543wYG11tEpBp+Kl7yZ1L/8wqeatcNnV2N85DAO+EzvKeCsGns+8ata0fhdjXHIN5hnmlivfNqDz2Bk6zc/6ENfeTx5XzOs4/nSN7qP4M/Cc4GYJNOROxztCqwj9k/78wdtftoj+MD/WVTgqtp1hW9XcbmiVlyBkSZX+RXezvlKv3Z4XD32QeOrFX3AO6PAs5R/Z3j/NNk+aHx3tK6s6Q8a//g1vnuGh6sPCvz/p8CVtWtXvSu5XFFHr8CgyZV+vdI03vWn8c+SxjhdlTv593B+eQUu/dMlPrXzN5D6D7LeFJ58GgjHtxH7O4STT1Akk08a+pTApx6TTxvg4ONbvo6+3Xv2DW84PkH2TVYNn8knMT6J9umSb1/xB8ZE4/SFR6fJpyd8cuACBw/HRBux9i0Rx/RXTHDxCbK/dxaHiTZy2CFeNJ5++9S3BfxdOvnjU0V5fLbRVaxwgeMbjfl2FmvVGJdJ/plT/vW39jyfaAwjjfkz0cbcdKWNvPENGLlztvkU0Xh5Q2u/jTLV2Pr298Wc+TTRRt7AkDv9ZsyEDz3o7G/m8nGSO2oDjf0dQs1amOSNtSl/aWyN+jUn7Yxf1Ru6yB01C5czGLdJH/8o5u1V07olTn67pk+1J7Uiv66oo3SRP2Iv3pOGT/sdbR2TPKYJHvZg49uvznKyJmnMrz7xP4uRxv0NfVwmMTev/GuvmqwpGPioEWpX+TvRGA85aE1ZC5P8w8fatBbEy54zyR11ojoKZ7qP40MXtQte69z1M02+WA/ipd6Uy2cw2Mq/9jxxm+xVtMHHN7phiPUk3tUt61Pc8+usT+yNFyd8aDOp6/IGjr/TKGema4o25XF71VmfaCx37VUeT9c4PcTb+rSu3PO3Rs9wUv/kMQw5vKOxHOxv30805pNYi9POXiU2NLZXwVNvJnzoWC2WQ9bUVGP6urdtXU7yWKzVCvXGeLlzttGYL91v0XlSj2G0/9K4e6WzfNjjwicxw2WiTeuBxukyqV3WN53x0SbaGCcH+aVm7OxV3Yta672uh3+2VYv5Vc05i4GDA6fq6FkM9vLlijoqB61Psa92neUj/8WbPvzyWzbamXVufjj9XeL2uzMY8eaTGMkdPonVWRxcxAlG4ydrIb/cD5TD07VJX2tB7HfqKBz7VRgTPnzBw/06XdKoGDzNmTZX1NE0dl8r7t2Pno05zvY7caczfSbatB7k8s5edVUdFStxcq+EmzVxthlrjTvE3fsV04aLPVjsu6+YYh3HzX7P9Yjy4nPCIdoNjA1p0ohHtF7sTDBKci9yJAZukwbHWIG00Xs+bbRRTPi2o41FS2NnWk2aZLL54ITPtNFDnOhDp4k+xrRYnHeaWOOzozFd3TwrSDvaiE0ae6EyafIEh3AmGI1ZNZ7EKRx86KPoT/OPHmk81QafNg++yeVJS2N8HDuNL3iI11Qb68imqnbBmMYqnDaQCY4xOLixw4nekwYHH/panxMu5jUOhjoKb4ePPOaXWjjBwUWtoK+6Yz1MGhyHeMsdfk0aDPmHk2On8UcO02iaxzTthhUOfpMGoxc6cnDazM8ntWInd66qo2LknoI205gbu8Zqqo0Y09i6gjdp4o0PDBrtNBzSeXqvRNPqKIyd/Evj6V5lfvXBfdvuGqdxNXBHYzhy0PqaakNjGGqXxzs4YiV3pmtc/uFAY/pM6xYfaCP/7FXaWb/YO8LAa7LHmJsf8o7GcugsFxiasepNMf/h1XM/+YCPPY82Hk/5qMXiJN5TDOOszfJvqjF9qzfWw7TRg8Y4Te8H5IoawSf67DTj03iqjfmtB/GmzbQet6boPNUGF360j09rhTjRWKxg7bR1r4I7afSAg8/OmpI7NOGTdT5p4gtH/sGYrk1xwkXeuLfYwbEv0AbmFIeuu3XU3PKYNs7TeMPhCxzrYccveeOYrgU5gk/5J/bTNU4PuZw+01ipM+LNp2mtSGP5J39oPG24wFEzpjj48Ic2O3V03at2tBFjfvFJLk8aDD7ZY+TxTlOz4jPNv/vmv/SNbsFD1n9ctWgsmEmTSMbu3JA1ryDsFCQ4FcjpxhEXSQmDb9PFQmNJRWNnzyctn3Caxql5r9BYjDrCnZzpkcbTxdJNpm8iKirTZn7jdzRWHMUnnCkX4/BI4+kGBEfuwNnJYzmjqNGY3tPGj3zi36StGsPaafIPD/GarnF5A4NGO3Hiixrhv4yryxMsY/iBC98mGPQ0rrzZraP8ggFvlw+/6D3BMUbu+puwOy8syjdc+LbjlzUpTo6dJv+qo9M8Nj9t+bXjE03UCS+Wdm+m+GRt4jNttMHJMcmb5hWrXY35Ub3Z8Um+pLEXBZMmT9qraLPTrtA4beTfbg7TR97wb9KMw8N9m32Pf5Mm32DRF5+dBsdBp2keW9+0uULj8nhau4o3jdWKaQ6uGlufO41PMHY0bl3RmN7TZiwu9J3iGEdXe15faJrmjvyFNV0L6VD+0Xi6zltT+Ey1wWfVGJ9J448a4ZuI3hTZafxJ42mczE+fK/aq+Ey1wUWM5Y682akVNJbDPrTZaTjk11Rj+lYrphh8kH9wdvYq+oqPejPVFxd+eP0hj/2WzdQv4+gr/6YYacOf3TqaNmI2rTf8cOAiXjt+eQPW6w/3bTs45R//pn4ZRxd+7a7x3b2qHIQjf3a08Y1utULNmGqDz6rNFIeu1Zudvcr8aTyNFYzqDU47TR1WK2hMpyvb+d/PepnZ/VpAx8uY/q907yT3keCVWEfss88nv35xdo7/TftnSdv8vkpjvj0r/l3F4yqcXY2fJW3Lm6vOV2h8VS2+ggtdrsC5AiMusHbxdnP4qnx5VnGeNY13432FP89irJ61PC5OnSeaXRGrKzDi/qxpHK/d8xUaXYHBj2dJ46t8ugpnN87pS+OOXUy+7bTd8eZ+lvTd0eK+sVdodB/2mevx6Hxm7NH2qphdUS/yp/OR6//m86s4XIHzrNSIVf8r/LoCY+V0xeMr83iXD32eRY2mfqVt5ymOcVfocgXGjg/r2Ku4XFUrVm49vvQb3SVB5yZ5OL+yFZDoVyX7K1upn6x3z2qMXkn14mEtvHyOX5GHV2C8PNOXt2hz7vzyI+63eFZ8up/hT7bnijrxStT4waefbF4+7exX5O/TzvVg96DAj1OBK/a7K/m9EmvgVRq/ErW5MncesH78CjzsfXdr/CytzWeJy91qza7y6wrfrsjhK3isGOvjmTr/f4y69BvdEsEfEfcHyf0R+skfbCd7GK973ese/ezP/uzoGxrdJLzpTW+6/ROE/vj72bDCMfbVr3717Z9ETJPduJ/7uZ+7YdBn8g8McDfOP6t4zWtes/VPK2DQl28eTxu/3vjGN97+0D+siT7G0He3wSlfaDz9Zyf8MN4/z5hi8MUf90/jyR/6hyHeuLz2ta+9xWqiLxztVa961ZOCP12bcPxTB3x2NKZHGk+1wYU+5c7OmsLFmqLLjsb+qU2+qYGTZrw8Vrv4NOVjfrks7pN/0ok7PayBt7zlLTdOU435gAuN+4cyE23gwPArW/CmeWycmPNr55//0IO2NNrRhhbiTRt+TWJujPFufnZugOCoffKHRtM8pjFfaIzXNFbmxweX3b3q9a9//S1WU43FSb1J30mcYBQrfPg13WfSgz/TNY6P3KWxOIXp+pkGgy/Wp5hNtTGne6V+LXOafzSBI1a4TfnQo3sB+kya3Bdj2tBoWiuqW3LQr41OfeIDHjDsN9O1aaw9T+3yeNqMpbEzXpPGB7lCY5ymeUNTHOSNNTXV2Dh7r/yRi1ON5Y28o/G0buFirHpDG48nDQ4/6LLjk7ndG4vRtPbBwEfeaPhM1xV9GzvNY1yMpbH7t9066s8sTNfCTZDHP6wFDa9p/hkv3vzi03Rdwehe3eNpEye5I2+muUML2vqV/ak/8V9jPeVDj9YWPh5Pmji3V1nnk2Z+a0m9gTHlYhwc+rS2JnyM9XrTnzPweMqHNvypjk64mFusYMifae7A4Usa7+iDB7yd9W28eyUYYjb1S/6v+sA924y5oo7Coesb3vCGmz87GvPJ+On6pgE+va7fqaPrnjDdY3AR4+4Hpjg0UW92cqb8sAfD4d9OrMJbzz/zO4/bemHnsRtDAkoGAu44b8FxVgAk/aThohEOxo54+MAoycI+w4s+tCnJJ4UJRlx683NalOCk7xSDDr0gEG+YE23oSF/HdNEVC74oTM5TjVtwXqjgNGnFChaMaZGkZ2sB1k5LYzjTOPELHxjOU41xEadeDE794sfq1wQnjfm0k3+0kXf4wJlog79xcNQbj6exEh9cvMCANcFpjPFyuOdTnWks7mdxVvtV3/X603JqDG17kdu1p8Vg540iGL2BxbdJM7fcoTHfxG3a5I04TeuNeXExXg5P62j8+UbjndyhhxtxOHLnbCu2/OJTtavrZ/BgiFE5OMFoPtru7FVwaLPGKuyzZ37Q2ItBeThpMPCh73QtNC+faAzHGps0fOBU+6axSmNc4E0aH+D0IbHYT9qq8c5eZW4cHHhNteEXDBpfgcOnHY35Yb+Tx3hN/eKL/NupNzQOY1cb42m845NY8Ye+8KbNvue+Tb2ANdFYHa1O0GiCEf/yj3+OSYNRvdnRhh9pDPNso4v5YXgTQR5P21Ua8ylOzlONjU3jiTarDuoELMekFSdvPvVhyQTHGGsgv3a0gSPuUwxcjIWzu1elD788njY85LCaDOcM1moLhzZnMVbexsrB3b2qtSCHd2KFG5/4NsWxxmF0rJqtvj/N4/KPf1Mcfjiu2Ku6F7iiVsCaauxDR3WiY4ojVnwRKxpPcYyt3uxoI8bV0SkOjOqNPJ422nh9pxb3mnyKdRz3fx6D7/2BtAXRzY9v4fjkrYU7XSwL7MPDBwUeFHhQ4EGBBwWeOQV8I8h+5ybBTYsbkIf2oMCDAg8KPCjwoMArTQEvFx3+AZX9zgvc6Yv1V5o2D/48KPCgwIMCDwq88hSw32m9qfvwvuZPV4wvfaM7190I7SSCN8sdPkXpk4Kwn/bcDZn//grDGxGTTyzg9Oa9s08apr75T8g+DIjP5AYxLvzCBdbkzRVv0Fi8xjrgTBp9cAnDeaIPbWo+7Zo2Pnnjyadd+XYWy3+PpY/Dp5KwJk2sYOEh1hMc+dKbaXB8+jZtq8ZwJnEyN30dcoZfeJ1txYlv4j39JJA+6yY00SeNcdHEfNrULHGHictEGzyKOS40nsQqHHGnL53P4lRH/+u//uvJJ79nMWhZHaUPbaZ1FA5/nPlE3ykf+viv0316PMHJt+nYxjv/93//922Pan9w7UyjiXVZm9Sbxqpb8jguk72qmNsf5B6siU58gmH/Fu/p/oCPeOPQ/jDhc1UdrQbGZVIraCNODjg0njTjrXEcHJMaWB3FSb5M44S//BMvrS9N3J6c+FH9w6d6M4l3OK2HybqijfH/+Z//eaujfJrej/IHJ/rwa9rUYhjFfKINn3CBtbNXhQOLLvQ522js+I//+I/bePvvjsY4OabfqKVtdRQXa2JSR+OhXuTTJFa0xUeNEPOJNsWktTnhEYaanibW1AQLj+qoehNeczztufs29u15Tzt2tRMr+wNtaTypx+LEJ2cY0/zDy36nwZlqbDx9HDt5XN2CR5+JNsZa4zQu1pNaIU6tTXnnm5rTJlY4aTSm9dlGG5zEvDp6FoN9GHBoPNGmOkpj/kzzprXZ2vIbINM1Lo/xshYmGGlDH/FSK8TpLBafaCt3WguTeOMDyz2XdQDrLBcYWmvc+Ok9V7HiW35N9ypxoo/c49vEL3GSf8bjMa0V/LLP4GBdTbjQGI42HW8sjOroVXvVbh2VOzt7lVhXu2gzzT/6WAs0sp7k4HRdwTq22e94HVFefM5hL9a/+93v3ooJESZNkksIN6wt4rM4JeS//uu/3hId5rQZKwj/9m//NoW4jbPgvNDh2442cL7xjW/ctJn6teqr8O80uoj7lIvkNr6jojLhJF/kDf+mfOj77//+74/++Z//+VawjJzHAABAAElEQVSwJzyMsWngAm+qMR+KFX12Gh5pPM0/8/PFerDepzg2MdrQGK9pM38+TXHagKzNXY1t8OXgNP/4RB+1y+Nq2VmN5A1/vv3tb9+0Pjs+exx+8IMf3Dh1bXKmBz7W1k6Te3IH3k6toA+/5PG0idO//Mu/3PyarvHiq47K4R2/5J8Dr51WDu/UUfOrgTSGM210VSfSZ4pjnNyTP9O1CaN647yTf+KEz47Gxq6xwm/SrIE0ps+kqRP4qKNTjOa9Yq8SY9rs1lHatF+J2aThYqz7NvpYF5PWXkXfXY3FytraqTf5RWM+VcvO+masWNFmWrvkHxwaqxUeT9cnbaxv+8xOa7/b0bh1ReOdvcpY9UYeTnFw4Ys9D9aOX7Slj7jvNOPFe4cLTXBxTLXhg5yjixye4hhHGxrza6epEWksdtOmTuCE2xQHRhpbX9NmTeNij5jWCrkC43vf+96j73//+1Mqt3HyL7/gTho94LSmJhjGiA+cK+qoejPVFxd5Qhf6ek9op8lj2uw0fOTgbh0NQ8ymayE/cKHRtFkL3W/Bme535ree8Nmpo/SgC5ydNX5FHU1TNZRGO40/cOThTsytJ1j8m+KsdXS6x9BCnK0p9WIaKz4Y3z6zo7E60Z5HnyvbpW90CwCyX/jCF26LZkrWOAnhhddugn7rW9+6bWhTLgqHsZLzO9/5zvhGXtAsFIHk25SPxJacn/vc527naaK7sbPJ2+x3NjMvbLyR1uKdJCeNje+YYDSGP/JmR2MYYv3lL39568Wk4pHGNpFJU4z4Amd3o5d/aTwtsnxQ2KzznRdMCqM40XjHL/rk0xQnjfnkTbmdJs54iNd0baoN9FG7duIkb8T8i1/84o3P9E0IHLx5gNO0VUfp66Z3ysW4NkQ67erDr+kmTwu1Qg7LQeti2vgl3uI13RtojEMvuqZcjLuijsKhLY139hhrisZqMn2mjcZyTw7SmF6TdlUdtZ7woc20VqjB7pHUmx2N3bvRWA5Oa6C1iIP1aT3sNPlXXZ+uB+Nos1tHaSNWNJ7u4+Jrbbpvcw84rTlpLEb47DR8HLhM6yiN1RsaT3OYDzjQWO5M7/lxgUNjtWKqsbogj+Wfe5RpU29gWOO4TeuN+xNxorFchDtpagUu4jXVRp4Y+6UvfenGx+OpX/KXPuI+xaCFWkEbGtNq0mhSvaHxtFkDNOYTvSfN/GrECy+8cHttNcFojDrhwGe6xmHJP2tBvKcaw0jjnb3K/HLHPixukyZONP7a1752uz+ZYDRGvcqvaQ1sH69WhH32LD5iTR/nSZMn1pI1BWNab+CI0de//vVbvZji8MG+QJudxqfdOsoHuUsbMZuuhfyAI3d2Gm2scTg7ddTrVvsmnaa1gh504RetpzFXA8Xb2tqpx3RVt2i00+TwN7/5zdu6msacFtYTbdSJqcZX1lEa2z+ne5Vc4ZP823ltJjZeJ371q1/dune7L8bn/1PGfUiPrwuexPTGp6+d+7VKv2ryxje+8fZrDBahpBMoyeK54PvnPOx87V2BtuCIBktRUbzf8pa33H6FwRwwJL/xksVc/oC5X43x6xLwjRcAi58t3Le97W23X18wl+B60eLcYoTnn4rh4VeZ9MOSmLDgfOpTn7r9AxbzsTNekPOHPH5Fgu+w8OUDzjjwxeacz/4jLFzXFZkaPPi4wuGnZJQMfPPcJk2jt771rbc56eC5A2+tXz1iwz+HRcumzRlXnPpP1rgoDDAaA4u+dGGPCwyx4r/xHosT/9kZz3f9+NLZr0n4R6UwPC/OikjNdeP98wrzw6bdqjFtHLBg05k2fBI388bXfza2IB3mYQ/XWb6UO/D5Ld58g0Er87/jHe+48TXOPLDYa3TnF4091iogzjj5VQx4fMLb3OaSV/kFWz9t+C8O9MFHnuFKd+sJhl/noS2dizftcJAz/RdlczjwNi8bZ3OIuQbXjR8d9eGCsznp5zme5Rw8utC4eMLAk3Zs/cqRuWDgLBfhpDFd8Oafsc8///zN3hhrwbpweN6vL+ECR5MT5qKxxm/z8p1vaSMfigu76hH/2PAFVnYw6CIOuJtDn/zGxQGPvubCjR/61T6c05HNm9/8ZtPervEVPh0ceJpH3GGYh43HeH32s5+92fQPzIylsUN+pLH8s/b6VS+x5JsDH/XnM5/5zC1H6cfeNbo7cDFWPK0H/fyWf+JsPpuQ2MlzushB13FmSxfNmX76HeknTnyijTra+uS/ORw0xAWGsfr4jiNNxIlv1h+/zKNG0s9zh3lgaM4w6CwW5obDd1zM54NZPpcXxqSNeYo3Td75znfedKd9H/CZD6a6Zw45Sh960su616/BwofvzvgWz9aDczUdb/oZLxbGazjCaE6+sPnKV77yxAZH2vDNmmaDzzH/YMhj9vhYe/Im3vTnlzMbB5s0hmct4SoOrouludIYL/zf/va33/jhoxZXR42hF92sF366xiZdxB0nc/FdHuOr33zsO/Dgu0N+6je//LF28RInMaCP6/lLX+sKPl1gaMVJHTWPxi6/+SQGcqcayg5fh/zirxzkl9zDgw840Nj9gDFsaOzsuXmsh7SBgzON+QeDbRrfyD3+0V7FXoNDZzjOsM1jHO5iCc9c5Rdf9OOrvxx0PwXDUazjY62wpbH8Mi8M2A4NjliYR7w8FyfxxCnO/KJP2vDV2ls1ljfiZd3wQyz57jHMf/zHf7xhyGG2chgf+psHP/Ov2uBobWdXDfLc/QDuxlTz4+saLvZFOoZDG5rIDz69613vutmxtd7iGhfjYMgdOOW58Ww1c7XfwVEr+MTn+vGUw7Bg8wMWHJyNoy0bOsNmY73Bd9C6Oipe+s0hTuJp3s9//vO3tQALZ2P4pZ/e+eUsd+SIwzxyiy1c/OkEx9yu0Q6GBhdGfountWm8s35rQ26r17STg3zmG65xgQdHv8PcbNz3mVec7Jt8tj5paby5zGMOB92Ml8fGyT/64i1f+RNfOaifnfxaNcbVPGoKfNqxwUve+dBan3VFY37wi105Ub6oNzD4IEfjzU4s1QBzwYCtH9e0cRYnPjusp3zzmAb8wFnumE9jIy/4TBsxtk/jzVexNhe/ygEcYdBZnHEshmms31yw2LNzr8R/+ogTf8SCxnKbP+U5brDkSzGnD658ST9awuA7e829j8fFHG8685k2+mgs//CGgas44cQWl3xn39G9Ev9wwAVnGHzwwQ0cePSrxrYe8OOTeRxa+YKTpq6JlRjQhh/FyeP8ksPmsfbM7bAW4FX/5Ti/YcJoXcHAT97goxZ7Lg/EyXg4mvgb1/2Aa2z4ZE7a0LV4w4OvVtBY7phfHOQCvxx0K0fx0HBwb6zOGUM/XMSdLQwal6PGmUN9W+uo8eaQO5pYwTJnsRBjuWNteew6rvzRcIlr8aaFOMVbHYWhXpuTfnICF77i58C716VwW+N8MzdcerdPs8HFPPGFwW/1wGPzFCfxMbfaIJa4iIPnfIcPs0NOiBc7+pm73MG7Oso3OPxhJ8/TpzqMk37zdJ8D4+///u9vNRZfuV4dFYP0xQeOWuJsHC6tKf6tdRQXY8xjPtrR1zUtjT1234YzbbxuEENccTEGH33OGr9cb09UB9K3NSAeDjmj32EOXNiuXPjEdwefaCfuxcBYnOQYP/TLUTw6YIiTc3PLC7zZe81pjfOJDRz+WHswzGUt0o2duVzH1VziJo/0w7P29BvzwuMP75x7zkaM5LomVrjwrTqqX/6ZR27BLG+MCQ8Gv/ivHw+5irfcZleOqi2u0xgXxzFOrRW+462fvuKGC9/NhzO/2Vkv9DEfrni7pqbZM2nkUG9g0Fc9wU0s+Gxt4mO8+dR+DYZY84lvbGiBTxq7Zs2xTRdc4NBH/YOPr3Hmg6UfFk5yCxf9uMLkE/+rJR4bK050hGkezXoQMw1XONUb1/ilBtAPdhjOeIgRmyvbpX+j20alSP/pn/7pbTNFmmgWOeKcKrkEPwFtvOwkjQBwWKJaYASz4BQBYgtgG0uBlLQCxM7CqUCU6OZ2wGghCCA7QYCr4VPywhN4yVvCm1u/IOmHhadg5g8c1/kjgQVY0vCbXzBwxJWN5OMnOxtvjW/0s2hLCDhs+GVePGBIDGc68MeBt8Zvyb0uBAtOPxzJiY8FJ0E9XxduGtMIZ36LCc7moaMCGY5Y62dHX/MoesWanXnwhUk7uoh7Tb/x/Da/OOhfNaYNnenHhn7yj0+4pZ15FAq6O9iEgxN96Mg3OOZx4E4HHHCxwMsT+sGAp9GdXzR21uQMLvTRbx75AA83c3XzEg4+4oCzOfkhzvKdjrBdb9OECSOdzYuj+czDL4/p68DJvGxwaZM2rhzlMxtNXjjo55pDEcWFPT/MAaucwNdc9DGPgoinHJWHfMSZxvLHfDD45UVpY+S5mNJAS2M4OGkVaTmkmUst4Tvf5CVtHPpqYeCPi/yCYT52+FSTzIUnG77hp4kFO3MZQxOxhscn/rfG6Wec6zYqfWmMp3jDwdM84pTvMNjQWL4bh4cDXnrho74540MbNrjLQxj42njFwaEmiaNDXIyVf+w8bn3nu/lpZh66eG4OvNlq6WMN63foY4OTufhgHkf+49h6CcdctBEL+jrkjfyCAZtu6QebbvTT+KRVj/hlrcXF2ZzFybriF2zayL3WJj0cbnrN4ZCjuIi7/DUWl9YnjfGNOy70wYfvznCK51pH5Wi808886cs3vNk448Ef9a151MbiLuf4Kj89Nt6BNx3lFy58rnbJL2sXV3bisPqevvTiOxvxcL25cMIfR/3qqMbGiwZc0phe5rNe5DDcXrylDa7qLE7s8dEnR9mHrV8szKmv3KIhbLlFH/rJi2q+WGl0xoU/MLTWkzzW+CBONGZnfv7KnTRmZy76sKUpf8WJrZwtz+HIHThs5Jez5+of32Hg73prHIbnePI5jc1tr9Ln0KqjNKYfH+wvYgRPjvPbGi+/zE83/sOhjUMc2JbndGYnJjgajy/e5lVj2fC7Zj524gVTPzsxpaHWGk8b+LTBy6Hh4VDf4Ivjuoe038lhduJgHnmRTzjjUx2FSxs2eLHji5zxBg2fcJajOMHU4NBEfrHXrCna4CROYq2WxNu6xNlcxtdgyA845bmz+TS60QeeHBNHtQDfGp/08x22NQ6D/3zSr0/uWAvlZXnOR3miH4455Ryu1UnPjWWj9uNsTPsrbeA4cJCj5nWkcfnFV/HiO3t8rc98bj20NmloLH35jrcY4SIfihmfaUyjVWNzsXdUR1t7clC/HHUYxwYWHnx0iKnxOJmDHrQpv/QZnz7Z8F1LY7qxgwdfHOGwFxf6w7KuxFsO4sKOjQbD0XoRY/4Yjw+9aCJO+SQX+EXrY5zM4VCv9eeb+eWCM7/Mp7GR79XA8gt3+hUnvnvuEOtyS5z5I3fS11k/v/BuvamjbHHS76CdfOY3LuaJC378r6a4rl9OsNVglDvN7wse4uHQ+MRvPnvsOo1xkYutazxojDf8fA8HPhvxMK8YsaE1H9UR/oo3DFpZC+ZpPYiX+czj0MQSjrVgDvFrjTubn2bi5LGDndwqd6xZ+vR6ETfamkO8cIPRusonc+Fjf8DNdTVS7pWj5kljPmliac7qKJziDQ8Of/JNvwMXvBzWCk7mKY+d7Xfi1V4Fg60cMT996SIGMMUQXzrXjNevHmj0kKPVUddowy97iHiXf/roi0tc2cHAhV/5Hga/+I1ja5wNDJzlXR8UuFb+VXPi2z0/G/GmTxq3NsXDY/NYC/yGIy8d7fUw+RtvmB34smUj92DgRAM+0ES9sE/wSz+dYdFGMx4XOV++yHeP5SJt0sdZnPkjljV8YJjLma80hlNuiIE+61eOGSMG8PDNJ+c0hm9d4ouP8fi2P4iJ8TQ0Tz7BaB5z0cZ4nGhJC3klR/VnA4s+cTE/n+SNw3gaek2uxRUvGvND/7GO0g1vWHg61EC2agouxjvYwmFDH2vQPHwTZxi09Jxf5QYsuuiTO8axWeuo53zHV7zhilVc+Ge90oN+sDynP13MocFxwOAX/riwc2ZrTRtfHDyXD2xw08xfP9/w4Ls4eCy+5i8G9hDc5Ha5JUc1dg5rT/+xjopfOsPBP41p4Lnx8OWFBsd6ogtbNmIEx9ry3NE9f37xFQ59YMJvTdEmrtVR8eC3OqAfDt8d1RKP5YMYiDn/zKOGijv/NH34wqvRViz4DVu/9ctGHf7VX/3VW5/cuKpd+o1uC9ynXH/4h3/4RBgicloR1SxwQnNQUCQXYTnPtn4LTj/xjCUMW4KycS6wRDdeMNkaKxGczWOchoc52EpePNitzUJhA4vwbATTXFpzxdd4WOapGe/gF54rRjiCiKskbSFIrBo7GOzwhh9OPrFZ9cMNl3jDop/DgtCMsfhhxNk4c5nHY5wVAPOxbx6a8BsnfebhP3stLrDY0t8Bq374dCmJ8c3uZvT4h77i6Zp+MYiva+agH8746WtRer7ayB39eNI4n5xhmEvcPTeP+dh6Xv4p+LXmiQ+fHOZx1spjsaWLg1/lF2y60BCO55r+/Kdx+rGBAV/O4I1bcWJbYwNHDIwxR7HKptwSCw1Pvue3a+ZwmA8/R7njcT6ZB2cY8iGf9DvwhOGs5XecXcdZ4dOMUfxwgdm1Iw6+MMIxjl98F9O0oaG+WvqxDYNNDZdylP980u8cDht+m8s1HMrlYsnGHPJC4w+/1njjycZ85nDgnd5hlBeum6d1Z24HO/PQyPPyDy9j9DvUgfRmQ19HNuUN22IJo/yDTT+cHfks5mur1soLNuljHg1+eUMDfsNgq5mH9sbTxnjHqg0bY1cbvtB4bXiy45sYpHG5jou5cHbGMW34rbFxuMkxrlj2uH7ahuNxOYi7hjM++Y5vOsPKhs/Z6cfZeW0w2PCLdvmVDZ87+MQGn3xyTT8M85ULfNfn0OjLRtyzoXH9znSDBcfzYskn89HCUR1loxbri0828phO2dAubdiUox7jUw6yd2hs8MYpbejXXPDTmE11oDjB4FM4nhcnOteMNQ87cxtPv+ZhB8dBP9f5su5D2aQxHDZrrShH0wZOOcrWmPRLY7jm0R8ffrPDxVkzD9601O+QW+UXbBof9auWwEm/tIGBc7XC8+K0aszGPPTTjGfHxrwaXRzWlXaffnjgZKyDPlrawBBzsYBhHrlBm/zGh8bOrtGGLuy1/FIHPNbY6F9tcKkOsKGPufCC7cC13MBVH//DNQ5G/ldL4NTglKOw9DmKAzs2chQWbP6EVV6EIRbG4oLz2mCU6zDMA4e+DvPg0LoyFgY82pi7o9wxJo3jTDs+yx3NXHDSt7lwtv7MWSxhrPEs//DGVT/eq8bxhSXH+c62hmPrwbjVbzb4rHXA+PRLG+PYlMfZlKPNpZ+d+YxtLr57Doc++YVbGsPU6JF+xhhbjnquwWjdweSvuWjteYc4mcPz7nvhmct1OM70XeNlPnM59NOYX9qxjsJOP5zgi1O5ZQwcc6QfG1zNI9764eiPSzxpXJ7Dwrl8N678y4Z+bPhe84KdrUPjEzs+exwOXcLBp7zBS1++h+NMG5xpwG+HmMKB0TwwNLrA4n+NjbnSWCzLZXPAST/zuZZ+HneYw8Ev+uEg7vo95qs5YNAIRnzYaHFOP+PKP5iasWnMXjvapLG5+Ae/XA/HOHw6xBon+oTr3L2xOeNLI5jxVR9p5DntioU5NBz0yx3NHGHlOxv6mQ8Px3GNx9XZHMUqjPxu/6CfedjyGz8Hu3Ufaq83p5aN+wG2Wvqkn+vlH23Sl29pA4c/+cZGP976NOf2Knbt4c755XrrwVz8WXMUDu1ojJP+NIbhwJduxYHNXRrrbz3w1Ty40DK/8ImzufMLHn/yjca1NIajnx/mkROe4yNWxcA415uHf8WSbThsqulscNWPt75adYt/9G+++ulmPE441F8MnPWxYUtfh7zQlzZpvNrQJxzzrfF0HWd86e25OdjIncatddQ1/ezooxlbjjZGzPmNN71bL3zTsktj3HHhFz6rxmzMCbN4N36NE5v2BThrTuCAM07O8GGx8Vhj4+C7a+ZY66i5jBVHnNiYB05r03g82lfZxKl59DuqteZZ36PBha9szOMx/OpWOPjQt7jjks4w9TuqJR6nH9ts+FQOmrs8XtcDLuYxXza0ef7xb/R//OMff/Qbv/EbN563zot+XPpGt3fzP/ShDz36zd/8zRvpkjORcE7Ylb9+zZlgxHH4xICw3uUXIE2/46624gimwxvvCpVDoOMSRufwVgx9+EoKn4o5v+9977th4BPfIwas4zxwfGItefrEQ7DXdh9OeM54+HT8L//yLx/92q/92u2THIspGxhHnLjcjB7/wMWC8SmKpBQnbzLm+10Yjc3Gc3aw/BoQHPF3XrXJrvHOK58wfApV61eFmus+Pkccdj6x5luf7vFtbWyOrXlc99intjY0h18vhlX+seHzXe1oI198AmdBO+BozXcfTv1s5YvC70Mkvvh0tHnYPa02sHzym/8+mVNwmutpcGDgrJA6rCl+iXm4ndmurXm65hPScHxi7hPJ/GLzNHzY2OxorNkY+jbjy2lzG/DiD4VazuCDg/xbuTC7yy9z5Ff9alYbBI3FbLXJrvnrc65PvPGx1t/znvfcNkO+rTyyDcc5rK7ZPBzWlk+Fn3vuuZtG2cE44tQXHzWUxupo33qxOTdf4zs39104arpPkunDLxpnZ9wRozniol/+9atZckb+lceN7xyXI47nYm590+b5xxusvcEmXYNxF86aF7SpHvs03DqwX+XTyjtc52M/n8zVr/7bH562joZnPBx84i5e9Tt3/Xbx8CNOLsNRR93IVNPpnD/ObI5txdDn5kYN9Gvf1iVtVo3vw1hx2Lg5/qd/+qfbTaO9Tr04Nr4d24qTPv62rPzt20etK2Pvwwin/rWO8gvGapPdyke/oz5+WQvqet8iEfO1ZbteW/NPv5pFY4f9pRvRxtylsb74eMxGrP3Kqptqa8GaWJu5jnzyOTt1Qu0SL2tyuo/Dc6/UzbF1LmbNdxeXOGTjOS7WOI3f+9733nLvqF/j1vOqjblg0MfhPsn6XHGeRuNi5E82yV8xF6vafT6t/rClCT7qunnFKb7Oxahz+M5xrk+tUMPawyd1lCZ0tu/hYr+zHpqj88rD46NfcPhFJzmodmUD4y6c+vPbi1p7yyc/+cnbfmf/VS/0Z3MfTlj66Wpd8QumvSqMl8I5+kVbecwndcL9vvoXBvuX4lOffZM+arLcoY9Y1dhl2zXnfPJYv3sKrx3ksDj14li/9lIYsOgi/6xz9VidcD8KS24131189B37/U8AeljbvcZjE4/OP2T3o5/huEJj95Jqjt8IhFWtMJ7tXevT9XDYyV9x0qzv8uZ24fGPl8Ngx0as7A/WdvcDYXQ++hWPzuLkntZ6gPGBD3zgxrV+448YsPUfbXyDUpN79ofyz7X7cPSF4zG/6KteiFNvUmRzH071BgYbdZhvGn28fgjDtafRGI57N37hUe4YD+sujPrWszi598PHWvrIRz5yGx8f82idb08e/9B/tBEra0JT17vnb2znm8HjH2Gs1+mLk5g/9/g+nW/NY9xqG47zUWM1i09yWQ67z1lt7tJnnQemGsofGssZGE97j2N8Ta1Qb8RdHf3FX/zFJ3XCnPnUuXErH33iLVY4vfvd777Fq3rT2M4rRjj10cShjro3Ub/Evv7OYXQOx3P1xt7Lr2qfeGvZvZTGbMwDx+F1lTrcPU44bO7i0xy3CR//YOP+2nWadM9Vv/N9OHFhgwtd+AbjWEdfCkdfTQ6LtX2PPtb5ulfdpY2xq1/42u+8D6NG0Ld7pezYHP2qL7/MJQf92UR1z97pTKfGdo5/GJ6vfeJkDbhXEqt8yp7tah/eOheN3fPba2hsjTu0cO7SB0bNHOqwda7RhzaNd+0uDP3ZxNU6f+GFF275R+O+aAijdvTpyAVG65sm7nPumiu8zqsNvrSxb6pZcuf5x/eSadyYnfOP7pZ2UF4ca1P2hspHP/rRR889LtbEs2ASllkOJrprHE1Q14lnwUgIRaAX7NkQex0ffv31wZWcAtjNnfnYselwrVaSZONs4XYj9P73vz/T2zmM5nTRmA7Ps5GUsLx5oMjSxnyNXZPoPhzFSGNLYzfhsMynNVeYXc8vNsbaDG1iYubAbeV81Ng4GOF5XqOxm294xzdE4pNtc4RjHo/Xm25FQItzGPmkr/FHG9q6WeiNDHyyMQ7XtR356Fc4YHixQ19+rRg4a/GJS1j62NhUyzs8cFtt7vLLPOHBsblbC4obDIXk5TDqD6d5FJGueRHI1/zKxpxHv1Ybfrkpc3hBIIfxCjecMODpC8NzGLSgLxzxtikebdiGE75zj+G4CcJD4w994LC5iwu75snGZmjjwAWmdbXOEwd9tfqdtebqjVwxw2XNv2yyd74LR41wwwHLGzQ0ztY5nHjVl1+e4wpDHveC9PnDm1f5E85dXGDSh7Zqu7Xg8dHvMMytxYWdPs/VdR+u8a8PDNmuWHHqepw8r6k1OMlh2sQnDiuGMWGs8+BDH2vCh1k0WseF1bmxxnUNtpxRa+SzOqqOscmebQd77cjnh1d/GDPjYckb49g23nltK062+HQdrx4bdxcOrho7LRtrys2meNvH3ZCtNqtWxjXPagNbDeSLNc63xjVPc4bRORz2fHLToy6LV2ucrcYG3tqOMdAHU744esFurOvxWXFc7zC+eeRfTQ6G4dp9OPrSOhtrwU0iLjSiczbsm8/jeDhrYchhGouVeNPoiJG9c+PDq8944+hrLTz/uFZ4nn3zOdfWflzVYnWUT+LljafjPOGEUf86Dyz3I9a4pu6IWX6tGPFp/GqjBtPH3qneHG+cwwnDXHBWDH3ulejDN/t59wPNia8WTtede2wfFydnuvDppe7bboCPf8QFDnwvCPDhl8de+K/zsOkIo/641G9dwWh9T+qoWk4Xbzaqo7C041zmXJt5a/Sjjb2KztaXNRFvdmxWjPrWeWgrB2F5MarmqMnGscvvFQf2iqWP5rjQWQ6558+GPZti7rl2jJNrxliP+OCy7lX678JpHuds7Jsw1GQ41qi22sBydD2c24XHP/Dlk3VlfxGnp8m/Y5ysSRr3ukEet1elwcrF47gc+dpTqsfeIMwWZ4+PGh9x8o0/cvn5xzXLGxnW+TrXfTiN19/rO9foTOOj7/rw0sKPk2tw5Iv8pfN6P6BfYxPGD6/8v7lTnbHGxeiDH/zgEw2NMb4jjHjEq37jPab1ffduYTofcVzDWU13P9obcnTWmse5Foc1H8KwpjTrgkYTjeUgv/jkkDvxvouP+XCJFy7qlhjjo+59+MMffoLB/i6c5giHDSz5ovZouFgPR99vnS/+WHGap33c+fnHeWxdNI9h2Tlr9TWPa7ion3xydr+Fz9F3titOfLpufTto7J7CsdofuRinrfOwEVv7pf1X/aLx2u7CiYuzfme4YkVjr4f4WR88j11b24qTjTpKF/GyB3cfxzabOK1Ya466LkZy132oOrrGqvHOaztqk19yT5x6PW6Mvsa/lF/Z4MDO0ZdAVp+eBoM9Xfj23HPPnaqj61xiZG1Z317T02ltcYm7sR3ZsSl/e/9E/Nd5jA+jcTTW2Olzdq19Rsxh19fjxjsf49Q8MMTK2b2Jx82XjfEea3HN5nbx8Q/7jOP5F/cqdTTbcO7DcB3n9Y1uOjvWedhoRxzzrHOJlT3K+M5Hm7Aat/brg9Eb3TSRf6vN0Se86g8znvbt5mN3Zbv0b3RfRYwAAifZJUI3z2fx4XgzzXibz05TqAX1uHDPYPKHX5JKQAvwGYwXHn8C8w//8A+Pfu/3fu/R7/7u7z762Mc+diu0ZzDY2sgUJPpK0G5czuKwp7Fiz69po29tB8eNZpv0VGMYa8Ge5o4bMlgWMI1pdLa1FugDY1ebios1Mck//GlD47hMcOQenF4YuKmaNOsJlobHpFakMS5aN0C3Jyd/8MmNkdjTR8wmrRe3NqFp8RcjPLwIpC+sSaOPzYw/E33XOdVAnKZcYPViyc3PThMrWLgc3wTbwZ2OFSc3Uq2rCQ5tW+M7NV29gSVvpnUUfxhunsVqUv9gWAv2GHWYTzv64CLW03qDz7pX7dRRdYtv6o3aNVnn9HVY693Q43i2GW+Nw6DxRJ+1jvJnghFvtbg8FveJNrCuqKP0VdPVCzlMo0mD0Tdqp3tMGssde99ODRRzbadOGE+XXphO97v2TJysz+k9Fz6+/efNg509Bh+5g88OzhX7HZ/koL1K3kzjxRe1q/uS6ZrC54rGH/nimK4pPPgkB3dem4m1mGvW+PR+QJzEXP7CmKwHGOqfNQ7Dmz3T5k1ztRgOvzyeNPo41JsphhjxTZPD0zzuvQE+yeFJ7oi1vOETf3xYMm3VYuNxmcS8+gfLGp9gmD8cWtN3WkftM91zTe/5YfCHzmqPD8WmTa3g284aN/cVdfSK/S4d3HNZl9P7ATjqjSaPd+6Nr6ijeIhTX7Di26RVR+Ve63yCY4w8tp527pWmcx/HWQ9quzx+FuqodaVmqRWTmqMWW9vV9Z17fh+kyh3xdv823R+Omnt++RvdvTiZBjGScDgNZxKAcATB+N2bOlwEdUd8GPzCZ6qPX73234t///d//9Fv//Zv3749LzHOtvSlCy5TPualMZydONGmtouzq3Fxchbvae6sGvNtF2d3LVylsXWQxsXs7BmGAyf5O405HnBqV+BMMXBIm/SZrqtVmylG2tiE+DSpE+l6xRqH1dra4dKmuoOBy1Uaw6pNY2X8FRqLeW2HS3GSNzs4+JR/0/onTu3juOysT1x2Ma6so3zb0Zi+rXP6TjWG4QVcGFON4dDnSo1xmubgVWv8Ko29saJu7dSuuDjv4qgVU22rM8+Sxjh5MfmsaFwd3YkTn8Ra7YIzjRcMfFpPU5z4OO9gVIthTOsWDnySgzuvzYynj5Y+tycnf1yhcRg40WbHL9pouxrj4tjJ46s15tPUr1Vj+kzfkDP2Cr/wccB6Fu4H+NU91+7arAZOPpDAQ1Mr6LOzFuDA2K2jYsSnnVqMi3bFPX9rHN70vs1YOHy7SmNcprkjTvhUi63zaaOx8Tu1C5/aDpdyZ0djGPFJn7idOV+hMYwOc+/kn9cfWrHa0fkGtPw4/w7pMvj4UAAklRvNnW8NJBxHd501fsU7cn6a58Zru1zC2MHLF1ge03za8gdOjydYjd3Fmcx9HLNy0dfzo91LPU9XZ8dOM/+OLnGAM/Flh/vLjU2bCS9jK9jhvNx8P87+qzlMNMm/uOxgwILjoPP0hiMcXK7gk48753jwrcdTvJ3x5m+/80LJJr9zAxOXHb+MrYXX8zPnxobX8zMY2e6MhYGDYzePYcUFXo9d/0m2qzTe8WfVmBaTG9YwdnhcGYcrdF357PiFi/xtz9vJ5av8CoePU9/CmI5f9d3hYSwujnR+FjTOP7ymGuXXdHwcrjinr2//qRHTb7DicpU/cBy4XYl7A/sJ/Ejjnfz9cdF+FjQu3rs+VieuysNdPleO3/HpqhjD6aD1Ttvxp3njcgUWjCt0uoLLqu3kvi19cNn160qN47V7zq8dHN+ah9Oe5/G07Wo8nfdZH1fu7LxXcZ+PP/M7j9t9nWev+xq8f8zgH+74dT9JMXnh75Mc7+7D4/zk09ZE8/dsPCbepAgY680Mie7wBv40yf0amV9bMB6fSUD9ejuN//zP//zRL//yL9/+7trkk9L03f2klD5+/aZP3/h0Vh8YftUFJ8f0163ka3GKx0Rjv0Lh8GvGuEx/dYu2/Nr5pNQmRhO5A28S69ax9eQbZfCsqbNxCscHWRX+crm+pz3LY2vTPx7wSev0V17owy8+TfWp3vBpN/+8AOzXk2g8yT/1Rp3gl/yj8SRWcsavbflnJdbY5NdOjaOPvyuGg3o+4QKnOkqj6Z98gOPPT9Cnb1RM+Mgba6FfHaxePG3+soPhfyZ8+tOfvmmC2ySPjdOuqKN0sQ4ck33zRuTxD7ljPaTLJI/5ZT1Z52Jl/53Eyjrwj8usK35Nf80TH3UHJ1zyLZ+f9rzuVTt11Dqgc9pO7k/ksJg74Ey/tWK8fyrtTB+/Oni2tVfJG2t9Zx+ny7pXpdEZTmsdrd5M8o8eck+8tMk9LQy6fO5zn3uCMVmf1S1c6DO9N0GCTzTS6DLRxnrEw5pwbzJdU8WKX9bpRBsYuPiNR3sWPpP9yvxwrAV8pr8ODkftghGPqcbyx74HZ1pHYYiThtukVsDgz9/+7d/efOtPqUzWp3sTMWuvmmjDD+tKvUjjCRc+VfvoO6nFdOWLOOE11RgPf/PevQVe/nbutLVX4ZU+Eyy1Qi6XMxONq6FySKzDOstHDaQxn6zzSa3Agb7+TwaN/P3yaZN7fINJ44k26g0MuWzfnGDgf0UdpS9t3Stp07yB43UDneWzvxeunV3nxdtaaL87i2FePonRTh21psUKRnV4EqvqQ3+uYXofCcf7QbRxqMcTbeBcUUd7LZ0+1viEj1jBwEub1Io09rpK3N0PTLiY/xOf+MSTvzXfe5uun2n4qO3qTWtqkjsw2qv4M9EGb+vKHuyM2wTHWHmHj9qzc8/vNZ5YWV9wJnzui8fl3+iWUAq/RCXCpBGMeDYhSeXNg0mCml8R8DfO3CxMNkQJwCcBwKm/5XWWDxxJJSFsqhJ8cjNl3jjRSWGZNJuqTchNvKMN5AwWHg4bmQLrn1ZIzok2barmF/OzGMbhoogokDZVfk0WixjBEXP/eGDa5A2Naft/2buzZEuyo9zjiTEA1PdNlnoJMB54wHhmSEyAV6bCIDDxAoZhYPRChShlSSWVkEQjmMA9v1D98y6Ck6oTvkJWZdeum62MvSN8fevzz315xD5d2riTD0z2kbpzQ4Qz+WJl/GlMIyZfkyZrLn1oY09NG5L6o7Evgu38DUL1X+3YT9Mv0NBYTDCm9UebHnrFJ1+T+lM3tJFz8cjTZD/UR9WgPJV7PJ9qeqga9E0f/xERnEndWFtc8u1G1oe3K3HBMGDg1BdWJny6QYvLvpT3CU4a7/RiuRCXe5V84+JB6KrB8LCaTpMvusdFD1XLejqcSR3TWK5pLB7336nGcg7vSr2s+qWJD1x9AYzOxlWr35g3/bt/+NBXXO4xesUk53qxnBv9R1hX4+FvP7Wv6Dwxvbg+ql7U8jRf6g8nRptJnvQbOOLS0/twcTU2vVyuDH1rch+njb2g/tx7J/cpvOtbfUDZ+VuPcoVXzyaTvUljXwATlz4hT5Ocd89Tx/bUpHeJRR/GRa/pHnM13/YmbdyD5R7OJCY4egUsGsOYaCwmurg/iGtSx7iIhTY+w6hhffCqwaEzPrh4PTXPJTAM+Z5qbI97dtMnYE16hXgMJkdwrhpt1DGNPdPSWN6vmnzbU2qnHngVI3+9j+FhTOpPXLSRL7WnbibPA+0pfPStiTbmqjlc8JAn/fSqwaCx2pnEsq6nT8g7m2rTfRwf8Uxq2PruMfjIV187cf6KqTk4+k2foyd7s3uVOsZHHV3Fqd+oY5zUzfQeY1+5h4tLnqZ9VB3DwMMen9RPccEpT7S5qo+8isk8e3uiMQzzPFMYO32Uxmo5feh8NSZcelaqj8K5amns64hy3ddOrvKxrnunPOs3cCdmXs9K9b7JPld/cBh9wrrKyT53r1J/03sVjJ6T6ANranqf+tE3dr7x+Nj6t36hWyIFrum7kUwLwlwYNvA0idY2JMHGxWtq5tq8igvmZKNYu5uZDznTD5NwcMAJxhTHfDcfzVETmBoudIGzo7HNe4f1odQNcdIccbDZNFqc1OLUzKUxmzxgmie/9gKcad3BYeqvepG3qdGHNm4ckw8E1lUraQxvauKpdqZ1nMZwJjeelbuY6AwrrdfrT3mtbuDoXVMM66x9tAfxp6y/+qgTOG5CPvBP68Y8OaeL4f2kns0zX83A2+FDk26uU5xqh0ZTDPMMfVQNF9dEHzHhNOVS7uujHlx27sFioTFeU060lXP3cQ9kU7O+ZwqcjKnZ38XScYJlj8u5h9VpH7UPeq64o4+6Z07vm+0F96ppPOkopuKZ9kA5Vse7fTQccU2+qCImMcCRb3mfxqTe7CX7wb7YMTg4+YAyrWMculfBmhocudqpHTHAoTGsqT5p3L4Sk3NX+jF/Q57woc10T6gVe0Edw4E7MXP1PzU85ZIW1c6UCxy5xmm6F+Ii12k8+aITHDUsV8xnh6mpORq7V+08j8ZnihH/YvJ+J1fqT1yOU07mxmfyjaxiUi9qx3Eak7k0tsenNROfcLyf9hz7SR3TuLiu9Ju4WL8+On1usz4c/cbz31RjnLpXydfUrG++uHa4iAmf+uiEj/XrxY60mhgcAxe9eCcu9efrC9OvMeBv/Tv6KD3Sh9bTuOTKXvC8v3uvguOZdsqFPmIy3/1qamlc/U37aHsKj+nzKC5pTJspF/mu30wx0lMvFpu+Nd1XYZ2Pt36h+wy++37S6M9r2vxwdrCav9NI4rXDI4w7jsV0B5+a7A7WztxVj+Jaz72Xr+OzG9/ufBrE5Q497sTa4XM3j12d47ODE8Yd/WZH23XuHVzEVa9Ysa++Tp8dja0Zn12cq/xf5b/G9V5zisuruF45L+fvdTzxrf52+OzMjUfHO7BgNMJ9L493cFkxvJ6YeXflOz5TLhP+v2hOfH6Rz1Ou7eI0/449Hpbj+8His8MFxl3awNm194u24kjfXU534IRxh7678exyWOfHpeN67errOzSKR8erHPjHo+ME4+45xdNxir8737p36ALjjr411eE87w4u6bKLdac2u1zOOu28X+PyemJ3aWztKYcz7zidz78X73HZzfkaz45GK86OFuHscNlZ/ylzb/1CtwT67ku/zjEN3DxYfrrSccfCmHKxtrlwdn/aM4w7Ch1GY6JPMe1gtO4dGu9qGxfx7PJRw34iw08s73y3P43jE8erx2La1cj8nX0Q7+LCa4rnu39pvPMdW5zSpWM8rxzv0njFmWqDdzhXYjj70sN3a/0Gie+STviYY9gHu/UD5664fMd3Es+qES7iKsb12lNfm6+OHeHtWBg7ceFg/u53xMtTeNO4cCmuKYa604s9V0x/2ri1Ye3GBGPnp0PicofGYezuzTs0luv4OO4YPrs1jI8Ba8fuiIse7nn9hsQOJ1i7+tIDhjoW347B2YnH2mm80yvKNY315CmnuNwRFw7GjsbmFtsuDi7imuKYZz599WKvp5Y2OxjWNl/d4DaNCwY+bIpxTH74Z1dj8+nrp/Ucd6yY7tB4N667NY7PRB9caOsnCNXOjuGRzlOctNnFaX/uaFP9w+j1NC49Qh3DmWKZR5/2+JSLeek85QLD3LTZxel+t4Pjs524djDu0uasj/cTS+PduMIpXxMu5tAYxu7XKtb6m+YrDLymGOYyMcEzJmb9+MDaMb/l09fepnxetf5ehz+hIudhHuE28MnlSW8TD8auePjA2CkIc2Hgs2Nh7CSxD9iwjCmWmNJmipEW4exoLJY7rBp0nPIRj8ZWHU953aExDLHcsRdoPNVk1QCfsKZ4q8ZeT8361U7Hq1h3a4zHbkzV8VRfGqgZNw5fJNz5AiEO4sFpx8rVHX20L9BM9TEvjXfiEosvwNJnWn9p2h6fxgQHhzu+CQAHH9rs8Fk1nuLgoRfrybsPmrCMKZc07j68g3OHNtav3+zUsbk07gtY1eTVIxx8jB0zvy90TzVetdnhsuJMNTZP3fVNx6k+uISVPtPY4Khjxx2Nzdf/phj4pzGNptrgYS6N1TGsqYW1g2FtfGDsapPGjlMLA6cpn/LknteH/ymf7pnTfLfuHRqXb5g7GtOnuKY45nleo/HuF7qr352cp0l7fFo7d2mMTxpPa2fVeIqBB1vj2tUmjX+OfP3fuMj7TlxrHV9n8fMZMDyvqWO8dkw8/tTCjuGDxx0aw9iJqTqB0x6dxtY3HGGGO8ESDy47GHG4Qx8YanhHZzrcoXH3OvW8o89d9dfe3tFGHHdojMtuv5En9zp8qmfn7rJfeXjQnf3Bt7sYPIKDUkMydpLpb+qY3wZ8ZLl3PYWLDxWOO00pjLg4XjX/M+m3vvWtZ3/0R3/07Pd///effeMb3ziK4ypOMe1waU0aw0nnzl85rjexNvGV+fneoXFYu8dVY1iTOobRSOMpr7s1Lp5JHU9jOM9L485Paid9HXc17osPsKb7IT6wxPNe6puu9dFy3vkrR3G1P3f6aHU81TfO+MB6P2lc/U1zXv2JcSdX5QmPRrpdOb7fNL6jdsKgw6TfpN8dGtcrHHf3Q7ymx5VLdTzFWjWexhUfOu/0m3Acd+Oa6rHOq26c260/GLv7my447fTR/1c1Vsdiu0ObOzSGUb4d30trj+/uKTGlTfV8NS7z5YlN+4257YW03bkHw9u1uzQuruIpviv8Vo13cy6uOMTpCpc7fde4prUDg9F5itF8GMZUY3MZjXF5r/WNi+PO/S5daL3bj9OGxtUhflftjs9VV9d8lT9d7tAGfvpMa0eucEnbKU5cHHdqx/w7bNUYXvFdwYbRHqXLBKP1dvtoe8oRj508xemXcfzVP3iwu4BtWn9Q3P/c6oPFNHCiSYBfK2LTAoWDD9spCDj+GL2x8xNl/tOAGgBtJgUKgy7+J+Pf+q3fOn4VdvIhLn3Flj7Hi8E/NIazc/MQU01gEk+0y1P6TjT2nwUY/id3XKY5F498pfGkjs1dc7WjTRrDgzPRhs72OZ1rahMc/0EEjf1v2nCmP3FMn+LyeqqPXInJcYqRNvSFNdVYHDRWO77DOdEXl/6TCP+zsrimPx2Ej/8MRp4mNYwLK1dim+4pOHSBUZ6m+siT/xyJxtUy/CtGY/c7Jr4dffqPmnb6KF3wkO8dLvZUe5y+U43xEBcuUz7uLz/60Y+OfS4+P10xNVhpM42pfrOLQ19Yam+qsRqu38CZ1jEeP/zhD4+egde0V8SFNu3PSa5wgLWjsX2gXnb7KA7FJU+TOo7H9773vUOO6X5ob8PDSe+aWvqaP60/fODcpbG42ERjPMx/8eLFS20mOKvG8HY0ro+2FyY9Jz7uNeKZ7vHy1PyOh+BP/Ke94NnYHu0ZZxKXeMRm4DLBQJvGRs9KE5y13+Ay0QYX+ogrDhMcsXim8BkPlt+0mZp9idOuxvYBrPZT8V3hBcNQhzsai4UuxRWnK1zkm8aGzyJ+63Fq8iUmfHCZaGO+Aas9NeGDAxw6s4k25tHYs5JYphi4+Iynjg1/Umpq8i2mnc8NYqKNOqbxZG/iDwOfcj3Jdzr0n3R2f+j8U49iUsNiwsnn6CkftWd0v5vipA99d2pHPDgY01zRUR3jVFxP1Xb1U780VoM7+1Pfqf6KbV3nKa9xgGN/7WhjPo3ZFEf94WPAm9YxDj7j/exnP3tZg9PagXW2vd8nOaEJ1sb98Y9/fJAV+MSIZ66CkNAdk0i8YE7NXDwqiilORT7Vxbp+DehDH/rQsy984QtH059imaep0UYT2DG6iG2qcfrCMHZs1XjKx//g/pOf/OTZ97///Zf/S/iEk/VpjNNUYxjlalcbuYZhTLWhg1jEhdcUR5/46U9/emjsYWjHimmqz6qxuHaMNnikzwQLH7myr6b6Wlf/dON48803jwfNCRdzcPCwMNU3DDgw8Nox2ho72lhfrvrC55SPHKlj9bxbO3f0UTHd0dPL084ep6n5PWhONTZfL/Zcsdsr5EhsamdaP9Xfzn6ghTzZCzQyJmYeHjjJ/dTMT2MfnCZGT3zSZ4LRnDvuVfjc0UfFBEdcjhMzTx2/8cYbxzd3YU0tjXf7qHoxpvsA/1VjvKYWzo7GYjGfxp7fvJ7GJpZ64DQm88KY8mhtsbk/7GhsrprZybk4zHfP82zh9dTkhz7TPdW65osLt6nO4ojPjsbWxwWnKY75fgDkBz/4wVHHxTk5dm/AZ6qNdemD1zQmGObiY+zUjTjkSkxTHHNp7Ju7vsCyY7B2a0dMcKrjKR8ah+M4MVzg6DdTDOvC0CPefvvt49liwqU59MVn14rLcWpqbrcXtzYcse1Y30ig9Y7Zl7v1t9bOdG+KQX5wgbGTK1h3aOyZmL6+KSbGqdlP+MCY4tCkPrqjjfVpjNOUi3nmx2eqi3n6sH7s2QLenTb/I3aPsPAg76cH/+7v/u74yr7v4PmPCHxx1lfnicJHEKuwfkLLdwIMm96HWUXlg+0HP/jBZ5/+9KeP72r7roPEwpDsMJz3nSzfsbGOa4pJEv/hH/7h+MIwnI9+9KPHGnwkx+DDwupv8cAqgW6IHpz9ZJo/FWIt31nE1/wKN0nMdY0fXHx8IcQXnHD/8Ic/fHDynXo+YuJnE61c8ITFh8FJP5riYwOmHR1oS0PcGQzfDVt/KsA6mqOigiNHn/jEJ451+OLSOukCG5fixsU64venVODT1xfh+Rl88KBPBsdPi+HsNQzjO9/5Ti7PvvzlLx/r9N1bMcFIJ47FLF84uiYuD4dq52Mf+9jxtxr7D13ykQevi0u81jGcsw5N6QNHLdJo1Q+G9cTHYIil/3TDObkxV87NF/MnP/nJQ2PcW0vscTEPj/SzhrVsfPUH53Of+9zBRV6tSf/q1Hzn8KlGnasm/NkbmOz58+cHp346Uiw4ux4fPK2Du3MGje0HQx37e5gf+MAHXu47a+EUBj4w6Oe18zSmrZ8KonN9AhbjhwtOaVxcNIDH1Ci/fkoO374BREPa4mMwGAwXGhl8YNAYF9gwqlHv+dDYMYNFY8Nr18VtT+FlvPbaay/7n3nlM43NK9+4F69c08fxa1/72pH3eiT98DDKJRyx0MbRe+urPxrLlXjky0+u5CMPeBtMrOLBpZjSWB9Vv+0rvkb6po15zHr5xNe+0tOtu/ZRfvFwLZNDXHASq7XwUcdef+YznznioU0+1TGMarD9RGs41qoHvnj46T/9Ru2lTTVaPmDhSDe1A8M1GG+99dazf/qnf3r2/GE/2Qcf//jHX8bO/6wxfYqpnKsbGv3jP/7jweMjH/nIM8P1fHBetcGpmlj1sxfwNz772c++7Nnep5+53rOzxuLSc/RR3/DDQ1x6m/XME/+5j+JZLcPFl48a/Od//udjL7g3wGJw6Beec2msjunkGgx7wd7Ezdo4WYu/c/QTG/8sbdLPdfrJlbny5Jkgzo/lSf7g0IiVJ19Ia60vfvGLR+2pP+fErZ+wfMpj+jlPW89K9rh7L33VIB8mTjiO/KubtHHeXtC36GjAscdhZc7zNZiY6GZ/es3qFTSmkwGr2rC+2I24mLf2Udfw1W8Mc/U/fMWPPx/6wM9wkQP6Mdf5ffe7333p9/nPf/5lD+Qj56s2zsExrAeDT32URvqNmIubHvFJGxxp0n1crOpCPHoXLdWeHpiPtelnPeuycKwldoYvfWHJs3jl2nrGY/VnnnjExUeP4KeH2hN4f+UrXzlwaGjd8lc/huG869bzGlc46g9nPO1L1+Ut/cSVhVFNWJufewsusPRRPRRnfOlX7181hlXteG0dGLDsd88DejterltHrvCGyeDjS1+v+ciPfUVj1+RI3PnQJiwYsFk4dOaDsy/OwKLT17/+9Zd73JzyEBcY8mm+9dJGzj3/iclzG23ElA8/11hYuLpOZ+fwVTe46MnPH+4z9KGf9fChDd70Yc4b6QeHNnB8M0sfpo3ndWvBKG7rMecMnB2ZeAycfcarl1fP1rMWHsV1THz4xzUxwcKXht/+9reP9XF4/hDXOW5rsbQxX1zyRTtDXHRRO57b1J6x+qgvvuHAkC9aO2cdH7JhMfcGscHJXGtN59LYOtW6mOXJ/cG9RY70CnHxp0v7IS6wYLguPj5qTq70HHmBST98WX3LNUbTtW6csw4/917XrfGpT33qOHpt/TVP6yIp/wAAQABJREFU8YGDi/XSzPr01XfsS7VDH7gw4sOfpU36pbF+LC6mBqtDOIx+8MKhK6z0gUMb+fJ5UQ6N5w+1QzvcXVfDax3DxhmetfC1lj7h+cQ8/WetUfrRN41hlCN8mDXUlj0Fk6VP+omlvYC/9dXDWhPW0G/44fGlL33pqB0Y1VZxpQ0cY92f5ouHxupVjjyz12vxCwd38+FbR2wMF/mmsTq2F4z041e+0wYOg0NLmPSzFo0NeOqZdnJmDg7pXP2VRz5qwRpi8TzA96tf/eqxTr2CjwE/gw0njWkGx/pi8xlNr6iP4svExQ8eKy79Leszledsz9d0cd1a/M1Nn2JyPo3pJw4+Rs/8sOSy/RcPGrK40C8f+hn2puuw9XSxG7i4HkZ8cIXhmA/99FG189rDc5uaMfLhp9bDsB4MeVprp+cke8Jzm+clGjWPfqz35hr0YXKFC78XD5/N6qNqUEx8H6sbc/Wb8PjQF+fuM+LCBW85d41fXM55WveKzw2wy5G1xA7H/Hzbn63Bzzk+as9zknsNLq7hA4elcf7Fwo85b4/3XOscffVRuWLW6V5VXDjio3biK3Z+7g/q13z3B34GLmqQhnCqP3xheA9DrsTktXnr107wMV+9w8uqT7XFrEM/tWOtYsn/juOtX+iOEBEkFWkBCiiBa6Ilk69E1SQJU6Gvr12HAY8gxINvKAhN3fV8avoK2WvrSGj+xLWOG4tzzNHGUhCSwUcCredoTU0FjoK3rgRpDiUShms1dO/h8IEhJpu4BuHIB083BK8N+oi5ZhMO/eBYG388rSc+58Lnw2jPZy0e6ytyvnDNpZFCfSxPcPhYh7UR0jidxChuvNOPPsUVR2vAYK7jEl/nxFjc3tNdntact44jo7/1acJPjNYz8KFnPo7pTB9x4cMnfcXEqsX0Mw+269YpJvOtU1xw+KVx2HLEBw79+LnGnFNbGhv98DSfjyMTY/vJ2vSjHQ29Z2rKTZwfMzeNW4ueXqefeJxzdB4XOIa4mHPWx8e6jtVf+w4X+wV3fJyHcW7W5tOPmQO3OnYOtuu4h2MtWDRk6VftOG8eDWlsLp+0gWO0J3DDoxx7DUO9+oIRzt7DsUY1ZW1zrQMLJt2sbS3+1SDfYqcJbex1r2GIWW3h67x5fPD2ni6OeBjmxcWaxWQ+bRhc88VlmAdXXNZynblW/N7TVy923SgmcVsXpv5nHXHDNT8+uDBH+qmt1raWWPjCxUXPdt1wDhb8jG6G9axPV/P4eQ8PT+vxoROcMNSrAYPO654yV77glFd+sNS/WHGlG6tm6GdOesq3NdI5XfDBzXk4BnPOfrI/5QyWtXDBn5/89wDER0zO42wthqd7FSz6mUsXOPl4jS9OzrkOo/3tnHXkCV/niwsnetOGbnjw44OzPKw4rhUTXJz1k2qHTnDknPFxHW943ruO69pvaGEuq0ZwEzMtzRUnnePDt/pLY9dhic8cOqSLddc80dZw3dF1lr5ygS9Lb/o5B/+ssbqij8Hw5CMuMdHIXDHx8TqO9PFerK6lDQxrwyhXXotXTrM0Dsd1XMUGk5lnMH7yDhMOf+vTp1ymDxzX4bgOgw+d4IjRdXGZQzd+hvcMhr3pyOhXPmEw71n60eaxe5U80do8HM591Lzi9lqMhtdMHDDsGSZu19MnXazNpxhcd82azoUDS/zMNXF7X4xyn36u0weW+XAM12njnHkwaMyX0VjPthb/1edwePjH3PoJH+tWO17jni5wqgHfIODPHGEY9RvzaIGzOV7TDF/+XuNpLbycM/Apl7DKgyPM5oSDY3sXJjPPHg+TT9rQDB860YaJL2w8zWOOax/F0/rVMVy9rt6Gu+vtcRj2or5mb1pHPcExj6/X+Jtr5AP7fK+C0fMLXJxxoWEx0QBGWlqDdo7O0a1ewdewPgxryhcrlziVy2oYDo35MO/Nt44jTFhwvbYfcO88fdpXcMyXF0drwLCmmOIEQ/3BcC2NvW+NYqONeTSWdzitaQ1+fMoDLjAY7Xr2cF49pJ/r9MFZL8nEydc6cGCI1zrxExOs4rF+fYLG5sM2XGte9yqxm2vgzcd6MF2jH5NnMRtMvLj2jOPcmk/vrV3e1Ia1rXPWuJjKpXk0NhcntUgb+8G6+NFOTHydw5Uu6ScO8/ngzryGkz7OwbZGGruOq7i9xhmOIb70sb61+ME3nKM5Po5w5IzVi2HAhEMHfmuNwjBgMPPtB1gMV7mRB6+ZuPjTjx7O2+PWYdawv8VjiBXftd9Ua9aDBQeP6jwc88/7kzZ8xeiIHy7WZfi5ZsCWKzjWcqQJH3xw85omrudrLs7WggvH8EU3R+fgxJm+zqkjvba4aMMHDh9WH1E/1reWefDUKy3t3XoFH9fO9yr1QOfygC8txGOO+Jhc4syqG8ficrSvmBzWR2HAk5v2Jt9qAu9yDt8XoMV01lhMxUgXxgeO8+oyfvDpJ3Y+zeWX7uITO040FQsMXAzn7N32Q/rRVS5gipGVdzHSeK1j64kHH1iw+cilAVe94lON8jn3GzHLESyY1qKr/OBiPs5yKf40dh0+TOa4flPRXLGrHa9heC0mfOmH54ph/TVP5hvpAoPW7U9Y+LQ/+YmbiceQC9yct371FwYeNOAj5/TB13vnw4Bp/WoYLwZPrtWEOQYMnPgzPKsJfPmIHZa18OYLUy74FxOdXau+1l5COzjmy715MMXkNasGxMasjatRvbtGD+uIRb3AuNN+zuYmxArREXHBGxpTyXR+TQRf1wijAIlNvBJORAWiAImtYNqUREsc8xUFofgQ3Hc+vIahQGvE1iGudXwnlcEy4FhHInA3VxOFYy3fvWA4w3HdOdfD8FozMRgcPnwVkOIy11p8nDPHd3rCcM7m9t7Rezj0w9tcR5zoK25aKiz6iJ8pTMNPaIkLXhuOJnSAwUeBweWz5sl7c9PapsHXJhOXeLzHD0b6weZDYxjlmg8MfvhaizaZ3PMtfrhywBcHWK65AXlI9B4HXNSPdWEw1+TdPBzXXNFUnq3l6Lp51oGBH/6upx9M+lnH4EN7tafRWo+JSQ7SGJ6aEbfc89NEqlHvm2s9GuFnfjjxd3OxHsO1WsfFqImUCxjiojEd+IiB9UGQfjQWk3VxMR9WcZlLP3hywkcs/GkAY60JcWhY8uQ7staFIW5cYPBpX/iuNuNXHlzzXl1aS+zWYnDyw8Va3tNZPdNGnPaDdeAYYq6Rird+gxs/MZoPx1p85NP5MPDha+8xsVgbJzrA8h4vvYvJH43p57X5/GC1p3DGFwYf9eG163JOaxr3k9HF5Zo6996aeIiLfvDxg+W7tmIXBxw+1QJ9DXG7bo64XS9vtBCz69YUS9pYO4PjfT7WqY/iR8tyar1qp14BX675Wk/c1q7+vIcnP9bRD+jFp56OC95wxNwepzEt+JYneHoJP+fsKXHxYfRXE35CxjrixkVcONLSecO+EZvhOiyD4SoeupRzPrCqG7rjTANrrn30AHnnH/j40poPrtbBh8G3nv3nnLitI1YxOqdmaJfG1k7japDG1uJjnhjDgeGcNfjh6xwcdaMOrefI/MQTM0f+8DbMEQfO9ou4nLMXzBUHPmL0nh9OuNhnBkyD0dccfKxvH+BsLQYLBo3la82Tc4Z6gePI2puOuBnW5Xu+11vTdXzkkj76jnOupTE+cYfDxxxx1Su8F6s86cX8YJgn3zTxPq3t8Yx+cmFY214TL07y5Vz1CXfVmK+c8Fn7Oj/a2i+OLP1wwkX+xChuGEwO1IR9BYPhwldszuEJgy8NWP7pt2rjNX5yJNfu0zTFt36Dj9d0tA4txSlu+vAXBx4w7HFc0oau4jPfa8eeB/jhZz3D+3CspX6YmnGdpsXoyF8eXIuP+c4b8cVZnvmt9UJj+laj+hIcPTAMc3GmHxO7PPDzWuztJzj0oP+KYZ5e0R6naftBHPJAS8f6LR989Vp4xeVYHXtN0wae+IgRjtf4wLAek5d4iM3AQY7MozkeYpRLGHSnjXXE5VwGCw86wlk1thaNaZnGYnFOfK7HGZ569r77g5zhov7iak84Zy1cMvPKd31LzOJoP3htnn4DDy98y6f3OFjD/vQeR7nhR0trG3ysw8c6ONLQe3rA16+9Z7SFoW5g4mGOGqLF+VncGvzKFf28F4t5NIJtyIuc4M4n/VaN1S/O9UixyANfHGDSEPfz/cx15joeaqQ6oY24xWNtteLomdWR1SfyoZs15AFvfnKgF+CFN19+61q0U8t4mONoPRrYg3ia1zrFVS/hV31aizlnr8hX+qk7ejhah0b1Yb4M9rmOxUPj82cmMeFkTfGkCwwxVQe4iJnG7XG+aofGcs+HqQ/7Myz64Yurc+oGF7GXE2vJBS440d45Oadf9QnLOdcNzxTwrI0DLq0jB3Qw32DtOzjMvPa/vDPrt6+q9XJCv2pg/VyPE6ORmOiHj3le40JLeNaRUzhipCHOxWS+33ZPz/anvWSO8wYu1vXaNbE7eq8maGwduOK2lrhxaF+oGf7WxJePOo6La/ShsQHHGnzFZH3+5ssnox8c2vNheojXYqcHnD7rOM/XWtZV6zD4nO9V+KpT8dECD7mqH4sPvvXKidrhg7dzxdbnUuvLjfVoQ28YclndqEs+dGPqGA5tHMVvvnzTAzfvHesleMOBscbVfNdpLHZxmU8TA3d+tMHRNfWHOy4drSUPfGhCV2uKB39Y1lAbZxzXmGviFhNsa7XP4dCTjp6VWrtc42GYj4t8420tORC7+Lx3dF3c6hRP67Q3YRtixk3OzYGhdrx23ms+5RuGPKSJ9dc8rb0ED35ilDfv2zdet2dwY3AMPVBu+aSx12J0nsby4LW5sOvZtLEGDMbHPLzyoQdzr2J0gCHmNKaH/RBfPuKmHz989BV7AR5/5+indqxLG7rhwoeeak3cjtZyXe2I255g6tM5R+uyeom4nRM3H6/luL53ON/0z688gP989RsAFY5fWfBrbb/zO79zECauZBKKlYB1WcIRiQ/BCFwDJIpGYzMR1zwYjmE4b34Y+fD727/92yOBHo4Ma7SOBEpoZl5cYeHiuqJQpJL1m7/5m0ei4+y6ERdH16zhyOBI5osXL44CdeMRl0K2TnP59Nq8uIbjmkK3YcXlP6N0A1egNGBxFhsLg34ZXeTKr6ooSpvfRsElnFflCV6cNTMDlzakInXdwMXgk8GnseusHLz++uu5HL+eFEY+MMSfPq7jAoulsT8lIF/isZHEtupHYxZOtZOPXPrTCHTWCH7jN37j+OKgDZiljTUZDIOPI+Ojjv3qajfCvsiINxOT+OPiiEexe6/m8NC81Mvz58+PdcLAFw/HLF3S2HXr0Li1/IqJmihuPji7ns9ZY+drSvRRx+rHjUrcrbPG5Dw+1R8M1+mijuH4lWe/5qTBZq/SGM4auwZtXzF8/dpfvK1j0Ka8OMJwNFyHUb7DqEbzeQyH71p/fOwpNyHjtXd+VSqf9HM0YNNfPLDo57x8q2H69Cv3MNa4rcWXwWFr/YlZzbiB+DVPvzrdn0HJX/2VM/Pht05xyzd99HT1a1/Juev88ThrAyucfPDR09044f36r//6y/qDFY/qWGxp4+i9dfARD+5isr/FveqndjLzXIPh6L21PLDQ2K9n+vV/vcL+woUPHtbjy8RhqJ0w5NivMPr1Q7l2f6GR2OEYZ42dw6MBi4/xN3/zN8de0tPdH/hYEweDz2rFxCfO+p/Xhvtm65gnHhiuMcezxtahn/u4BxgPNva3nJcHc9c+Csc6YbkOR571QL86qN/QBw4zB4ajwdI4/ZzjYx/Qxr2FLn591XrlSkzWC8e8uPBzXj7FJVdy6AO2uPjxKd80YuUPF9eZa4Zf94u3fgNv9Tlr7JrYYDFzaeNDjD2KizpWg/jkUw/kX91Yq+s4m09j9wk4ngXy4ZfG9GHhrBpbx1748z//80MTPNz3yod5YhI7nLSxTq9xEZPepZfC92ddVm3OGsO1hpiLG751+vNEfJ4/3PPcQ1cfnMtBOLCsB8PwjGPQSL+BEefWwSl9i2W917teP/YBwz1PDwzH2tUf3iwcPjgx+up/f/qnf3rco+xNeyvfMPDKXGsdr+GLWzzi4qun0zptyhE8c5ijGqz+zBOXZ1pHutgL1uLnumGtMOC41qAZn+JSy/qoOnYfN48PfJy8ZuGlsfd8aENnGuPiC6xnvtZbLX1huGauffDNb37zuDfoOTSWAz6PaQPPOnwMOPi4T+l/ery9sNYoHD7FBCNdHNPGfvBsgtPzhxrW+2iz+tA4M881a1U3+NDGHtfbX3u4z/Shv7jW2oHhPJz0g4+LXHnuUsPytH6Rxzrh0Mpg52cyeohHHevF/qwLPtZqPVjr/sTHNZxYNeHPocmhWnAvF3c+NMYnjdMmLO8NfOii5+jFarle4Xpxec0cw3Bk1lG/NHbdF2aK6XB4+EcfhRWOueUqrfjA0LtoQ+Pqj7+5xR4O/PINz3n7wDOOPe5z1W//9m8fOsU3DBplabfqx8+9l9HEswmt+bLy5LV1DfOtI19xVDt6jn6hb3lOco9gMM77wXxDbhkcXMwXE73U3lPvVekDS13hc/7TJa1ZDePFyk29wjl85Yk29jj83/3d3/0fNcqnuMxh1qDPWufi8gyIkzjpI+8wq5d1j+MDw3Wv+Rj6jX1lj+qjNMaZT/rhw9c5g637U+x6BY31QjUs5+HwTx9Y4YhHbN47j4d9RWP3Os8V9XR+YsaDb2buGcd+sBc8v8H8vd/7vYNL+hUPvGqtXKcfH1w8p8Prz0i5Tkc8zHUtTXByreE6HLk2fEbzbOI+U1xpDM9g4aUxH1z0Gjn3mVVPt0etxcxNn+PEO/+UA/rhIg/qwtdO5En/k3PX84HFLx6Oxe2167B8NvPePPqc4171Rcd1vmkMh36e+dUObXDRM/iKm89ax3DCcGR87Cu15z7Tny5Z9bMOg2mYaw1cxOAcHzhy7jOD/dQPv/ARc+MAewdPb0sHXGgHy5/Wpb+4ism88mTNbM1T1631zYdnChz1PRp3j4kz31VnMbkGL/y+6WCvpzGd4fLBuTW9p40BgzknJvtJn/C+r/+1p/jpRcx1Aw9rpLFrdFHLeqD6U8fue61pHi5ixwuGkcYwXIchHrHhIK76QD7F5D3DwzqOzBri+rM/+7PjtXsmnD4rHk6b//x8pU2QpiNu02uMjoqhwsmHCERcjYBZiVXcNhYcc/Jx9P5szp99YLmZKk4FVfGZyxdf5zK8zMlKhrmKQZIN51vL/HVOhdV1WF7TAQ/zxeZ98/KtoFu/uV13NJ+uMBzj0xyY9KmIzGl+Pq6LycOYJmSs2vDj84vyBNMa1qMxLm3aNa6zPrBXPq1L3yzc3sNLmzid48pHvbhGH9rAz5wPp3OOK5a16SEWzcDrc72lzcolnHD50ITGeBiwrZV5v/KDl3bhwRGLZoEL/itG+q44azxwYDrnxh5nONbPXE+bfM44+WhAmp+juJxnrbNyCb8jX9fNo7GmXFz5OL5K41Uf/HEWF4O7arzyiSO/FcNrGDQWU++bm7/38Fec9XX+cHAXk/GLNDb/jEF7uuDiBgADXvj4wHxM4xXLdXHBMuoVqw8c68UxPvlYE4b3PhzrX/isXLw2HtMmnLjiYZ/bV/K/4vBd48LL9cx1OObBoA08/PJzNI9P5r25cXHkJw656ps15qw+cTGfvQqDJj4M9ME2vVr/VRp3HS4fnHqoE5dYi4vP+n6du77mo//hbKib1eDhlz2mDQw+cLymEW28Zmn0KpyuW8s8eVo1bm1+YZw1DoOvGODoNXSRN1zyceQTxoq/vjYHjjzxh1WO+bmOs3MZ7NZZfc59NG34vJvGfGCmMX1oXFyus+Ly+pynruNKl9YU0znnvU+fYlrj4rNqrFesGlsvreLinHUz/mISi5j4e3/24ae3ZfHpPX/n7Cs4DLc1L8Xr2jku58KgBwzriUmcxZ3Pmjtzz+a6uTDMF5+4wuGPGx5x7FpHPubWc6pjHLIwet9x9cElDtYzzhrzb6zrr69dD4c+9PW+tRz5O7/OO7/mlzae1cW1asNfXI9pvGK5Ths556+m8cknvmnS0fWzz2Marz6wim/F6bVrOMizefDSOBx8+a3WNee8dp1+eoX5adO81Scc+XS+4Tx/GjPP2T1zOc+PrbWzYhwX3/knDu4xejtMcYQBj0/z17m9lhPXmXuefOFj3prjsJrn2Dpe8zX0YtzNX+uPzxkjXuE4GjTGw/U0jovrZxzYrPleW1u++TLa4LUaH1b8zXfM+Jj7Ko35wo1f81aMfMTiOamYVp/0W/to3MMs7j5X0YnOa1z5NOcxjV0zjz7tcVgZDNxwWrXpumMxqZV8xJWm+fY+H/MaZ5/u49UePya+5jfHcdXHa2vh4HOVOXDCyJ/fmqszl3DspzRxbI7ruHQtPisOH+/pa573eg5+8XF8rG7C68hH/XX/hXmOK30cV/xeWx9fx7520vt84gljNddXnzSmMwunOdYw4JWzFcNr1+ihjn0xzOvWh2N+Gre28+fX5tCGr7jO+4p/2pj/mPERA13rxTBhtx4+1fGK4frZhy8ceMW1+rhudA7eGcc5HJznKwZH5tyq1XHynX/CDF9c+qjzabPieM3nbPxXLHGw9Fm14KceM7lofhj5iEkfxelV2qz1B6tY4MNx3REOHmecdX6c+BuMdga/vtDe/Tdsfq3FF4/OhdORfnqFOj7fN/ngn15pc4C98w8f18999BzHqnHzzY2Hc3CsQZvH6o8v3GJqbkcYrllLjhz5O559xJUu5nm/mvfmqTvawL3bbv2JbiTdDH33zgNeQl0l7QZuwINR8q/i8PedBhjGWeCn4sXF0QacGm1gpMtaEE/F9IVB35X0nzO89vDTHTWCp87Pz82woqLLTnH5rg4MeZpq7KEue6yhdu3djmLy8BKXCR/fMfNdSd9V9J1WD1UTk2s5x8GQ96sGwxATDA1haqvG54Z0BROXHqbU8ERj3xWnr59A8I0x38WbmAZKY4bLRB8Y4hEXjJ36g1HOcJloY377s4eYiTZq2PCfr7hRr7+GfAWPPvqoeHZ6sbjsT8edPqqOcaqGJ31U/DTWT3GZ5AmG+TR2k7a/J/UHh91xr1J/tGE7uVrvVbSZ6iPX7g/21KT/iUOPePHwk5EeyDzk+cmDqd19r6oGJ3zuuFep4fqFfE/v42rPT6rT137wK9FX7c4+qv6q46nGdLEfjJ0+umqshid1LB615z818lN2fdieaowTffpgeRWHP12Yva2HTvpotaeWcdnpE2Iy1PCkd+Fg+Ak39zt9Ypp32pR3GFNzr6KR/rejMQw1BGe6x8UDQ/3K0wQHD8NPlMmRfgFnUjvunebhMsl3ORGTfKm/qcbqRlyMPhNtzIUh5+Y3nL9ienG/qaP2/HTb1Hrmp7G4JnmyNn1ptFPH7Sl4tJn0UXP1PXGJSTyT2jG/n6LGxW+JTU39da/CBa+rRhu1Y4/SeIJhzTB2+qhYDPtTPBN9ccFBHesVsPwG+rT+zMdppxfTxtjto3IVRjUo3onZ6+pPzidGEz+hXt/zWXqq8R19FB8a21+e26Z7PAzzaUyjqXnuosnOs1K/iYKPz3rT/dkzys69au2j+Ey1aY+bL55JrmDUu2i88/nXT5fD6jPeTr7OtXLrF7oFXaETb7rhkIST7eDYMObvYMQHp2mBh7EbEw5uIDaMG9BU51VfnHb0uUPjlc8Olztw2rjiSuPydvV4B587MPB+P+GoYfo6arCTJlsu7ojrDoy7NcZpp9/Q19Ar6Dt9YBUXnPdbH93pE+VqV2PzV212OK04+E3s/VbHYtiNy3wP4fbC9IEsLdNnJ09hwNzFgQVjirNy2eGzaozLtFesfKYxieNOHFg7ffQOPjiksV7chwvYV+1Obay9kyfz8Xm/aIyHD9n0pfM073dqfJc2cORqmi/zw9jJOwy1zOi7w+cAefhnimF+cU1zHYYj2+FiPm3C6Oj8U838no/N3/niAW2yCZfm3q0x3F0+cZvgiKfPeXCmX2g09w6Nw3DcqeO7+MCpjif6xkMdG+La+cKV+Xdps4sTF7pMtaEP29UYhs93DJfdz9G72uBxlz5pU2yOEwtnJ1dqmMHY2Z9ps4ux6rATV9oU24r71Ndiyna4eG5jtFHHO1jx6Xj9R0yb+chRwDadD6W+84bwJKHEN9yIPLDufOi646E3Lo59R/uR8N/1FG1oJCZjJ5Frcb3rwo84FJP84DFtkHj0RYidDxY1a1R3HuzUjKYUl0n9PSLX6BSNxUVfPCYa07eHBTg72qwa21PT+hMXTtXwVOPdGpYUGGtcE33u1Jgu9IFJ44k26auWd366Y1S0p0niMPRR9Wvs1I1cwZv2UXP1G0e5xmXCx3y5wgeOPF3FgSFHtJFr+2Gyx6vjO+5VYsqmXMy/o4/SRy3LV/pc1RgXOHcYHBrjMN2beKz9Bs4kJjhyRWd5Un/TXkFjA44afK+MvmIyaDLpxXGnS3mfarz20X6CJvwrR/Gk8c4et2YxXVl/9V01dn7nCzTiYnI16X/mrhrv3KvCccRFzqe2q7F115xPv0CDh14hpp17lfnGzr1KTGHoE3I+6RViguOn5MwX1wQHH/cFPIxpvvHRK4yeKeBdtfJtnnimMdFGXOar4ymOuIxJLGvs3avglPf1+lNf04fG8jTtFXdpTJe7auep8f8iv/Ve1b38F/k/dk3dGDSqjh/ze7dzYTiqPXyuGn3Np7H5O3XT2jCnVr4dd7URV310sjdxkCMY7QX7YWKweuaHtbvX4U3NXDHRZ/deBUvtiInGk7iqP/N3+2i9orgmGskTw2Vag3TpXoXL+6WP7mhcTPIlz+LaMXjG3farf/Bgd4Eqhv7Yvx/vJ6Bx1Ww4WH7lhU0eNIlFfL+e5DUe06Zvo4jLn1rwN3bYZPOKx591aeM6XjUbxUOmP6/RZplonL6aNn0mBWqe0X9qRF9crmoDw6+G4GSonasY6ShHchWPiTb+FIE8waKLhj0xdSMuOVOLGuRVM5cmfn1frmgzNVz8Chg8e2pSf9ZWf7SpUU809itbNC5XE21woYl9JSZ9Y6KP3NBFTHLmV2empnboIzYaT7QRC33kSzzpfJUTHFz8mRiGz9V9ZW/S+O2H/6xJLPWcq1zg1Edp5M9QsCt8YBj+syZxxWVSx+Xcr1bSZfIwj4v69adhxGFM6ri49FG86Gxc0YaWcNQdne0FcU1NXPKEB30drxo+uIhLD6XxJFfqWA3XRydxpbF844TPdF+tfdQ39K/mKR31G3292ptobB/US+FM71XqhTaOanCisT6hj6odGu/0UbqITe7tqWnd2A/uD7hM810/th+me5w2tPU8iodcTfKtjumCC63ro9XUlaO6kSeG00Rj8/HRk9WMmCb7AY5cGWKc1J+6pbN+DMP9YVdjfHrmv6ItXxz0Crmqhicaqxu51gPh1C+u8lHH8lR+Jr2iOvafscHT/6Y59x9ly7u+Lt/xuhIXjfUb/SKMicZyJNdioq8xMbkSF15sojEM9wacvN7po2pGTDTueWkSl16hj8Jgk30FQ0z4yHVYV/nY5+KijXqc9ArzesbBZ6ePwuleNe055huw2lNXdeEvlnRWgxNt1AptPQ/YS3rOdG/Kdzr3N6CvxCUG+da37E97AZcJHzF1rxLTpG/hA0P92dt4TPZCcXkeqIYnfQsOffVR8e3kSg/d7aM4qEH66KFpdCXnfMUDI5v00TRWxzj1daVJ7bjf2Vfi6zN53J56xMd+8EzQvpzUTvtbTGpmog3O6o429heb9GMYYlq1OcAG/8i3vQVTTBNtXrXs9a+0vgrp4TzhNST/067gFevEFBPhJMENX4FctYpcI7F5p1zgmKs4fXF5wgV38zwoeAgSm5vJxHrg9T+WKwzvJ2YeLrRRXFMTV/+bNp0m+phD38YOF01/V2M8fFjyv06rv6mp4zSW84nZ9ObKtVxN9G1d9ZfGNbeuXTniY5+rGzFOTCy+eNr/Lj/BMIc+xQRzYqvG4trRWN9rn0+1MU/d9RA05SNP6s/fvuqLqFf1sbZeZT/gNK0b8/QH+urr05jMgyEueDt86CMu960JDi76jf8vAScP4hODY8iR2hHXxGDgYKjDqRWXPNFoeq+iKW1pDGeisRjEo0/4W4R0npq4xKRfTO9V1q7fOE5jwkWO0niacz24e97OfVyeaPzWW28dzzkTjeujcqSOxTg1vTydp/VHU9rs9lHPSmmsjieGi/7puQ2faa5WjT0T7GgsFntr2v/o4F6ljsXk9ZRPudLXp89cMMREY3Xs9YSPOeaq4em9CoYRBm5yNzG64kPj6fM+LuaKR77kfGJigOOe5/nNa9gTk2t73N6aYphnvnvnjsb2Qf1mqg0uONBYDU9zpTfI9RtvvHHc8ybaNkdM+jGNdu5V6k9cYpr2YxhpPNVGXGpQ7dhbO72Cxur4zTffTK7REYfimmoj5+55NIYx3Q/qT67dG6bPgPSFQx+xTbmUpxcP/7/K66+/ftTfBEvdisfXX7yeYEisPmqfi2tnj7c/Haf5FoeBizreiUvvUzfGVBvz1A2Nd/ooPextcdFnwsecO/ooHLqKSf14PTWfPdzv4KjrieHTs5L6m+Lc0UdxkSs1I+9yNTEY5rvH6IE75psJ+rHakf87bfZt61cwUEgISoQkEnNi5pkPa9pIWldBwdgpcnM1yWlzjAseYtrRJo0VF6xpXOH4DuB0wxVXeZpygUPfO4zGNZEpH1w0a01pp/7S2HenpjjrXph8x23VFIfdXMMrLsfpHscljXdyb/2d+eJJYzjTmoHD6Cs2e2KqDQ4w1PEUIy54eFid9i7r4yNXOO3wgUNjnHYMxh25Kq6dfkwTDwn47O4tOSouOk9+8qBYxLZjeMgTvB2sVeMpHxz0YvcqP+20Y2Ki605MtNnZB/EXV/eqKZ446jfwppbG7lXT+4wY4OzubzGIic5sqo15cHb76KoxvImF4blNL93NFW12MMRgvnh29kJx0fgOHHFNNa7+djUOB5dq2blJP4axq018wvF+YvIDYyfn1objnucn23ZyXi/e/ckt8exqA0Ou2E5Mq8bT/QlDj/BFuelPllcfaQxnWjewxAILtymOuWk81QYX6+Oibqa1k8a+VrGr8R21g091PNWXNuHQZ6qx9eHYU1MMXBgeesX0i+4wyjc+u9qIp14Be2JhOO7wMRcXe2IHB4af7J38RPgaf/Un91M+5q36rPhXXld/OHk9NXzUoHv3NCZr68f6hM8gO5Y2OxrDqI/uaLNqDHNiNJUjGu+aXgyHxjtxPcbj1i90K6Y23OShMILmNjo3PeKzi9X83UYihrCm8YSxG1c8Ou7y2cW5Q9u0iYvj1MKYzm8eHLHtxHc3l7jtHHe0bd3i2sEyN213ceITv8kxjDu4FNeER3PwgLPDB9b7icsdGqfPrjbpu4uDzxrXNF/mefiYzk+XO7iEdbc24U6O4trlY/7OQ/PKO53Xc1deN7/jlbln3zAcJ7bOn2K0rvl0ZjtYMHbzHRfHHS534uxySdddnOb/f42PUv1f/6w5/18XL5wI58KUR13L16MXn3gyLnfkPKwnLv2oWzE5Tq0+MZ3fvJXLDp8VJ+zJMRzx7dpOPNY2Px47WGtM4U1iC2eHyy8jrkkszRELTe6K6Q6cOMVxcrwrprjsxHUHRhrA2uECJ4w7cNJ5ihWXcIpzcgxryqU1w+n95BjGLhdr72qDA4xdW2PaiWs3nuK4i0946/HWL3QDXpOwI94a9Er46utwrs47+9+BE0bH8xpPeW+u72L7roej91Pb4bGueQfOThwrF693N14/KeAn23YaSrrsxnY3zlmvq+9XPtPY6Oo7pLsa4x6HjlfjCaO4JvObE8YOlxWr15MjjdUyjR2nJpbdPbWuvatNGq+Yk9fFNZnbnDDu4HSHxnfwEFs4jru2G5f5ali/8HrHimsXY2d+c3FJmx2d74hp1Xi3V9zB5w6MVedeT4/xcZxY8z23qeMpjrXD2sFYcSbxrHPis56bvA5nGlfz/1/UmJ5TXcpF+nTs/NWj+Xf2rTvi2r0v0CAeHa/qkr/5Oxjm9tymV+xYXHb4WD+cHS7hrMcpXvF0vIpjHo39BtNdGl/lsPqn7zSeXwbWHVzSmM47hstde/yOuGDcgVMf3dGGxnDu0meHS3Pv0Ob9pHH67sZ1V0zx6JjuV4/xmeI0/446rkeo57tt7y56YiNYH0j9xw47H0qJJ9geWE/LPOltifNH3wm40wSKC58dwwOG2OJ3Fc9cGvuPHRyncaUvTl7v2B0aV+Q7PMyFQxcxTbWB4Vfkq+MpJ+vLN7zpw1R7QUy7Gpnfr4RM648W1aDjFAcXdUNjsU3N+ulyh8a7e8F8fOR9Wn/mpc9UX3rSAw//mVb/+cVVna1v2A84TfmYJy65rgavcskfBixjh49c9R//THDMobH/IIc209qB4yeE6xXimhoO5u/+xHG1A2+iTfxXjTt39QhDn5CrnV5h3Ts0luv03dHmDo1pg4+4vJ6amkljWBOjBQ5yhNOO0SabaiwmPPS+KQYOYlpzFa8rx7h4bsNnmqtV4+mvm8YbB3WM21Qfc+GIyeupmUtjtbPm/gpeXGhcX78yP980bl91fnIUj/2E2x0a03oHR57oO82Vtc11z9vNOV128l0+ytOOxjSpZ021wcfcNJ7u8fYTjdXxjtFXzsQ3rRvr49Q9ZooD4w6Nrb9bO+XJr91P81Re1trZ1UbtTDHwERc+9HGcmPXTZ4ph3fLUfwI44RKOOnav2tHG3PaW+CZ2xpjiFJd8t0cnfMypZnDZ0eeOPrrqo3amfNb629mf1q9XTLnQuOcJWDs4NJGvnVzd2UdxwWmqMS3Mv+M+rk/4kyzpQ/e77FcemsfsD749wqC/HePv2bhJE2/SCHwhxPD3WhLxkeWedKq/c7aTzOLCSTKm1t+G0lBoM9kw0oWHG7SYphummMw3YE3N39aBUVwTHNpkmsnU1AxtbLxiu4pFm3RO46sY/KtheU6fqzgwDA0Axo42q8Y7N1f6rvWH11UrLkd7Ydpo5am/D0VncV01GHIuJqbRTk2exASzGryKhUv7c+chMR7iou9kj4vD8Hf27G9jp2+lz04fdX9Z9Z3yobE90Y11gqP2aGNf0pg+U7vjXkXfbIeLuOgDY9pH5UgNylf6TDSGoYbxMH/aK+iy3qvCS6+nHu/qo3Jl1CcmfZQu9DHkaqqNXOFCXzwmODDqW3B2+qj6g8em9ypc6GPs9FE4Bo310J0+SmPaGpO9kMZi8nrnC2FhyPd0L6SNuHCZ1LAch0Nj2kx6V/WidnY0xoc2cdq5V+kVcPS/qcY0gSEue0psE4OBTz19gkNjfPzNXftg597pvmAPGJPntjSgi/rDBdakBs0XFxPXRBtzYYgrjAlOexyWWCb9BhfWvYou8u44MfuBRvXiicbtKevTZRoXfcQlFmNSO2nsyCb95pj48M96r2pvde2pR9rIt2N76qlzV796FiwaT+Iyly7q2PyJvnHCB54x/exavh3b4+FfOeJwRx+VI/VXT5/sBbzF47ODPLWvrsSTLz7ZdE+ZL6a1/ia9olynz5RP9yrz6WNMrDoWi3xNYrKu+525cr1Tg3po9/HwrsYlR/Rh6XMVg79cda+a3mdg4ENn8ez0CtowOPLteJfNv7r5CANi1eh3iFYARJs2kehV3Ds4xSWZO9am30lg2uzoK4Zi2uGSFjXpHY3TJszpEQ4exh2xTXmYZ/0eNKZczBPLTgMphlXjKR9Y+IgLxg5OvHaO1i+uKRfzimmHi7n2JSw25WN+nA6g9/CfYuihrvdXKRWPutnto2Gk01Uu/OOzG5fa67v9U23if8e9Sv3dYXf00bs0viOeMNZ71TRf9RuYUwxzu4fv1HH9xp6q78B+L6x833Wv2u0T9JCrdJ5qUn7w2cn3dP11Xhr3XLFeu/qaLsU0jSttOl7lkH/z49P59+oYHxrtWPUX3gRLbvDoXjXBMAcHe3OHSzh9U2MHqxqe1l46rPeqzl090lcsrONVDP5iuUPjydqPzelehdeOzjQprsfWecq5tVZ2Nb6rdp7C+918aNy9aqpx9bdq9G7rPna9+Tt9tFrZ7TeP8Zucw6dn/qm+1jX3rj6aNrt87CkYOzgTTR+bs96rHrv+lHPiUIPp85Q5j/nAqN/saGOu2nHcwRHPLoY476q/YqHT1GDsagyj/henKZ9f5rxbv9CNqGDXMSUfxnR+8+7ECXN6xKUbkNcT6zsofjLNT5oosilW8zpO+Jhj/h0Y0/XP83b50Nh3zAyNZLeZpNGZ51Pep2t185Q5r/IJ61XXn3o+nI5Pnbf6pa8jHDeAqe3waM07MGDdgQOjfO/gwaCv7yC7oekVE8Nhh8e65h04d2DgdFdc+sMdWHdhrHrvvI6P446FM8VQx77b34fB3V5xRzzTWM7zdrUJbzemNFbL9J1qvMujeBzD6rhee+rrnbnnNWDt4NG4XlzPOK/xlPc7HM74u1jN73jGv/p+FyeNfbh9P2i8Gw/9wuh4VdPVH8YOjrk03tE2Pjs8wugYVsfOP/U4nfcY/i7W+fPH9LkNt10uxQdH3ncw7+Kyw6F4xNJnELz6wnnXrx7vig3OHVg7GObSZweDfmnsJz7VtC8WTm2Xi3XD6LjDBUZjihOnXT7qOLurV0w5Ne8ubYpr53gXlzW2XT7mh3cVazrvvM5dutzRK3DrJ8M9W9zxfLHG+6t/8GDriZ3Xfg3jJz/5ybNvf/vbx997RHbygcmHWlg/+tGPjpvR9FcHJeCNN944mqwb2YQLDHx++tOfPvu3f/u3Zx/84AfHEv34xz9+9h//8R8Hj6k2b7/99rO//Mu/fPaHf/iHzz772c8++7Vf+7XRDcQXyvER2+5N6MWLF8cHuL6Ld3Uj0hgXv7pv+LM3VzFKihzJVd8AmOT8rbfeemZ85zvfObj426UT8+s7atiHWzcjv/Jy1eSnXMGbcrHuqnE/kXOVD3+/xvPv//7vL/fTRON//dd/PTR+/fXXjy/CquOJaY56jrrxazhq56rBoLG6geNvWk/tZz/72bP//u//Pva5fE8ePNTLf/3Xfz2z13GZ6Is/LnL+13/918dD50c/+tFRWGrXXsBD3UysPipXaucDH/jABOaY88Mf/vCIrT9HMO0Vcv3mm28eNTP9oKNm1DAOYpzs8YT47ne/e9zsp99lt766sQ+Maa7w6X4n52Kb1qCeJS73BnFNcqVe/uqv/urYm/bGzj34+9///vFsIU/Th6m1j1aD5fDK0bMArHpExysYali/qR/TeGIw/uIv/uLAUjsf/vCHL8OsfVQ/3emj6s99RnxqZ1J/7p16oD7q/iLfE/MsmsbmT/Y4TXH5kz/5k4MHjMkHf72YJvINb3rfFAd98WLTvUBj2ujJnk0mNWx9fULvsifEOOldMOTqj//4j4/nWnwmPUcfpc1//ud/bt+rPOfIVc+0k/7XM6BnUnUz3eP2pDwxMU7ueXKjB//93//9UYc07h5xAF/4RzzqD558T7SxnGd+OvdsPNnn9pJhb4lnog0uavAHP/jBoS+NJ7myn9wz/+Vf/uXYE5/85CdBj0zvE5Ma6vPZBAgn96rimfRjGPYUPnId1lU+7jPqmNbimvQKfcLXBnx29Uz6mc985iqNl/72t9jEJaZJDzQXBi792deXC1x4YT/B2emj9jhdPRvL00RflOF43lLHtP7iF794IZL/6SrfdN559hMTne1PMU33uHtDvVivmfSboqMLXvWuzj/1qMfQV++Sd5+rpn3UM5c9HpdJXPamGpR3+k6eccQOQ57YtI8ekx/++d73vnfk3f/dMbVvfetbx57Cy/6caGNt+1JPprE8TXDkuT5q/rSPqjt5sk+nGsPo3un5otqZ6OwznpyLz2eHaVyPrT37Eb/HkB7OKXKNxIb5+Mc//vKBtQ+VxHRzSthgBOTGaRCOYD1omqOw+nDhvWLzxVnmvWTbVG4wXrvm4clQEHyYDwWtgwO+1lsNDh9Y+XgAh9MHHj75mW+d1nDsmiODY66CED+O/Ayx91rcmXPxCEdcuPRg14OZD9swbRwxGdZknV9vVrikr/NiwMM6cXssT67TBS9cip02NHBegfJJPzxcy+CXb3xhGDAyDclaxS0eGOWcHxzr1Uhdox99bBTrqxs68kljsXvNzhp7L2715YiX1+ac9eMbH3EYfByZeWmsdvuAUuzmi0lsXjPHruMPH4/qD4aYrCN2hiONHVs7jWEwa7iuXuKsZuiSfjCs1XXz4Bjr3ktjWAwf6/Azt1yJJV3C8L646WPgRV99Y/2ikWvw4hMWLvBYuap2aKLRVqe4NI4J7/xDPxgwrQ9HPIbz6k8eiiuMVWNzq1Gvq3MY8IzqL/3EIi4aGCyuuLsOB0Y3sw996EOH/vKEm3n44MLf2sw163hvWJ+uBn/v1WO9whz1Zz3Xm1f9eQ/fPJzdoHHFMwyv8QgDZoav63jFt/0AU3zWgskHhrH2CvPlgE/a4EIfmPKISzh8DD6r/SIccXk4NG/dv+1N52mBoyOf1qGt2tOPaY8TvuXKnBUnTviUd1h86AgLhnlqEBbfx7SBVa7yMZc2MBlO6VfdWKvacyynaWxuGtvrsHt4sZ45htjDsRbOxeQ9HD72NY1h8GmPrxjhpHN17DwueNDHa9qqH2vBSz+xZ+ZVf/jzMV/sNDbXWHvFY3mCL2YaMhjlKc4w+BgMD/y67lge83GOLvq6fOGirtjqI17cGW3EIi6vnW8fwaK1ddL4mPTwD+2sF580rkb5wTFfbF5b1zHe5hZ7OObhbD2Y9DOve5W5ngWqQf58qmXvmfnlw3v6Was97px14ODMxG6tNS44Br/WgBEfxzD4VRPW81oMDet5DR9nfUu/oiUrX3xYeYKTWaMahJPGuPGXM/cHGHzTBp9wYeHsukEXfsVlPR/8rUNv88y3Br9wHF1XW153HY7X1uiDBT/n8ikeR9fE3p7iQ9fuVZ6vxQSvtXGOU+cc09hr2tADHxrz1yfWfPNZ9TVPPLjQBpdwei1v1sknHjitFg4/PgYu5sN0rEat6zp92wuOYdAIT8OeguNIF1zEBMt181xbDQcYhutioS999K6eKWCJm60aew/DSL/WgYNP+rdOMcFJY+dY/dprdUsPnH3G89p9qj7aeji3P82DRR/reW0do17smnXowofRGD7uzNE1cfH3Hlf1IiZYuOCg/laflQssurkOC47r6rj97TwfOJlrfBuu4wNHTOFUx7iJiU+8nSv2cM3DOTzaFTtfdWZtPngx5/gZmWtn/fjRBT/zce1o3jlPuOCKC79itX59lCbFBbeYcPbaOQOf9Esb+wgOc846sDJ1BcM1Bicujs6rCfkSl3gMeyKN0wYf88NZ9wsfGIbX1pS3NDaP9jBWjXGwjjWZa/ioPzgMRke4hnVWq5fAg2FUfzTSR+sVuIg7PvCca/DzmtHP/O5VcOVg9cG3NcPggwsTM5w0rq7Sjx8uMBxb29z0y8dasGgDFzfaid88GM7DKef0NfjEMy5waA1j9aGJtVbDm5+j662Pg9rRs6y5apPG1i0ux7VG1Ul7wVzXqj++1sITxmpnbaxleDbmCwcevvTD13k+qxU7H9f50dh769OhPlDc1SYcMbteXvnAoTFtxdZzm7rgm8+rNLY2S2N8xCUm88XFrF0f7T0ehrg6h4s84WNOOHJe3OXqmPTOPzR2HV7a4Czf5ro/iMl1WlWXZwzX4ZRHcfmMBwNeODjzo098vIbtvGE9MTi/9tE0pg2NGB/4jgwOLjAYHNrKEX0y66wa8+HbcL394rXz1sGHxrQSa/vFmjiIaa0/fKwDg8GwFgw5S+NqlE8aF5Nz8OPjPX35WYtfurp2l936he42jMLSbAljrMSJI6g18PwIIOgKHQZBvFfE/Mzznp+EMcLbDI75lEgYzsPWkFz3GlfCalyrwSlRFQAMQ1IVWGvBgdHmrbAUAwwF7BwcPuZWEK3huPrgEo5r4g5H7DUAG6+bIy34iC39aMzoh2cbwTkc8BFTOtp4fLPH8iTu9MPFGvSDI8b4woDFZ9XY3HKBE3MdHxiZ93xrALCdiys/1wz60MtaaQwLF2vhsfrIIV9zmOu0ia+4i916Xls7/cxzzjW8WDFpSHgzPmksRv40Fnex0w82PixOuMeHj5yXK5jFZi24fMTlvWFuscMtDhitxZ8PbZjzZ43h0LhmjZ/1y7nrYmlfwVj3A1xrhOE9DHzpk45ppb5cF0PXcGdpXOzOwUlj7/Exr9iLW1wMLoPBcOfjOm0M58QHo8GntcJwTU2IjakFa7fHiwmn9UZlLb7l4bynrFW+8fGawbEmfWgsf9UfTq6dtcGh9bwWF85pDMfgA0Psxew9fOuUb3OtYZT7tIGxGhzmyMf6aRwX11vTWrhYK2vf0ri44wLTwyp8XPnQFM6KAQtfOcCZz2Maw7EePtaqRvnCL14arOuIyf3O3ubnOl+vGRxDbMz58hSfaguWtcUChy8+1jtrE1Y+6RcGnH5qvhoVi/3iWoMu+KRx+tFQ7TmPpyM/8/BZcXBxPS7ew1E71TI889vjfKpNeEys1qrfOAdDveBeThz5Ws9c1w3csurvrB99cC1uGNaEaax5ch6OI3MN5zR2rr2TNuJetcFJXbmeT/pVy/Xgs097HAYeeOfrXPsIH75qxnUaZ/hZDy8WjrWy9DtrzJd+TOzigkUzFgafVZs05o9zuYJvLTpnrrOOePKBwZ+pYxjFjsO5duSIj7y6bi6MBq3xtk51g0f6WKd46Vgt8RGHOoZhvvsdn4yP9c61wxcnlj64iQ+mWNfrcFzDL43jC2PVRlw4woFRjfKBU7zmiat69z4OYsLbkEt+cGDgC2M1GGmUxu1vfPjjAssRv+J2LC5HuYTlNb7qF4Z4nKNDsePjOp6Zuc3nnzbm4xam867zNb/z4Ti6buAcDi5iw0Nc9lQai8U64luHuPk4Zy3zYPCFh4M1xMXHWuHExzW1lX7hmB8n16wVb3zwFBuD4bqR0Q8fGObTyP3Ta2YdewEWS9v6tbWsga+YfCEDRnHVe8Tl/BqXufBW/cp3XH1Dn1/6rdqksfrL3xp80jh9nBcTv3xw8TqzBj6G8+IWEywmFvOtl9UnrIkPDDXMD2/GJ42dg90zSprTkB8M5sgXDkxzqlO5MPi7Xq6ck+vybX71AIOVT3Exvrjka11rlSfvjWJyzGfVuM8wsBgM2OnjXPqnH5z2kTyx9KM1TowP3jRm8iNuw2tmLZzhiBlP52BYN21gOdfg1+v05cMfP5jmp3H6wc5wFlP7Ck9x0xgW63N0+vGBzayDQ/u7+sNBPPyqQ37l3Dw8rLFqYz6scF1PG0cY+OBSXHDSyHXnreO1IW5zq2Nz15it2XyxN098sMpTGvPh7z1M/tZjYsHHemJg1vKaj9pKG/qIz7E6zifsA+Cdf4p51Zi25hu4VIN88LKWNXAqLkcaZ/pWOHjgqh7EzreagJE533Vr4UuXcuU6rPLAZ9UGDp+Orq8+OLvuXNzFVi+xDsPV0NOttepXTOnDH8bqs+bJddeKy3txFRMcr2lXjfIJIy7lAJYYcF7vVZ1Tx+LzPo3FvZrrceJTvfg6mfM44csc5YBeuDDYxQOrOofji7m4wq2OvTfHfDjw8GeuGdWz8+atOjvHBzcYsOnjyHBxDQbjYw04YmFqz/VVY/rBjotY+FgrE1O5au1+G8C65ooJluviNOyrXncdF7zgO5rfWjR0Tm1kcRYbE28+sM11vNP+b+Q3oCaAoz/ZoDhs4C996UvHhwOC+RWzvotFTEnwJziILHBF6Yu4foWiQjbPh35PVicAAEAASURBVAsCEteP27dhYJj3qU996vh1WwnnY76fOvDaepJhg8PhL4HOr7/KZx2/wtRPBlQI1pMwa/lVEz+t/pGPfOTA8UUOv8Yikebz8ScC+q6sc3BePPyKlALlVyF6jZMjfNj8Dcm3uf0KsSKFa176KTi/ykNnfA0FQj+x057VaPCRF9h+PcCGM3CD65rY5cNarYOH964Xt0KlqzxZX568h8eshTNcfPzqiHVhm/v8+fPjJ5Fglm86Zn61Q9xtXrrBSDdY4qWP4b31aSwerw3+3vMRB4378wDmOKcePvaxjx1DHtSDujCXjxidrwngyMd1QwzqSVzdrPhU/2nsOjwae01T9elX1eB777pfU7SW/OIrdvnUCOjM96tf/erLZkA3uYaDC43VlP1QU8IBhriswU/N0lj8DD6NHenCTzyu09p75+kXFxo7T1+5wk9Nqi88cbFn4fDxHkZcqhdzYPZhBz/6yZ34vVfb4vnyl798YOIcjvjxsBafT3ziE4fG1ZYcWhuO8fWvf/3gy99cGsqpHPAT4+c///kjD+0pPvZEOM7bD+KGgysMOa1XqGM1InZGrzROHxjiVhP0o4ncwDD8+qB6qC85Ry9caBYfccs7HOfav3jjB/fFw/6wN/nQgS76Ijzv7dl6sfhoLw+uyxt/mqr3+ihcdSUX1s2eP+xxcfO1Rn1A3AwXNYqbtcQiF+KVS3z8tKLYxSVuOObhhQ9fuc6HvvLgV/kyOYWjX9MITlzkBo48wRQTH+foR7v2OA5ybS0Y1tGvYfGnkXM4ut+pebGlmdgYjWDY59bCWc3QT/5h4eIaDLnCwXz3odXUBCwa008u8KYfs7648aYDrjSzhveG6/a3+OTG2urfmuKE67xBH3Od5+O1teDItVzoKc7BUcfWNFd/Ep/rcmuuvSB+eOaoPzzqFXDDEA9MfrSiH3/z1agaLCa+9q+46AffdX1JXIZcweIDZ80TfgYun/70p49cwJSD6sJ789WO/Usb79Nv1Vj9iSkferx4qGM8aFL90ZqPOMQlV657b4/gmjYw9Jtq1Ho4i8t6Gf1gwMOPHurqC1/4wlEfztFT/XqNEyznPMeoLevTh860tI46/sY3vnFoV53TR57Nd06M9gLu3uNqHUcYTLz10fjTQ77gMJzFgDeOYlE7ztHBOTjtTzG0x12HY+/UZ+XbXLkUl5jEgyMMPdJ7cfPBRWzeG/IkF/xxppW9Z3jvvDVoLHb8zLfPxcIPL3z4WbM16BMurK985StHbM6JCU73KtdprNbh8oENi4auiwMH+04988Efxho7nfUSfFyHo7/BMJheUU3QDB97ir/3PVfCqI+KR03YF8XlKF9qCz/6iYuvXBnO089RTffMjwc9xfT84R5THuCLx1rWVgP4yKW4+YvJOrSBm/UnAPHhI640tpZep0b1NzjqFx88XVcT7mX1ErnFR25w954/jexN+VbDdPMnwTI4MKwlX/BxqT+Yg5cYcKUhLelm8GX2Sf1G7uBaH6d6TvrLp5jMtb/dv8yB6zy+aYVHGsIsL+bya3+Ki2bipg+uciUvjH7tmeqrvat2YFune4z3hv1SXLQRC40daaNf8jHk3Po48qE9gyN2fV2989FLxK0n4MvE4Hrv6WcNA0Z8P/e5z73skfQRW3zsSfHJJy3NVZ8GjGoHhrzTB195En8x4lcvgWd/W8dgztFfLukHV07UiqP3cshPTOUJzzTmYz37hcZ8vKcbH9oYYsTdemqETnpkz73WwYHGYrIm/+pWXM7B9bpeK47uz+VB3eCiv1kLTj2bRrSynlzYL/RuHzia47qhHvhZm34GbWAaYnz+UKNwzHNNP4HDzIOhBzoyHORGHqp1ecYfbzHi6HmUvgZs9VBN0M/87q24qDW6vPbaa4eWcLoP8S8u8cqn+BiNaaqW5Q4nc7/2ta8dPmKQJ7EZ5smV2pKv+oC9SR/1mr+16McHX/PVcfrChiPn+OlR/OiHBz/70L6zJh/awBebuBn9xURjsVpHbrwuTz3zw3FeHvRRHAymPvnRURx4eBZS8/jUy6xj38kNHzmnXxrjrZ+4bn35xhsmvenmmq8hmIOLdWAw12DQxp5KY2u1Z2glDtfg8YMjdljFBce9Ch++ePChM+Mnd/Sjjdy7hjPuxUAXeZJPtapm3Ou9Nkf96SXm8BGrePg4l8Zq3GcQR9i4qGNHWGJUh3LR2nIJw3CN/nJkj4vPWuknV3CsLUdqQ1y0sY4aZbCNvs6ob5hr/Z5P4FhbHvDlowZoj4v55zyZ77p10gZn9xkx4YwPzmqYPz/6yKMhtvah+nedf3vcNRhwxSVXuONDe1zlismN6/KlXvjg7rV1mPf4WSON4eMrV2J0vj6axuKUC7VDG/PtBTrjZp76FhM8Marf9jhM1/HreRQf2vETG74MF7kUn3OuxVntV9+H803/3PqFbpwESygbv2Rrkow4PYQQRpDOSWQ+5kg+I6JrNRG+sN0kJN18QxL4ucYcrWNz8COeAbt1XFMc5maw4Egk6+hDtUJQpIoFVtcUoofc4oFRMcDAmS8fTUgBmS/ZjoxmzE3AfAYPR8UHA0/vNSDFyA9GN14Y/KxNL3EwWmiKrmUwYMFoDVj58T3nydw1brj0s658wbFmTZZ/52iWWUOBxwdfrzXtTEzOZ/zXnDsP22Dm40Njm9PGwU1uwknjc67M45N+1q6J9CBGr9X41LycN7eRn40MW5OIq3kr55rKWjs4i5fRSv7NsxfMlVvH9JMTfmrMubQobjjwYGhq1mL0XH3sC+fElY9z7Re4apB+bjyGfBviZI7VHYz4rHxhqDX5tjdpbI648odFP+ftF2aeOFvLOTjet2fkQJzVl/hgtofM8R4fvox+zolb3VjHg0C68oHjPC3i6H1z+dDf2uLuZqZu5DPDf9UYFox6iVisZX1cPDDQOx/+MOhifZzjIx7znXeONnTBx82KBrDMd53BoUU6ueY1LDjF5OgGpieYw6e6SNs1x7DFvfrEVx/FW6+DVT75eu9BLpPHtImbeR5Q7Ct87CEcGCyv135DAzjxDIcW9NWT1R6+5tNG/PQzT40651pcYbhmHfPtK/7y1LzqSx+ijdgYLDEVF0xzHK2FJy6rfs1f44IFO435iFXNORrqMW3oL2/iVhP5OGcuw1lcNNZHxYUHjR0ZHFzhhOEIA5br3otPrVvfB4JyVe3xc10eDUZX2Pk4yg1e6gZmGufnqFdYJz6w6F1ccNPfA6b3tFvvVY/lCXb6wbQ2U7/WYjQWN8OXfmnsHK2diwsf8fDxEKgG8YBBY9fTWB9oLefE73oY1oall7pn0Vgcq9GPvnAYfzVDg0z9MbWMp5idWznDxQFWHFyHx+gLk4+e7jz+ODvH6Od8teQcLunqPX9x6aFxlt98rC0vax81zzmD4WUNGuuj7lWe4WDwCaMY5aiYug4Hbz6uia0PFM655jzzXv4cmWv825v8rO1e5oOX+Ayxxpl+/NtDcMzjk8auOUcbOVeDYlznqDVmfb4GPnLqNbOO9Zl8ei+/zfUe33px82Dgw+BbVx5o7PnEa7qLyZpMXPiLPc3grT504+O82KyNn3PmWBO2/sjE7Zr18WB8xADDhzjrqn0xpTH+8NLmmPjwD99qnT8M6+l/1tQPcTLPfK/pXr9xXDFwg2OePaVu9OX2uXVh4bz2dDh4rPn0Whz2lA/SXtPY3PSxthjb+zDkUByseOwDhj9c84qpdXBk4jTCcK4+y1ffSgdH2jL+1qZP9xk81/rjz4++1jfUQBjWpV8YcGG5Xp5get29Smy0gW0wPnSy981nNKaVGFxPGxzwYWsfdd0c2DDqxzDKgTn81CxO/OGLQVz0YOb0nk9D3orLEa651jJXLTpvDVa+1z7KP/34WL89Yx04+DnPYMFc61h81o6LPOBMY/l2D1bH1o8LXDGZk8a0LGZrwbG2o2sMxorjHGz7rb7PHy4O1jPkxnsGK03xZjCtLU7zmxcGH7rRxP1XH1UHdGgOH6/NTS/n4K4aW5PG/Pqcst6r8JMX+jFr4qQ+iwEmzupLn8Cnzx9xhkNj66333+r3AH/4h8Z8YMKyDj7m48jsb5zqldYwJyzxmkN3fZQ/X3PiXI83TzwsrazF0k/N9MxP4zXn5osLLm0YfZ1n4rCWHolLvdg5fPKx9vle5Toc1+D/H/buZNe25Sj3+LboURnjuq5AYCEXuAGWW7wBDV7HAiTadOjRQkI8Al0kJAwNhGWwcYErHdfYIOAR7vrNc/6b9GDuc9aIHFwf3btCGntUkV9+8UVk5pjV2vrtdZW8N4+6lzZ88BfzWjvut/VekDf56SRO7einjT5hNxeLS1t+6Zc2fL2uct7YFDPDvz7tmb3Y01iO9C3P7umfnmnDzz31h0cbDG0ZTvqnsfXFOqOm4bp+9DHG44OrGPQLm78xrH/60NF4ZfE7zjcwcKEfw0f/6sDaCRMePuVKn+mljb4Z3/SDqX/9euaiBVx68NEfDOfpwhdGedInXz490+J1fJaE3fg0d8HRLpxikwfPSdWfvvTBn4+41md+uOVJfHzE4Bo+rPEJQxz2MMwTxaUdDeG5b2selU/30jj9cFfD2pZzeS4H9R2m+S9+4sjUmuvNj67r6ziP4qz++NHI/fQLa2f/hgcxXq6SHZRX2prQvAnhP6P87d/+7ecT5FloDxwmfC+QFdD6MHgGS4L8gXODbx0YZzHwEZfi+sQnPnGm+U/4+kQJVgNuLeKfcHyVk5cePhXyn1H+8R//8bM/+qM/evbJT37yptGrNLl7SzHR1yA24EzaU/v85z9/G7CKVYEaSGdMnnxamPlPK85i1NYbGWIzoeJiUJ01nw57o8dk/Zu/+ZvPH1TO4qgXCxkeNgvgWfPAAsdCD+ODD5/yT61PZLX3qdt0IqGNzZgyqeF11nyCR19vwvqG9fQ/KjEx0piZdD/wgQ/cjs/84wHKgzw+JmXfGp+aeHpgxWWijbnPpA/rox/96E8sdmd4+SRVnvzHUT7t/vjHP36m+c3X8kAfc45vHlnkLXhnzRg395lz7D/2sY+dhXjub33xQEFfc6i8nzV8PHD4jyR/4zd+4zYPTuJSe1/+8pdv49JaNRnjcacxjB70zs6BYpJze3mTq6mJy5iAYX1YH14ei4mDuav683BlfJ01c5//KNF8A8O3XKf2xS9+8VYzHjqtDZOc9w0tHMzHk5i09UzhYd7zzfHhz/3HmHmiN3Otv72weEzb1cea+dnPfvZWfx6ejYmzZi72hpOYrC3mnKlZH8w7zIvYybMSXeijfsx90/XOc624jAc1OBnjuGj/V3/1VzdtfbOoF8NnNDLv4WNe92LG2jk1cwUMa5T6m8yj1ip8vJj0Df/Jeoe/eUIN0tmLv94cOhObdcUb5X/5l395qz3fZKTxZB61NuAjPmvw1MwVYjMWpmuV5wm6GBNwjM+JiQeG+u1F9lkcY5zGf/u3f3ubK+Qc1mQetW7SxOZ5fYKBv7XKs5t8G+O9WD8Tm2cteWJeL07GprbGudcPvd6c5Ertea0oJjw+9alPgR5Z/1G28e25YjoH9qzudUM5O0vIfKMGmXVqulapQRp7JrGpnbMm17SxPpj3fud3fucsxHN/rzmNCdbrzuc3H3kg5zjh4xe7k+ctXZknWq/U3uQZkL62r371q7d4JvriYv32mtPagNfv/u7vunzaPM/KlXnQ6wbz+dk5XafWBzzMF54hrTMTs/b27WDr3SRXno1tnvmNA8+Rk/kPhmdabT2Hqp0JDh2sDWKDsb5Re0ajXvvKu9dn5sGJGQvWTu29RzWZj9OYPuLZ0eZv/uZvbvOEmvH+wGSNoYPXvzZczKMTHHOxMc68b+c148Tkymtp7b0hPcEx7+HjOck86rl2an/91399m3fwsJbjdJVd+ka3h2YP4oI3ARhwk0FnYrPBMninizORJBOGbcIFRlzsJ5MaDGbxMPjiM5msLfD/9E//9OxP//RPn/3+7//+7Y13E8FZK1flCKep0RiOQp9q3IMCDiaAqVlcxRaXCR8PZAauzSI/XRDVCz44yDVOZw1G9QdnMjHWZ/XnHM6k/rQ1LtMYxkRjD3ZeFFjQvPCaPvQaT+JiuEz0gSEeG9upP9rAkzPz1kQbbeODyzRP9FXD3niirxc6Z/mIxWaMi0cNT/lUx/ZXzKP44DLhU87VDo3pMsExvs1d6g7GZIzfiu7hnyvmUfWX7XC5Yh5tHKSPNWaisTnCzxl7Q84bEVNrndmpnTBw2J1H5Uue1M7Zsal/84TxZIMzXcfV3ksPH6IblzZvmp+1xhRO8jyZi+vzirWKJlfMo+kLi76TcSUeGnsBaL3zMO/Np7O2aqztzlolHnhyNZ3/Vo2bA8/GxH/VGBfj86yZs2zeFLHemSfU8mTOMS7jtLtWwWmemHCJB050mY5x+aaP9jSe4DSne67QXv1NcOTWPFrtTcZU9dFataMxbenDduZRuTLWdzT2hlwfYKo9XzCYGi6sfE/qT3v6VH/lzPUzdpXGalBczVmT2tHeGzS0hrPzBo36k3dmfMI7a7Rpbr9qHlWDE23Egou4tJ9giN94UsfeXDbWvbmnds7WYPm2b707i4HPOo/uaNw8She5nuRbLMwzgTz1PHq7eOIfOD7IT1dr3kQbXV4xj64a76xVcHbnUTHRp3Wm9cH1s2a9Y3KtBqcav97mUdpUw5NxTl/jQb4YjafmwyP6eJ3nA47G+hRvbXf+nbe19eGYYMRSBI6nxVD76eBfaTUZTbnA0tZkZNux2u9wiY+C2plI1lzt8sEjXlN9JoPsXl80rvamcXkBCsdD5s7A1X/jYcpFO/Gk8b2YH3ut+uM/5aNt+tpPrReg9N15Ian/K2qnmKbx1C5NdvDkRq52coSPmlHLPvW1eEzwaiNPxVasZ/fFtdbhWQz+tYcXvwmOeHbjwsWCvJPvuDfGd2MKb2cvrmKa8tHuCo3p4o0r+zSaxtZcgds0rjBwmGJoSxtY6ezaWautvW1q8k1jfHY0js+UR+0a451P9nIDZyfX+tW+uKb5xsNc401uX0xYa+hMbCuXM+3u+YrJC5UdfbR9vWgsHrVLY+sejaf5Kt+7dYhDGt/LwWOulXNYeE1N2zCmuugbTs9vO3x28rNqIEd47MZU+52YYKTxyvHMsfbmCPPFzlysz+oXr+I7wyVfmuzGteZoh0sa72DgQuOdN63SpvpzPuVUzWk/xaj/dJ7ixGE333DMw/h4A2vKR1y4mEeL8XZw8h/94wJrh0sY6XySxs1d/+Ixvne4aNtrux0cpKrjHRxtV30m2mgDp/rb4QNrN98wzMVX2BXarHXneMfSZkfj+OxgiMEXShsTrVs7sa1tL/1G9wr8dPy/o8DXv/7120/B/+Iv/uLZZz7zmdvPKhXrkz0p8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwL/vyrwM3/4YFcF7+v9fkbxpS996fYpU59enMX3cw4/V/a3bPoq+9lPC3wy4Ov0/tSHn2TgMvl0HI6fN/n5v5869TfXJnz8HTh/A4nhM/nUwp98gPN3f/d3zz796U/fvuI/+bQpfWntpweTb9XSxuZvKfUTnD4hOpNzGHLtJ042f5vnrL76gyNH6095Jh8CyJE/X4ITbSfa4KNu/H0y2qhBn26fNT/foYmcw/MthIk2+hWPvxMKz6fAanBi/j4UnfGg+URjdUxn+uCBz8ToShsxmX/oc9bMMXQxxnfqT79ioo993yo7y0ee/S1D2hgL9Jnk3J8ugdNPgvwtzbM45lAa+zk469vLZ2OCIy5j09jqb66d4aPWbP6MhfoxNmkzqWNznlzTRp76NsOZuMSkZr7yla88/1nkZIwXl7Wqn+tN51G6GAe0no4pfFrv5Mc2GeM0xsP6YO21TXIlT/7kAyz6qOOzlsb+PIdxIR45P1N/9dnfnMRr+vdp8fGz3h8+/J3uNJlobN4yxo0pONOf+9FW/dHGejWZR80TNDHG4UzXcTqb0/tbo43P9H/sXkzGg3z5tgh9Jvn2rERja568Tca4uqVJc4VcT55HjSk5xwUn8+gkJhpqb64wj9GmOnysvvzUijz1p4XENeGDh1yp4575z/Dgq/78FNfrD3rTd8KHHq3h+Eyf+eEY33LVN0cnGotJDfrbstY8cZ3VWN2qP39PGC/b5HUDjeX8C1/4wq0OjYWJxvLVXAwPztmYYIiDvp5tG5eT11Xm4v7MgvYTbWgsFnlSw7hN5mPzlvXXHChnPSuJ96wZl+YLvKbPbuIyHtRyc9ZE48aUNYJNtNGOtjQ2Z4hr8jxgfqCvtco86NdMU5MrGOISk/Fw1lrH8RHP9NlknUetFZNnwMa48Sn3/XrjbEz6N3/S2db/A3ZmnOsfjjqGZR3X/gxGvNWKHJkD5WkyjxrTcqX+mvcm+YYjLl9cVIvNf2fjok/zhLlC7ZzFoA8+zTm93zEZ49YqNejvfdPFPHqWj5jMgTSm0XQerXa8xrN+ps1ZPvTxd769pk/jiTbigKGWdzQ218BRy2KZzKO0Mc6NcfupxmoXF2snbXb+rrbXeMZ4a9VkXMnVPTs/I99DeeWaBagXFwQoma/S5O4tosMyYCZJDFQyiQ/DgJlYg4X4sHbMJEAfLyLhTkxhV6Q0sk2MHrjA2y0ouniAh4nb2YlEG/peYepOXHRRRxMr1yaU6X+moF/948LOanJr9PBPYyGcrk/26i9NpvWnX9rSyEPUtHbkSd3QeOdBfq2dKZdV48kCtubCotE4T+v1/mOOjSMY9IExGVP66YHVIjSdi/WNjweFflr0mBju+cBRN7tjXXuxNd/c6+u1rokLhrjUs/OJqWMv4LwZsrNW6Vu+1fDkTUbti8l+Gg8cJi7rrweXaR3jQFsa03rKSVvzhPbTefTlqJ7dYvLwvVM7xuY0lnisGpv/8JkYfZtvHE9N/zTe0aV8W6t6Q2TKR0zFM60/sVwxj4YjrskbBzSAoY69KPCCa/qCII3NgVNdygl98bLmTd7YK67WcljTMSoWODu1A0NMNBZPb1AX75k9HBpPn7uaH2CYR9PmDId8qx3rg+OpiQkXNTwdn2lsrmAwi/UsL9ru6FJ/jXFY02dAtSdXbEdj+vS6daoxTeXac4XjHaNxa+Y0T/o3d4kLn6nGMNK4DyUmsYlDXPbTmOSYxt4s2n3mVztqkE1rh64waKyGpqb/5tHpnK7/9Jk+i+IvN/LtjWFxTa1806ecV9NnMMWlBptHYU1wGp/2O7nSPy7mCcdTa4xPYln7vGIeXTWm9dTUn5rxunU631QrcIyFHY3NE/HYwVnrL7yzGq3z6PR5VJ9yRRv1N+UCo7VzilH8NDam6LvzwWN46/7SN7oVp0HnmxmCn04CDRZYXhRMrCLvkxzcpqatCdukBHc6oZhIxKRQp9qIQVtYcKZxKShcFOfOGzT0oAucKRcx9QDkeMfUncG7ow1dLM5eMO38RzD0gOVDgOkkQF+xwNl9IKPxTt2Vl2pnZ6HvAYjG/qbm1MRT7UxfWKQxnF2Nm/Tla6q1uoFj7ppi0FPdGJu+8TR9k5o2OFiEcHI+Me0aD8an88k8qh1tcYG3w4c+6+J6Ni59m4e96FfD04cOODb57kNZ5xN9xCRf2u/YVWuVHNEYryknbc0TbGd86t94wMk2NfNEsbSfYImrtWq6BpuDy5XjqWlL4535Rlsx0WcHRww93zieYqXN7jwKx3xj3hHfxNQbXXz7yn9E2bfbzmKptzTeqWH9whHbdN2EgUNr1Q4fbavj6YeyMMREY3Ox/3x5YmkcnwmGNnDkvDlnOleo/zSWrykOfcw3sKbzjb5xsOaZix1PbecZqT7xkSdjXHzTuaIxBRfO1NLY69apxjS1ZvqCwg4XMag/5lliWjfa46R27Kcaaxsfx1PTv9rZMbrS2HsV09dm9W88FddUG/UHp2fjsM/uxdW8NX0eFQMcY8paNa0b7cx96hiW88kzrXbyTeMpFzqKaZ1Hz2rLX/9yJR77ab7h2OBY73biUsfeY7DBmWpM39aqaVzaGdvpM40LjrHgg5bpPFq+xITTlAscGntOsuZNcbRrrcJn+ty1rlW78yiNfeg41biYjM9pPPRlnimMT7YT1w3g8M+lb3TDNsgMuMlgO3C75PRKHldiXRLc6wSELrva7Lb/35DiKk5X6HNFfFfyuFKb3diu4rLLQ/vXm8ZX8blK49cTn7jsxnbVerfL44r6/d/AuCKuKzCuGp9XcblK66v4XIVzRVy4xKf9BHfFmbTX5gqM+t6JJYzX4/4Kja7S5iqcK3S+Qhc8rsK5KqbeWLlC612MK7S5AuMKbVeMqzhdhbNymx7jwtpPcWp3Bc7rBaOYdvdXxIPDFTgw2nbiuoJL/V+BdQXGVRpfFddVMV0dV/FN9+LajS2Mq3CmsaRtPNrv4O22vYoDnKuwjjFd+kY3kh6AfOqxQ7q2cODtWBg7AmoLx7ZjqzY7OOnTfoJVTD2wTjBqc4XGu3mOy6qxGCcWhk/6pxj6XTXexbkiT1dpLJZdPmlD4x1ecaH3FThXjHE8dnCKaQej+sOFxjtY5WpH35XPDhc42vvEH68dKy77KZZ2dNnBKAZx2aZc4MRn+q2DuFTDu3FpL6ad2oFRDe/giC0uMKeGw66++k6bHS7alqsdbeDsagwjPjtcaKP9LkZcrhpT1Q5+ExNP3wrCbWrFNW1fuzS+ggttdqyYdjWGs6sxjJXPTlw03q0//eOzixMGTo6nlja7OOLZzXfamLuuiCm8HW2KacpHu6u0KUf2OxanHRwYtZ9qU3529Sme1rwdbcS0G1cY4tqxNIZzhcbFNeWkPY1tOwbn/zVt6CGmXY3D2MUpV+pmWju1jdM053DCmHKpbzi2HbuKS3HtxKRtud7F2Y0rLldpHM5OXPfyvDf7HBCRQ9TX4O2nZLUzMcLZnSB9Ld/f58FnatrCmP6ksn5h+PmMmCrU7p3Zpw9eUxxt6burDd799GFHYzyuMC9y+rtOU21g0MZPv3bqT/9pDHNi5VpMU4z6pXE/SZqOTViNh536WzXeiUsc1c40V2ksVzs1TBsc8DHOp/WHA02Mq908wfHzrzTC8Yzp34aL2KZ8tBMXjXffJBQLLNsuH3FN80THYqKN4x3DpdimceFB312N1U3z6JQLLWgrrp1caWsuxmdax+UljB0+OKTvjjarxtMabL7Znbv0n8awJkYLfLQX245pn7btz+LJMRz1N8XQJ23giEt8E4Ohrb/NDWea71Xj1vIJH23o036qz6rxNCYcVo2ntQMDHxo359wCHPzTuLKO75i5wpyD109bYxya06e5EoOtMT6NiaYw6DPNd3nRPo2ncZVvmFOM2uKCE70npn/aNB9PMGoDR47w2ckVfa7UeKqNuKq/ndoJwzwhth2jbXPxtHboUR1PMcSgLZzG5yQuGPjsalPdwel5acKnXGnreGppc8XakDbTXInDZkyp4524GuO47OBUf3I/xcHBeNrVGA5tYF01V0xjUm9yhMcVc0XaTGsHB3zYrjatVdO4aNp8M8W4BfLwT2NKPU+1Ceu4f8PDBLT3xzwXRH87xt9q8fds/DFxAkyC93Bp8/dsGnxLN48+FFp/W6dCfXTjxTEu9t40mg4Y2sDAhS6TZPpfev0PsH/2Z3/27DOf+cyzj3/847cJYaH7qEO5oq+BYmvgPKrx4kRjf48JhgKdDDwYtMk84E3N35kSW1wmfGD4G0E2XKbayLW4cLBNcDxA4eFvF8EwGUwNl4Y7nGkd09dmbKrhicZqT1xwcJGvidFHvph4JvqkMS4wdupPXPDkHpeJNtriIuf+1iONJ7lKX/rQd5Jz9WIzj8KwTbjAoAt9xDedR+H0dwzFM9UGDo2NCfk2H5+NKy7+nr88Gd8eHCYGa3etgtHfOMNhOqa0pYs8iUkNT+oYHxj+Rp5cmS/OaoyLPMGQI9uOxnDUDG2mtXPVPGosyBcuU41pQ2NjHQ6NJwZD/eFBY/k6a82jYqLtzjxqzoLH5BveWRNT82jzzaT+aNtmPEzWcVzSmLYw6HzWjCkx2dj0/7DRVp7gVXsTbcREG7Us37CmOGKCNR3j6sXmP/EzFtTNjsa4iG/nPw5tHqXNdL5pXBkTakdME43pC6M5faJNXPw9fzi0mc7rXjfQxCZfk5jUb/OosQBjMlf0XGJcTMemturF8wlNjIXJfNx4sodh7pqa9Y7BmWqsvbmCRuqvnLl+xmCIidFloo22apDGeBSX62dMnowFezUzHeP6XNcqGuN01miDC32aR89i8Ne+jb74nDX6prGxMK0bY5M25h2x+c+Bp2NcvnFqLExwcLDhNJ1HW3/DkOvJfAOHeeYyD+MziQkGbWoLZ2JrrnbmUTmisXXP+qsG43aGlxqGoT2Np3OFuFpnjKsJF7z9P1faypX/72qa8+bRngcmOFfOo72uorGxftbku7mLPuKamrEAj8ZqZzKPvqjvS9/oVlSIKtIKfFpYsGzaTzEEjc8uBhxc2A6XMHZweqP7z//8z29vdH/sYx8bFeiq7w4fba/Q+AptcFnjmuZKPPExEU1xVm0cT3HisoOh7VU4YU3jqT2dGZzJhH9r/PDPFXFdgYFPOPa7MV2FQWdcdvhcMcZXfXZrB9YOhvYsbV4+O/+vhzrrXQ+8P22Nqz+R7OgDxwZjBweP3drBAwbDZUfj9NmJKYz43IgN/oFj29E4LlfgXKFxfK7QJkl3c4XTTs3gAWNH43QxX+ByRc6v0nhH31Wbn7bGcaGxmNLZ9bNWvux34gpnV2P8d9cqXGxxaX9GmzCsedq37p3ByLd1wfmESzhxuiJPu1y0342reOzZzgv+MOD8tDXGIT47XOD8v6Zxutjv1HEaw6Hxjs5pvIuBi23ywZp4mPZsh8sN4OEfce1oXDw7GHG5Ii7xZDucrozrqtop3+2L88z+Co37YgEe5uMpn6s0viImGpYnxzsxac+mGNp6bmMw2m4XLvjn/FdKXqVT5Hrw2QlYF1cFujPw11B34ymmFXN6rDh9ouhhs+I4i3WVvvq9QuMr9MXlirh8c4G2tr6pCXtirzdtJjHca7ObL58CWjxsPoX2Cd7Udrno9wqMFWcXT/tdjGrYJ/703flE+4o6XvVxPLVdXdZ+d+O6ar3DaZcLjKu0uaL+8GG7calj38rwQsk2/dYKLlfocwVGXHaxat8e7sQ8R6zf6J5+M2OXR9yvxLkCC8YOjmc2Gvu2MW19S276wn+HR/raX4lzBRaMHRwa2/7zP//ztt6ZJ3Y13uFzpcawdufRXX2LB07fsNvRZzcefNhVcb2Mtv/vblzmiV7feb7Y+bbxTn5WJa7QGN5VfHY1Nk/0awucfEtzalfEFEb7KRftYFyBs6uxN+P6tYWaftOb3jTmdUU8abob11X6lqt4TffqOKzpc1vtr9J5V2N8rsAoLvsdW58jdjS6qnZ2OKw6XKHxVVx8u9y83Gs8a99V9jN/+GBXgRlwftL2zW9+8/ZilIgTst78stDDMkFO3wQz0X7ve9+7iYfHhAsMfDw823YWRPF4MakwaDMpMu3//d///dk//uM/Pvv0pz/97K1vfevo50ly9R//8R+32BTX5GcL1c33v//9288XFKiYzhY+jWnjDTmbFyhnMeLyX//1X7c8xWOS8x//+Me3n6qIyxvd08XDIi8u9aOOJxp7k6dceXN4502eVWMvtCf1R2cTkhfs5WiiMS5+DmR80mX6ME8fdaxu+jlZtfDYvdzQWO3AkfOpGZ/08ecsaDzRRp69sUcfXKZ5gmHO+trXvnbDmDxoGpv0+e53v3vL987PGI0DuVI703zLC13orG7UYHV4Jmfikusf/vCHt/VFniY44vnWt751W2PMo/SZmrFAo515VM7Vj7lnh4u6aYzTZVLHNMbDPOqNkX7ldVYfY+lf/uVfblhq8Y1vfONZiOf+8m2ewKU14vnNRx5Yf9WOzbPJpG50JS7zYON7ojEOzcdwegPqkaE8d4Pzla985TYPqkE/Mz5rzaNqh8bTdVO/xpW48DLO0+gMJ+PAPGG+8JPnCYb+xJLGanoyrprTPbcZ3+pm8jxgjqGJsWms91PuM7rkKybjk9FmUsdqBY5nJs8mkxrWPx5prI4mz/zNe5/73Odu3wBUf60R+nistTaond21yvj2XFHNTGqQxmrwRz/60S2e6Rj3jGMsiM+mDs+a5y25+upXv3rLlzxN107xiEt89JnUH/70NSdXMxON5dpmbGk/0QYXNSgu45TGk1wZB//6r//67Ac/+MFtPvYab2ryLe80bs2bYJlr1HLxTDQWlzWPxiyss3zMD+JSh+qxsXUGR1v6eh7A6R3veMeZ5j/hq/7oIy51M5kDtaWPda8x9ROdPPJknUenz6P0VS+0YY2rR1J47gbHuuD5D9Z73/ve0Rg3juSbzr1umMwVYjIWjE81Mx3jcmV8ql88JmNBTKxn/ul7HnBg4CQ2z8YTbXDx3Fb9OZ/EZTya0+lD38kzjr7VsdrZmUfTWO3Rx2vpqTb+koJnARp7rphoIy5zjbgaUxMcc80V86hcyZM9rSbzsbatnfK+88zvmcI6LvdyNeFD43t2/knnHsor10wkEmABsThLom19EDL5EbUi1LT7ilBhe1hQUCY25x7mm5S0C2OlsmLw0U4SDF7n7sPQhy0ffqvFOR99SaC4cHrb2972PK74woCXwXDPnrkHR4HCqo/2+eC7WhgrjmOThwkNLq30z/cen66LP9MPHvRVmCZZAw82f5bGx7jycV2/NhorTLzcb+Njg5XB775r2rtP38yL7KMPv5XLMa76obGB1yCBU+z5HHH4FLd+esFl0L3rXe+61VH1h+NRm9pWg/kYsDROX/u1ryOOdt23x1Ou1J1JVo580LL2ky722T2NYdElv14gv5Y2sPKBv/KJY+NKH7Zjvo8Y7lt4xETjN7/5za+psb7DsWdwmnOc42lcpOE9bfiVSzh8xBQfbdVfGucjrrSD4botbbqvduTd+OpN6tUnbfgz/cXXNZv26ti4og2LTz7Fdrv58E9c7Jl+cJBzGntAFGe54gNjxdE2Lo71pQ2NvcjRVg32gMen9varxTcf9/ExzsW3rg/1pb/0gRUX++J2X93gZe7CB6+jz8rlHo72xpW4GlOrNvqpT1g42sTlOoNBXw9SNHEdp/LN/4ijHT5x0oY2NvmGCQvG6sNv1QbOqnE46tixrQc7OKx+3Mvqw77rOKg/tVwf8dGOX3GFI1YY9cUHjpzTmC7iWh983Q/PftX4duPhHz7ypIZhwte3PX/Xiqs29vHOJ87mYxx6Y6W4iodfdoypfuQ8P7VT/WlXP9137YiTD33j4xouNpZPODBs6318aCPnNjzEZp+9SOP04yd2Y5LG/Ot79Sn2+Gi3jhf3eyFpfLr32HVcPzYGH5b6i3vz6OqDc/72qz4wbGqvefQtb3nL8+cTvvWTbxj2q376gSNXsJh1/Oiz4vApV/aMNnC8yPH/19BGXIzPPX3dk2/386GJXJtHtbE+rPq5Vmzas9ofaweO+Gx8mteLJY1fRvmf8xY/dUMbc1f5jrN29+LS1+qjn9Y8WM77YIKvflyzz1wXt30+aeyNDPONNcY+v3vawItLOPqijXzLmdpJYz73YqoP+1W/XjeIpzknH31X444Z/PoKxzM+PjSG0/rAlx35uG4r33z0IxbzjXvamCvyPWJo496xznGB4wWyZ62elfRVf8d8wSkmuPWFi1jochzj+aw5hxFW18XVGDcXF9Oq8YtqJx/31R2NmZjT+Hbh4Z/yVL/pVsz8Vo35mSfwibdrxRWuvfurjzpWN950gmnTjz5ZGHFxrfb2LB84zHOSLf1c0/6eNnyKi4/+rTPyJab1TcJisrexe9o0pqyd+UzXKjWICx4wqh39Fndc6uuoH42tU8aUXIuxPGgDp9ics7RLY/fFpf5wYjTWly0OsFerH3h8bK3j9OnNyji7H58w4Wl/HJ/rPKpNz6N8WfkOx/X6cV8bsdho4x6M+uEfF/vVwslH3OKBY5/G/FhxrTi00d6++9rJFU7mYu3TkI9NXKt1H1Y+tGke9XpITHHWFo9iC0v7YncNlzCMBdhxrq80DsO+fvjUDz9j3LyFjzp0P5z8XoSjbz7GePHilz7FfU8bfWiz+sgRLFyO8yi/Iw6M4sIRFzlSy3JOn8ZDMeAHKyteOKx+Wqucq7/WzrPa6K8xbq2SS3Gz19K3+zj4oEVb629fGCvv7vO1t7F7ceHSs1JrVXnTRtu1du5huK/+ehbVnjbpB+dFGseXDxzjwTzqGP/Whxdp7Pqab+3kGxc5p4+5a/VZNdQvi4c9K25czMuua3el/fcrogtQkUs8n+I1aDxwSob7XkxJFJEESDwP/oqZ0ArB4Pfi2OTGl59PXAkgiR5kCey6jbCKuIdAYilu/XthAQPW+9///hsPXAwk14kLI1PEeFg8+UhgsYjNBCCZJgN++tCXeBgs9wxyfmLuwRAXGArDG+aKnY+24vLJXBjawReT2OCKGRaOv/d7v3fjQifx6I8+sE1YeGuDrwnUG7Zh048eBq/7+mC48NW3ezDWPOHLV656GKOfuHDQ7zvf+c7bffqJFYZ84tJAsVi57xxfmw9HMrG4rz/t5AmGPp3baMMPlnPayBM91JB+6SYX6k8cNj7i08Ze/PqxOdePOOhMT/Gpr3e/+903etrRDxd9FhMfGjfI6ac2vCDQB776r770pW70lcY6kAP60llNuI+zfNGYL40d4+e+WO1xsclhsTunXxrr1zVtaWPsMfHirE8+4tSH7e1vf/tzvXyzV1w2uNpXY/RoIl/7Ebvxq981bu3xEBtc45OPDRd4aii+JlJc9Mca495oxNd9fOWShmLGx5bBkica8edDO3mKD19vIKhBftq7J2btmTzrRz7FIAfiwAVn3F2XT2MdPzXTJ6jpA0M/jSltv/Od79z61J/+y1M1hK++4OkDJ7GoC3vntFG7Nhj4w33f+9733Mc9eRefNvzEgwtc9xoP1Ya+jQU5oHXauJ7BMi7x5aNvm9jFhLf2+hKbY33R0PilFYx0Ucvq0n1zDRzjgMbyZKzQuTFpfMLIGk/6gqMvPriIS9zaq1H6yY249acPhqONxjBcN2dpzxeGWpK/1jtYNIZjY+LCR3/iw1kubWKjo823X+hng6m9fooLDv3MgTY+4jKO+ORHG3GLCT/60o7xcV97GrsOh7785Ex+aex+PvysVWs/eFbLsOGIh8b2xosYxMXwoR8sGywa0ri5wjVcxF090kZt64s//dzHMz726i9t+Iidn7zjwt9cIgc0WPNEWxt8GrvPyk3zjX7Ut/vyKSYxitdxfOSbPnR0TbzGYvOXvIkHRuuZGtOPvTbiFw/OuMFQe/JU3YlT/+95z3tufLULI43VJM5qVHwMBi76kDd4zsWFt1joo0bhMBzMA/Cqc+0839m7xsx9zSdqoflCeybfxe4a/vzwFg+Tr+ZAMRl78kibdF7HJz1talR/+IhZP3JQ3YjJfTj6Fj8c64NzfdEhfRpj+ufDn5/7+nM/HPHTmH6uVbdyaFzhr/b44UNbseMKl2lnLODOD1eb5wG++NFGTPTRrrkWXhh85JIfHzzFpU5pLGZ1xQenYpHLDBf39SMGmqUxzvrDkcZy7hg/18Wuz/SCpUbxsskDPvqjrT740M9eWxq7B5MVNy76wgWOTb1VI47FR2Pa0C1t4MD3DANHrtLP+ISZPsamTQziMZdUeziZG2Hgboxoa+4yRh27Rn/60JF+sNU5Ky4c8oGPLx8a65Ppo+cgfKpjvuJRL3Dox2Cba1vvYOHguj0MdeU+rsw1m+cFmDax8Ct+GtPWHKluzF04y5fY06dc1Zd+YPBxT/5szcXayYP+wsDVfXHJFz3pZyzQBR4f2slTaxWO6py/+wxn99UGfPf1pU8+cMVA49oc1yoY8t2Y4tczhT0+8PUrX3ICV67iqo0NhrjEh68cxMW5vo0pPkz9VqfO5UZf+rHBlCd9VV/qHxc5oJ+4j3nSrnEgl/xtPfPDc649LvrFDx815Z5rcine1nF90df4hsEHf/XaXCsOutHI2MBFbeiHPvDgwFA/fKsbuRC/DT5c8atffdnrh59z+uPMB2Yx6qcaFY+ND9NOe/fVO9OP2qMxHXBm6g+WOFxX592D4746hec+LWgs7zDxlcfWaDjmR370KSb69C1p19QxbWggt/hr23MtHzj60JdzdaEfXOCJV0z0gQfHNfrx5acPGHTElcGCo374aaP/asY1cyrtjD3tYPCBlz7GAAx+tOEj17iIHcfmG7nAj5/7GS5qgc6wtMMHTpz4uJ822uLqPm3ws/HzupTh6JmCNuqZtjiIW774a0tj+2Jy3XhSy/TDhXbixtu5GHpdr9blOqxb5w//4KKuaERP922w3LPpW+x44Qfb2olLW7qoQf3SkDbyLn5+NOYnLvrpx9gzXpi+xMPPXhucxSMuvnKlrbjqu9cncFyjhxyJCybOuKSN2MTDiltNyIH+YGTyQDt88BWLmHDCha853X3nOK4Yxzytc0nx0BNnupgH5QFnurvnmOFh05/5xXWxw7ThAiOdncuDfmjm3PyGKwyWNmKiS23kUB07t1kv+KYxjjTUl2PX1S8N01o/4pcLxzjIAR+YcuO+Z34Y1Roe9MUBX7rKpf60a0y575zJo019MTlQo3TStzzq40q79I1ugbRJMtFsBGLEcZ2VBNcUDoEYsZwLWKEK2DE/W8lwvb5c06Z+7PVD7O45hp2P/rQheAnQP9y42DvX1uBSPPxh5+O+a5KU4es6w5kvH9dKpr7xyQcvPqy4+NhgMDj6hoOLvXM46eNY/8XpPK4w+MmJQeWe9jb91IZPmstT7fiFxVcbnF3DhU6u3fO5gTz8o51+szhonxWTc1z4wBZzudLP2gYuLgaeSQ7/Ygsnn2oPFmxY+nG/vh3zc49eq5Vf9xhfMcOwMT4Nfn5wXePL+LmO81o79Z8P3K7lX198aFA8tRGT63FZNU4/McHLB+ZRYxjaZnzxVTvu4bX2AyOOOPEX7+rjGh+4/Pm5Dzcu+qOV++6xNLbPD4448uGPkz1zHU5WO/c7Tpvy5R4u2h59PDxk/I76wXBNTDbc8GGwcKexfKfPytd9fLSz0OSfFmHoA0fjwTUbPvwzPmKw6ct9ffPN+LCu6du2YuobX9j1y6e+HItBH0es1Udb/ZtH1SD+ruWTnq6HAxf/zvVVblyDt/rAysf9ap2P6ywfbY1P52K0OS52bRynkfZhuF4/HgbygwFXLK6x2rvG8g1Ln3zE1TEMcTtn9s75FFM44drDxEEu+DmuH/5x7j5sPqvGcPQjrvBWjeHgE5f4iIG/+wzOWscw9JXxE2djoTbxdc6nMYSzc/f1tWoTblzs+aTNqp9r4tX36uM4DvWtrzUm7fCx10f9xBm/9Fs1XvULm34e8Pjjz8eW4Zw++nGOoz7aaqeO6egcv4yfc1zcZ/rDN/1cq29+rvPRVz5wnOMMxzlzv2P34eBg/aUR/3v6hQuDny0cfcNxLXMOn/HjkzY4M/2UB/e1F7s5ks784dS3vXPahuHayldf+i02sWsDy704hxtn1+HgkY97Nnxcp5N9fNzDha3YKwZMXLTtxRCNta0fPvgc1yrX8ql/WPqH51hb5j5M2Jm2MOLjnD+NW6scw4JZX3DpFUfXbauPe7BtcuEcTr76hO16Gmmv//rhkzY0Lq74FhefY1xw+a8++pdvfPhrF2f+rlU3OOGefjjpl48XevShAYx7PvotrqPPUWO8YBWXvrTBpWv42TI+9DNP8Enr4nZfP7DdZ2It3nC0o0lzAF9cYOPA1tjTBw5895h+tXEtrrDrOz5pnDZ87vXjdaI+cBFDscfFdVzCqU9tGC6wG1OObSzOYYid4Y6L+/nAgbFqDMc5H/05X7ngBAce48Pf3j3t9B1XPviLc70GNwxtHGuXFu7b7um38nG/NnGWh14vrvrGFy6u5Rt/GNpn9d115/Tik59z99NYfM6Lk5/+jW/xuYevTZ9sjS9s7cPgU9vauCbGuOWjr7h1DX7XtMfZNfHbxAWH8eMDm5VP/vGx568v+hmjMG2rD1y2auN+XNyDIU98+dlXO/nFnwbxw7H7rq/tHOPPJz74Fq92tXU9Hzj6Sgt8qsf8YcK3VsFjzrVjsLTXPzz6OHbfOYPhOI1dgw/HPRZOteP8qLE2cHGE55xfXOE41s7zjXvwnOOYnz5dsy8m98KE41hbmvBbY4TL1uu3Cw//wDn2BStsbVdt8qdNXOxpow3TxjEf753olwZHnHwa42HzZ8Uorl5XwdDXanEJBy4/7Rk+9FvnUZjiXrVxTZvi0vboA1d/q5b6cw7riFEMcdEevnNtwsFP2/i4X5yNT1z0xdzni4vXv47DOObT9frV3z1tXNMON8f1XV8w6JvGcPgc+fKrjzR2zvjCLl/FEAYf97WDjQtOaicMbfjox72M/3pOJ+34m9uNr7jXZnf/ciZ2UZb2hEBcMG1HcZwLpCISdD5Ecp4YJZIIzL572tu01ca9Nuclr4TgVT+1kQQYmXYlio82cGBIQpju6av7a2L4up7BC4NfGKsPPFxYcbmPD9MXH9iu8bF3Dt995pg+awwd3xwe/nFfu3WDFQY/9/RXXO7Vl/vOiz0exVV/2vNZNXbNlvGFi1PmfNWGz5pzfu7Xj3OYaRyePW4MXxuf9LWHscZe32Hrx7UMBi4mtBVb/+5l2tzb1thrn8baalPf8Byv+cJ/xXBfm7Vv18KAyZ8PHH3xdV7/+Rw1PuLw03987OlT3/Yw5bt+XCuX+fFZ8+cc7mqu6b+FQ1txrLHzwcFWLsWVj/ZHbcKJCx71vz7AuH7EWfm5p11WX3HBR9+2TBv3aeM+DjDqxzkcWvRhQnqvPvGljTb3Nj5taQOLbyZG52Hb6z8f5/jrhy/uMPjUprjDtNc+bOd84gwPHzirDzw+zYFh8GFx046f+47hwWeuOV7nG9dhHH20jYO44GjP7DvXF9O+mO3FoJ/6t1/1CSuua//4hMWPT3HBcXzsT5s1Lu2OOM5xwE2Nxe0WwMM/7sN2L9O36wymfvnA8cDqGM7qw891pi+mnc09Jr700BaGjeXjfmPBdW3C4AObT+3qI0352DrnHx/XVo2LHZZ7+NvDZGF07lr9OWYw4lM/8NKGjzawjxqvuDinq37DdMyKKxx9ubb241zfNu2N0Y5vIK/845728Vk1zk+/2jL39eNa+rnuWnyc6999e+Z+/dtrz3+Nmw8uK677rmfuaW/LD9bqo09xrbUDJ3/7+l/nUZjxte88bVyLr2Nc4fDTn+e/jsPBm48+4+ie8/jwgctPX47huB+Oe47btHHMN58w6Cou/I4ah+1eph/4Gbzi4A8D9/jaO28u1k6b4nTOR1u62NzrOL78XBczPNe7tx7zqX11jF8++qqP4nJP/6uPPrTTnzZp7Jjx188xrjX2fGjixTYsx9rVF3/X4mKvL21Z3Pi43uuG1Qcn7eISFuziguVY7HFIY+31w3DTvnb2cBgf97TvAyjH6VlM9bO2S7f6wV9+bPz1u2LdOnz4RzvX9WtzHi4fx+7Dg2HvGszMMR/6Z3zzwal+wlkxiyufuMCCseLQAoaNhXc7eeUfPjDio/0aU+3SFUbH6WcvBgar/RoXvjb4/O3huJaFUQyurxjOcdNujcn5yvmeNsc84EDXYrmHUR/FFH88GAw+aeIcjm019/WfxvycH2PHR7zaa+M4n7TRdt26rz+Y6ZUPzFVPPvDXdu67npUbfsUeHz7a8jk+t+lbv/k4179xZV53DCcf+85XbeKWH5+211qr8NIOhi0M12Gkccf547xStg/KAABAAElEQVRqUDv71cdxOscT5tq2vmCmHy3y0c5xevDpWFtWv82jXdOufvmksTndsZzZ3LMx1/VRHN3rfv1rF17H+eqTZjCKyT3n8XFcezxXjY8+9+KKD1/tw3YONwx+7q/1h5P+XGdhpGu8iiEfffC5F1N8+BQLHJvzjF8Y4WiDSxj25Ub79TgfnOHah6OPdHDsXrHERd/6cg/WEcO1FUO7sLSzrfEd+ThvfMKxZfo8alztHH1giEubFQN+eqSrfcfua6efMOIvlvi6tsYRJh99Mr7Oqx3nbTeHh3/cr3/90QfWytk1fMxtmXauZ/rUDj7+xuia1/x29m94APzvJ+IdpIe2Xhj7+r6v8fu5AhHWoB8LTzRbD2ZEmJjQfEpVMkriWSxcLEAWDz83mJpPc2BVDBJ71nw7ib7+c66PfOQjz38yeRZHLGKSH5vimxqNK+hJTPqlTbZO7l177L480Vi+Jzn30w8x+TbOhz/84dvPjh7b/+pncKth+uKhDs9aY6FcmTSmtmoMZ5orE5GtyWmisZ+7+FmMn+H4eaz5YmKNTW3FM9HHPNFDJgyfLk7NHIgTPHU80UZ7+sq5bztMMPD3rVzbt7/97Zu+H/rQh0Zh0QcObadzsY7hGA+786g5EFafAo+CemhEY1g0nqxT+jVPqGE/w6LNztxFY/Nwc9ckLjHRhk3mm/osT3Ku/qY1aBz4xp1cTdcY653/ULWfUvZnpOJ6Zt+3/+RpOv9dNY+aK/owYaqxsURje/meauy57Z//+Z9vzze+xdHPdc9oq+5wERNtd8aC+quOp+NBe1zMo57bpvleNabvZFyJx1zjP6OkrZ+jrt+6fqzOadw431mrYDBzH20m+lir6CO+vj312FhWv2oYVi+Y1vuPOW48/f3f//1tvfOzfpwmceFBH/vdZ36xtVZNuPQ8Yd6Bs75IfIwu+ZQn9SvnkzUPF5s/GWJt8DPl6qd+Hrs35zTv7TxXqD25L08TjbWXJ2aMTzWGIU87Gluj/LkLz8fy7XXe1Mw5TI5wmmijfWOrZ9oJTuMJHn2na5U5UFw7taNm/BkKz2+0+djHPobWyKwvxgSbrlXGptqhszlr53kLlm06j9LXpg7FMx2bOKhjf5bAmPjUpz410lcj+aZPY3wC1NoJa2ceVcfiKU+TsRD/nvmnz0pieumll56PBX8SbMrHmBBba+YEZ9VYTNMxLtfypPaMT9vU1LFYxDU17wkZk+ZQr0OmfMwVva7HaaLxOo/urFXmLBrDEM9kzYOBj3yJZVrH8vLFL37xhuW52LPbDtYxzz/zhw92vLhzrhgIhyTxJonUv3awYEwn/fqWQBidT+LTFhfb1FYMx1M+ONDX37qaLqxiSF94Uy5wtKXxVdpM8x2X4ppqrB1dTYz+jtV0sq5/uuA0jQtOMU0x0gaX+MCdWHHh0vFZHO0sGmnseGqwimmqD4w0hrVjKw7cicXHuJpi6FftekFqcbafGg7NozsYcKrBKY52V2CkMaypxulCW1pP609MYcHY4aMtjB0u+GifNrt8dupY3+YHc7EXKNMXXmJiu7WDTxj2O3aVxvHZyZMc0dicPJ0r9J8+u/VXTHAmccVl1XiaKxjh2E9MPOq4vw88qZ10WPlMuGgDC0467eLsjvH40GWqsXbmYX+PcufNDFrAqgZ3tYFT7iZY5WhHY/3CSd8pH+1oY45Qz9NcxSU+E11qA2NXm/Jtv6NNcdlPccSiflvzinOyp41th49+6YIXm8SlTRrH5wY2+AdWccGcmPY09ubpzptga1w7taNt+kz0TYMVx/HE9G+T7ymGfrU1T3jzSi3vWPmeYqRpcXV+Fk87Gz472tTvjsZx8X4QnT0bT+PCJ413MOK0qw9tYYSXXpM9jWFNDQfa2jxfTPXRTlz4TDHEkDb2OzjaVn9THO1WPlONYZgnzMfmZedX2aXf6L6K1BPOkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwKPVeDSb3T76YOfcX/rW9+6fbrUu/yPJZOfn7z4er+fdfhq/OTbnn5CYfO/i/a1+sknOjB8Nd9PnPwEwidn008+xOPneow2k08sxEIbP+cOY4KTvmKjsU+pJkYf/1OsnMXnrD4w/ExP/dim3ybDX47kCoc+aTobl58l4SFXamZSN/qkrbj6acdE4/ItJjg732ZcNTamzuYpHenTz4Fcm9YfjcPxqeLE6GNcwfKzv4k+aYyLcbFTf2qGPv0kaKKNOLSXL/FUy2f1US/igdMYP5tzY5M+/ndmNv00+6p5FI4/KUSfPhU/G5M46KFmzF19K+0sDgzz8EsPPx3Ey/mk/rRlV8yjdJF322TdvBF5+Kf1rtqb1LG41LI1uHn0rMb4wFDD1pjqOJ5n9vh4PjEm8BHThI/6Uzu2nXnUXGHuisNkncFBzmHBmc6jtO0/zjPed9Yq86ic7cyjdGkdxmVSf+s8igt90vpM3agXXGishqba0NjPuGGIZxJT81brjOfRqYmJRmyqjXlGDaqd6Tyq/3KllsU4mbu0U7vmUfvGOPwzJj/ruPLtoonBUcfGw85a1TpurYEjrmkdyxNetslcoYaNh2984xu38WC9m/JpLm6tmsQkDvrSuXE5GVfGk9qTd+0nc7EaEYs8qUXbVOPmdHpPnimq19YqvOgz0RiWucIanC4TjZtDacwm2mhHVxqbM+gzmSvMDzS2qeedtcqzktjEJaaJNtrCgCXfEwzaNI+qZzpNtVnXqmndGJvlHJ/peyfl2zhvvZvU8RXzqJjkSv3JER6TXMGx+ROe1fAkJjmnrdjgNAe6fsZwuWIexcF4Sh/jYRLXOo/iNpkr0tjzAE7G1YQLHb/5zW/e5j/1rAanOTffmJPTZYLT2rA7j5oDrcH2U421be009+zMo9YXMakh68xEmxfV/HXfDX/oAUFBe2GrsJxPrMGiICR1aiZIiWwimOAoAIPOJGDwNngmWDAkkzYKZGKKyUPdSw9vrlgUnU9MTLjQBp+JpQVdcIE5Ndq0wZ1aE8lO/eFhcvR3CHfqTx3TGF6T0tm41IlYytXZ9qt/+tobG1PDR753NFZ3XvTTGNbUxFFcMCcGQyzG1Q4XffdgJ1/TMa5u1F2L0CQmbdScmL773e8+n7vOYhmL4ujv7E3rBo75gb7ri+0zfJpvYNAX3nSu0E7OxWUOneLQ2FyhBuFNTf/yDWc6j8LARw3adkz90VhM0zpWK2KhMZwdjc0TdFbPE9O3Te2pn53aab6xn8YkBjnChzbTZyVty9X0WQAXetDYsxtOE2seVTe786i5PJ2n9UdTOLvzKF3TmN4Tw0W+Pbd5XpriqDdtjYPpWIg/HPOF3E/n9XWtgjO1cNQOrScGQ0w07sXtZHymcWvVhIs2cNSw8bSjsfqXJ3W8s1bhgIs6nOaqOZ2+rcFTfbSnj3xP8pTGjfEdjenbfDPVBh81SGMxTedj7eT6hz/84a2Op/pqp4Zt+EzHOBz6yBdu0/nY2EzjqTa4iGOtHdfOmjzR2N+Q9mbjjtG2uOBOjDbqWO1MMfSrdvGxNkyfAeW3GoQxHZvyhIcvyfh76HDOYvEPhzaOz2KUD7o2j9JpgqONXKkd+2muiguO2pnGBYcuxoNtEhN9tMPDs8nOPLrWDn2mfHDYnUfFRVc46nCqMRy60NcYncaknbEp5+L7ac+j+qeNmORqYjDEZI1RPztmHjYf02c6rl7U/6VvdEuegC3QJshpIgWpvYCnhaWobF644YTb1LRV5B7udoocDwNmRxsLkOL8+te/fttPHxgUNi6K0+Q/NXqsD70TfbRporafGhzxqBsaTwcLDgad/8RP/U1N3dBY3k0GEzOGxBLORN/6Ndmn8w6O2lGD6maqMU3SGK+p0aeYYE7MAkhjMcHa0aaHTPmaaqNu1J25S3xTPvKDh1/YeLNxgkMbccgVTs4npm9x0XjKRb9wYPSwMOVTzsWlnic4uMi3B3nzzvRhAY5Nvo0FOjmfmDrGaWfe0rextDuPwrE+0RivicY00NZc7CFI7qeGj9qDsaPxFfMoLvKEj/imc4WakyvjfGcdh5PG8j6x1ir60kiMUxNT8zrciak943J3Hg2HxnI2MfWGi+c2fKZzRfMWbfDZ0bi5ApcpjrhoIqadMZU+YprOXcaQMUBjc/J0PNCCNmrYWHB+Vp/ayJMxLr7p/CcufKqbs1zUqzbyjAt9p68bxCAW+rYGT/jgJNf0MS6mpu/GOF7TuUINN99MtcEFBxrjNB3j2sm1LyjQecfMxTZ8pvUnLmNJvnGbagwjjadjkxb6VzvG53SukCcaewPWB7w7hkNxTddxesiR2hHfdEyJCw59pmuV/tNHbFMu6g0PGvvwcQdHDdNmWsPyKzetVdOx2VhQO3I2HQtwxAJHHe/E5f0X2rRWTWoZH89csOR+GldrsLisWZOca4ODmNTfTq7oCkcd7micvju5Epd4aGONmWpM1+abHW3kSlzmi+l8LAbte+af1F5t/Ief1rz06foV+9nfC3hBz/2MY/rznRU2rOlPDcLqZ3U7OHHpZ1thn92Hs8NFn77S31f7p1grlylG8e9yKabwdvZXxRXOFVzka+dnGLi07fDZ4XDsFxZOO5bGOzhh4LGLs2JN4yrXO1rjYbtqvoGzow0trsBI3924aHsVn10cMbXeXaHx7rjCYZeHfMOIyy7ersb4XMklLLgT037yAH/sa9X4eO+x52HsxhSOvW1qtd/B0Ld4bGyKpR2M3foL5wqNcSmuW3CDf/CJ06D58ybh2E8tjF2N9U+XqzSO125cO9oU01XawNm1XX31TxNcduMq3/Y7pv0uFzHt8kgbOFfUXzi72mi/G1v62E8tDO2vwBHTTlw4rJx+mnFdzWW3dvDZHVP0xAPOTp7C2cUo17txXaWNuHa5wLiqduhrCw/2xK7SJy4TDmubK+ovjN0a1H435/SNh+OphWO/g4NL25SLdmHs8rnH4dI3ur34s/nk5IoXguHdI/7Ya1fw0NcVXMJ5LPd7fhVk+3s+j72WNu0f2+7ot9se3hUY8drFaqC1D/fsHo91O9v+6L8bV1yOuJPzXS5pu1vHV8ZEh9244rODU9v2k/ysbdJ6vXb2uLjOtjv6X4FzBUa8rtD49bTeFdcV+7RpP8Xcba/fK2oYzhVcYLxecOLRXoxTu0rjaf9ru6s13tVnl0/a2rP2a8xnj3djOtvfq/lfweUKDBzT+tX4/t+6t1s38bwSJ8yd/RV8wrDfsXB2MLTd5VH/V+BUw7vzBC4wdjlp/3rAWDXe5XSVxq+n2kmT9ul1dr/bfu2Pzr0xt14/c3wVnytxzvB/kS8+u1Yd7+JofwWfq3Beb1yuqJ0rMK7SN5xdnYtpFwefK2sZXnbpG91ABXvFC//Ei+h0H5edJMQF1o6Fs8NF/y0c9lO7iov+6ZLOO3ymbdd2a1xTnRtsO/rGaeXTtbP7MM62O/pfhQN3F2vVeFdnXOJ0Oxj8UzxhDSBuTa7E2Z1v0thD5q7Gu1yIkza7WHB255v47OKsXBzvWFx2cLRt2+ESxg6X+i+uzs/ur67jXT5pczaOe/5XYBXPbq7SeWeuKJ5dLuHQbIoVBn12LJz2Uyy6rt9ameLEw37HrsAJoxrc5bODU/2+3jTeiSk96bxbx7DKV7iTfVx244qL/Y7FZwcnLjs8tA2n/QSvOm4/wahNPOx3LawdnHi0n2DFo/0EI23bTzBqs/KYxhXGtH1c7MNar02Od8e3PtPXfseuiCmM3bjg7GKkxRU4V2kcl3SK49n9Vfrs8oi3uGw7tmqzg3OFNqsujqd2Nc4OFzH0PsXuXHFPjzc8kJsrdUD0d2f8DSR/r+Vtb3vb7X/8nfxvqf52jL/RA8v/lPrzP//zh55e+7Qk+hs0/idQOJP/gRgOLv4ujv2b3/zmW+eTZPj7Pv6mDT64+AnDWaMNnWH94i/+4lhjf9vH3wvyv/TaJv9baqVDYxj+N1r7s9rAEU8mrrMYtfX3gugTl0n9qTu5phEuE23wgeHvXtFErn/2Z382mo/eqxfxqD84v/ALv/DotkdHGpczOCaWifl7Tja60HeisXjERWPje6IN7v2NKMfimeiTxmKC8cY3vhHcyNSOMWpTOxNt6FLO3/SmN41/6hSOcU7fiTbqxSLvb7f93M/93A1nUjdwjAf60PuXf/mXb/qeHedw/H0ynNQNfad85NuY+KVf+qXbPDrh0t8no605fVLHjUnzKAzjajqPGlfZhEttr5hHy7m/j2csWIMnuTJHyDlt6KIOz1oa44IDbSYa6xeXbGetMi7VIC7qGJ+zpr1xZYOzs1bRBgfb5JnrynnUutmLE1wmz0qtLzQy38j72TEuH+qPvvA8V9jOGm2sCTRWv43xszg0wcempq0PUzNXwFB703k0Xczr5lE4E43hpLNxPhnjNKaPeVSOGuNn9aGJmpFvOeuZf4KjjsVmfZhqjAMMc7L5hj4TjekLo+c28/FZo7HN/5egvfqbzqP+pqxxbZPvSUxyJSax0Sa8s3H1zK+d2qHxxOTJMwVt6DLRGEbPx2rGuJqa1+IMjvEwWX+1x4dGzcXwzpoxJU+MLtO1yhgXFw7Vzlkuatj6S2t11/PoWRz+6g8eU8dTbXAx58i3uCamvQ3WzjwqHs85asY2GZvypGbkHJ73hCYGBxcY8oTLhA9NbPI+nUfNN+IxrzenT/INx+Z1lbEAazo21V/2055HrVU2+pgrjPFprnbn0TRunfG6fqqx/3dQW3M6nMn4xMd4sIUxwWltkHP6TtYYbY0n86h5QlyT+RgGPnJOH+Nqav2NeVzU8USbF/V9frV6EdLDdcQ8JChsZKdFVUGZYCeTCIoNrhaeqWhwtFUEPfyE/SpS3L0Fw6QtpikGbfBoop5qjEMPPlMMMRi8NIZBp0lc2qyDbIKR4AY9Hjv1R1/6NAGEfXaPxxUai4Um0zzFm8byxXY0po1xLr4pJ9pqv6ux/qudaUww0niKkcZw6GOcT7VJF+2nGPjgIR54jiemvc1Di1zt6IOHuqENm2LBUMfwphj6lytxTbWBYb7x0FI9u3bWxHDVPCqmK0w8dLHt1KAc0bjxNeGGgxcCsKZc0rgXbbCm1nwzbV87GouHNtO4yg8Mx1OjRy+2plyKhdY741IMxlVr1ZSPmHoe2OFDV+3tpxqLQVvPbXI1rT88qpf0meYcDgzcpvqIo3VhGhP+5YpGU5zioPEODj5p3Frl2sTUX/meaiwuGL2WmfDQhia9poI5sdr1Ztw0V/puLi5vEz7a0Lh8x+8sVjnSbicmbcVlP8XRzjNO4+psLKs/HLarMX2qnWkdy1FtHU8Nxlo7Exx6XKWx+muemNYfPbRdNZrEpXbW8TDBoC8c8428Tw1OXHbWKjg98zu2TazxeMU8GsY038Xg2Rivzidx0TjbxVF/+EzjqoZ3aweH5pspl7TAxXHnaXVm3xu4O9rorzl9J+fGZJrszKMwWqvCO6MJX+3U3848UZ/yZJ7Y1Ti8dX/pN7pX4KfjJwWeFHhS4EmBJwWeFHhS4EmBJwWeFHhS4EmBJwWeFHhS4EmBJwWeFHhS4EmBJwX+byjwM3/4YFd15CczfmLygx/84PYtS5+gTD4p8DV4Pw+B5ZNSn4JMzKcDP/7xj59/u9InBWcNRj/F8HMMnzpMzU8x/GyG0WWiDV38/PXLX/7yTRcxTT7VSV8/PRDjBCMd/u3f/u2mEYzJJ2f6l2s/bbPtfGPOz3joHI+JxmrmRz/60bNvf/vbt0+r+lZE8T5272dSfhqiftTx5FMv+ZErMcFZP719LI/8Vo37ZLF7Z/ZyROc+IZ1o7OfFaaz9dFzRhzY4mX8m+siN9sa3/TTfNPSzJD/loQ+NJ9qoGxjGOS4TDFzEA+OrX/3q7WdKvnk8MRrLlXyr4fJ+BssYL1e08Uny1MRE52p4yse4MnepGRpPcGjsZ23is03GeDqYd4xxc/p0rVK/6sdYmK6b+BhTYqOJbVKD9MBFXNaG1ofifezevKWGrZ3i8i2YqfmpKIy4THJ+1TwqntYq8UxyLt/NN3IkrokZT1/60peez4F9g+UMVmuVujG2dtZxuohLfMbUpP6MJXGZL/oG4Jl48lUvuIiLTcY4PeT785///PN5YoLTWmUOxWlnrdLe+GSN89vJiX9oDIfG5tFJDeuuNU9c6mgyd8kTnf/hH/7hNsbVX+P8REi3/Kg7+ZLz6bOJPs0VYpLrHY3F5ae9cKZjHIbnUfMym+RK/cn5d7/73dvY3Fk7PQPKGbz0uRE7+Y8c0blnv8mcLtfmCnk310y0QVsdGwt0ovMkV7h4pqCx2tn5sxq4yDuNJ2OhVBjjNC6eyXwMQ2w0ZmHVx2P35gdx0Xo6V9Dk+9///m0zrt7ylrc8tvv/4af+xCYuMU200RaGda8x9T86esSFdR5Vg5N5lKY2z0psgqEdDM9+6vh73/ves3e+850unzbjSL6NhZ11HJ/mUTFNx7hcmbuasyb5JoK4euaX88m8BUMdq0H6eDae4OCj9oxx2kzXKhqb0+lDXxpNDEZ/ymI6j+pXW3Us754HptrQ2NwFZ2d8wlDL5XvC58p5lMZyNtVYW+umuORs55nfazzvM8DyXDtdH+7V2+xV0T2kh2smWUF786A3VSTSRFBCE3WF6D4fgsMxmRi8JmtBNym530PEq2Hw0ZeB61gfMPRRP2G9Fo7iNonY+5t02scZtm21+uDD9IMLDMXQ/XBWn1uDV/7Jb8XBwYTkwwSLswFjY/yLyb5r9unnGBc49FWYtuPk9pg81ReNK0xYaeN+PvplxWzP0k9xZ35CnZ9rYdhn7h99cG7QFS8uq358jpZP/cCgsQnp7W9/+02v8LQN48jn6CPXNC5HNE4bOMXuOCsme+YBtbEAp5+adB8GHkcuaz/FReP84KwPZfl0X9/6iI9zJnYTrVp2rwcGx9qG87L3y/+6t2qDMwza0NjPYHsQr92LNF7jgmOuqHbc86I0n7isMcHHBScGY9VY237Cz6e40vnW6JV/+NpYfYlL3o0vY+Kez8rH/bUfWNqrQePKG05r3WhbX3wzGGG5hi8c2ljM6CLOY+zhaXPEcE8eaOwFsra49PCSNvf4xCUfODRpDpTzo88RR9s4xVNcMOA1b+EFiw+rdm4nD/+EERfXaSFX4qKNe8aDPSvfYXZdX13TD309SOlfG2PUMdPmiNP1YoeVj3zjUjyrT3434Ff+6b5+uq9uHNvWuVgT/dhW09YGSxsmLjj0wYW5b2P8Xk3jfGgs5zTGhb7VDh8Y9ekcD1afjvmY/8wTfPmIId6upR//7KhNfuZ1HGxypa8w+dgy18NxrX7UXyZf7LW0CYuvPsRFX3xwiMuKU3/aMBhHbehLn3IlrqPPGlM4x7jMFTQuJ6vG2ji3rZZ23V/nUbk+/iy3eFY+Yjpqw0/94cLUzj2fIw5fnFy30cb4NK48j9KmuPM5xnTU2H049MWJlavbycM/L4qrvviljReA5nRrjPWB6fMehnvlkg/OjQc16ByWfmzsRXEdffSnbuxhpnH9wHFvteLJxz11Qxsay3f98GGvFtfq05oHy7PJY575j9o039BYPN4gtGdxfkxcaax28PLMX1ywxPQYbeDIk/rBo7UzLrD4rOZeOruOr/U3jdPlOPbKuzYwwnHO9IOH+YYvPq138SlXL7d4+V8+GQwa08SaZ+6zwcIHbwb/GNdRPz6e/5qLw8DlRRjHuOrHuBQXLq0xK5djXGmzxk1f+jCxtN0uPPwjHv1lRy6u86ENLvo0T4gvX+1tr1U7NKaNddMx3LUmiufIZ/WpH/Wnf7Vno8+qzTFPcT360KfXMnDow+7FBIPl41g/5pvmUD7TtSp9Gk/GRLzvaROXePExpsRj3qIJTDEX9z2c+sgnjcWkPcNpxeFz1Nj9sNKPNjZzTm9W5pcPTqvBOGqshvGRL/02rmp3jAtG/fDRl1jUMW3cWzH4HzHCDicfOK2/9keN78WlbZy6r506ljPruJjrK5972hx9xNQ8ao1xH5b+2IviWudAXOSJNsY3beILA59wnGfliS8fueFnjMt3r8fdzyesMOyLKR8YjXH34BbTq2mjPf/VR93AwqWxVT/6PtZxGPYMFo3VYPqscwUf+q2mbTiuF3PzqPN78+g9je9pg7P5WA7pbF+f7sFfbc1TffDxbAzfXAOH1Z/7Nv5ZffBh7uuPxrSxVrX2rT71qQ0MFifHMNSwjfF5zDwa1zDhpLF8q2O5ive9mPRXbTnG1ZgUk5zrgzb1lU9Yzll9HOOWJ/Xh/qrly632/v3vp5g9nFtrwnlT5Zvf/OZtQjIpeaAnJIEEbJIQTMELisgK0EY4k6IJwLv7HlYVl8JIAMJWEHAI1mDQj3stHN4QhqFPBaEPPhLtmgTByJrU+fLBR5F78x4vD736ssVXXytG/fBxHY62MBQoTJzEw6dY+DBtbPBh8WH8cPEfwXzta1+7fUKqONOPD2x5EBsTK33olzXZw5EbOdKHDSd9r3nSznVc9IcXLrSz+fYBfNfExYevczxWfXDB132Y5UCuM3UDw8bCgIcbK49qwzX36OcBXO3QHA5bfdQO/zb61JdruMIx4dvb6NXkBo+P/vTBxCEuPo4ZHwM3jemcxrjri3Zy5ThLu/SDY0ypHRg2WuOtL/mmj33mnr5W/fTj02O8GU3anLu+jivX4Nj0mV70UINeTOqzN2L5wXBNXI7xs7nX+C1ufa0aw4XFtIFB36PGuMBjfLSrdugaH/rh0nZr8PAPbFzky+a+/KobccHuTYhqjA+NaZjBoa9adownPnSBZ6Mvw5mJfdU4DFz1RTM4eFgM5Vw82sOqbvA4arzG5dh9fXmYT2vH8MTNB464bMz15hL3XdfW5hPtctrDJq1epA2+7uejL3HJFW7mUX3RkI+49Uc3pn/x0kYt005fuMBwrJ144OQDhw//DIZNX67rhxb4iIu+YpN3GvAx7vi5zvTlntpxXz/q15j61re+dfPz5r1+iv2exsWFC1/49LBZq8QDW+xtfHDBqbjglKv0o4k65mMT1xq3+yuGuNzXz6qfMQWnB48+3NUfXHz4sPjAKCbX8aUPDBq7hzONmHbyBCsM+ooFb7756MuWHrSCx1f7csU/rMaLNnzUHz/zsbZsXauOY8F9+GKmEaMfPzmvH3P+Wn/iPtYfDrBwiqN4zBXGOH5qr5zqy7VVH/fgpE1xq2E62/joB1ZmPPG1sTTGhT+ji75wct91GlcbOIvbteLms86j7utLTDYa0wZfvPnTjz72Gb581R9zHxZd8qMva3/Uxj04Nv0ZPzbaeBZQy+rOPXGLEYZ49LHG5F7ruOt8zMVwaIxfsaUfH9f1yVyHUw26xqc6Ll/NN/zFnDbh2uMsLse4ypV4cBKDuZguOPEJA17mulyWc+3geK7g73rzMb/0ay6GE4Z+5JM22tIFF3My3WDjLH4+eNhgwmirdpzTxnwsLhqJqVy5rx98Ya+5Sl8+8PnQNp1h6qf6g2PTX6Yt/fjQ2X18cdGeBuYJ9WnjXx7iYu8eDPo4h4OHOranq7md5SMe91hYYfAPh764WB+01U5c1QW+OOkTP9dt5RuO8S1XvR5Se/qAx7Sny1rDsJqX+NCXHjS25jWm5Ev8+tMXDHEVExz39Jd+ODcX4yAe++LGR19h6J82NvmigY0uNDbnuK5uYK0+zcdh0aZ8uea+sSCujA+sLAx9MvUdl2odX+sdjY2nYhIXPG1pLLa42Fd/YudDm+oYtr6rdX1rb5PvrFzaM/f1ZVzSXB942Nv0e8yTdmKqdnDhhwt9rHvuqQlYcO/FhDM/8TMYakf9mZMZfvyaa12jHzwbg5/G8MKhh9qRQxsMcfOlHV3gax8OH/255t46V2inXtcaDYNvhoN+6Mfoh7O5ojnFfX3AKpbjWKDdWhP6oC8/Y51u+MLAubhxWrXRz3F8qr+eCYxPXOHBYY1xWNq7rh+xMVyqPXUsRvfwsbfx0Z7WMFgx09Kx+/oyPuHRyXH1lw8smxhZeZRXsbqnnXzrzxyKr/t8+eCoJjLYePDBNxz1B0tcjYFVG/jFBsPGmrcdy5FcwUgX81/jARe1ZV9McNI4/WjDD07t9YM3H/qFpV8GB+983OcnJvfkEi4uaeO+fuJiTxcY/GjDR1zmUbXjvnzTJh99yWE4+sMTH3tWrtIYB/fUaO30wzrHGRf6MHzk0jjwvhLueJRveLiUq3C0NV+7nw8tYMERh/u46E+/sMUexjFP+nBfXH7dr532Nlg4wdE+LPxZPPi5xocu1qnmLnHRGQ5L4/zTBgZLGzmiD9MGL1hMPzS2t7Fw5EqMruPLT/2pOzyqLXj6Er8tHG35wXOcvupGbWgHC47cs/KEZ+aeTU5YNSpX+oJ9tV36RjeCRLCZ/AVvknvPe95zK2RB9AAp8IJ6xzve8bwAiS+RtTdxW6zf//7333AVnUJp0EkI0d761rfeJgx981FQcAhtgpNYBWNA2TtXeJJUIu39z8CSCbNiMFAkQUL8DMeDr0WEX/xKJIzuKWDnuGrHFze+tHKPj3PY3/nOd27XXBeX4jUJ9rMqsbz00ku3n3F/9rOfffbud7/7eZHzNbh6KLFn8G0f/OAHn/dJT1zEpFhxEq/Y7fV/zBNdPbyJzUDXhq78YIjBNX50wTv95AummOG/613vuvF2LgcGLT6ZnGhPZ+3oBwMeXZh4bfLJR99pzN9DGb1wU39p7CdUtNYGlkH55je/+RYbH33joi/8cBOTvsoZ/eDaXDPAxUVjx4wu2tIYD5zcU6f2+rdgqlH9MtdwoS+d8dReLa/194EPfOBWw+kn13LBXKOJfnBybky5j48+XBODPsTPxKvOy6VrcGzve9/7nN70ojE8fBgsfBt3+qC9mNxTk8bbBx44M9fFXf3x0YZ95CMfubVxDAMnG6OZifG9733vc85wtFVD4tKX/Kkb/nRx36afNnkyJnAWi/vVi2ti9DM7ccHkow/9wWCuy5Vv/LuGp5zLlVqUO1zknobMdQuLa3TQF65qXV/VSfOb8xYiY1MNaoevfuQKhv6rP3vXqi15x1W+elO3unDP9cYefc3Fxi/91KyY+IlHreoTnrqR13va4GOMu2/Th1yIxbFxR2MxqUF4cPmowWqUJhZOtUw798VgTwd4ePGRT3rB8VACg9nDae6Cg7O2cLSXe+3ERAPY9HXfdeZe8ygM+TZf01kfcgLLvdY7WDSDo08mN/Q1p8sDfz76w18uXNMX7fjqC4YxW1w0pp/Y1AWetIXDx4bzOo/CoC/983FfHzTGX86bR2HShm9zJW348VlxcBUTPP5wWmf400lb95m2uIjVfW3ohXNrvWvGgvprjDUOjT1aaq9G6bbyUX90ERsf9/HBS1y4MPqpwXt5woXGcdY3P3t9sdYq+uErB0dtypF5gE/6wZHb5jo88ebjWK2rCefGiHhow2DoW771yb8aEnOWxu7DUXN4qFF6uyY3NhrTxt45XVqr5IDOdHPf9qEPfeiGIQ/qn8Y4iQkOHczX4ufvvk3czDVczIG4ONdWHI0nfvrF39yUNuKiDT6uyZXtAw/rjL6NN/o55me8iweGsZVe+DjWtzjc+5Vf+RXd3nBxocU6B8r9hz/84VtO+OEnB2qLyRUcz2eOWbUjTr6tv/xcw8P4FDce+NisvTTi01zbWgWXxtYq8xt/2LDwds5wELvaco0mMPiIvfXAPKrW3YdDvzDs3ZOrxhQ+61rlWLtqi07iMWZoU1z40E9t2dLXXl3rSx3hq42akG97ubZp1xinDfzmUZryxacXXmoDXxrL1xqXNVxMxhccPvShjRhobL4xv+FDX/mr9vAx/rXHRQx00I6v+sPfdXngA9v141oFQ1+0hh8Xe/54pbG6oCWNbeITl+vmY/XH8NM/Lo0vOaYTPmJKF9gwXIP967/+6zeMcqIPODDLizZ0bu5yXez4Mzju6YtpL1fa8dWX9uYJdQzbPc/q9Hdu4yMuYxi2GPRjbK1j3D2x0TsfxwyOWijnfFtj5N5944F/c61r5U/enMNXM7jQxjW5kQcxqWUxqFNjRk60NebMJWtcMORdv/jiYePjXN/NJfrSBw3lLKMN7dJPnowhe9xwUXf8xO9aeVq5iAlX/blOBxrDwQmmtuoTF7qLCSe+rulHnmzO4WhHE7lyjdHDPJDRT7ww9UE7GOa3OOur+YSv2hITPuoHD7rQR13py14/cubcPX5iWmOsRvngmc74uYaDGobD6KF2+FUX+NGhfOO4jnFcjG81gbv7+Ipd3HDkWzz4NJ/Arc6LiT6/9mu/duPiGo2LDQ5z/QMPa2JzfHUpdvfgm6/Fhg8u+lKj+PC3hyFuPnjwk4c0hqVm1A/MctC6yc964nmqPKg/9+HIAxM3DPMpbfA0D9gbq2rRPNxcwUceXMeB2bvPz7iSD7q0PomH3vq3vtKGyWN1gW+xeV3K1KTniPJgDUhH444/Lq4bb/xtrtNYLaexfsQtT/DEiAsftQOnuhBPm7lCvcPBX/9ic18/8iV2dbrGHRc6qz8aq0FapB8ceqo/PtrwwXGdj+OCq3nUni++1SBcMfLFh+lbnvg6tld3cmSM863+aYKLePDTh7j5OLeG84HB7D1r0o4vbcQjF47h0rg8yLkawDkuxzzhXx2LR/0xdaxO5UKtwzZm9OeY4WGTU+3kQuzwYNFYPOXDHs+eWcVjnNBGXAxGa1X1hbO2YmbaqVE8igtHOTD2HPOhn/rTJ37w1ITNvKK9++KCQ3d9eTaG4dx9McsRbtqJiy6Omfv1o1/WfF2N6VtcMGhmLNX+1uCCfy5/oztBBEUg22pda088vomw7mGt98KprXvrcW35dQ9G5ytW9yve7rW/1wYWfz5ZOHjUdr2fn/vZi/xWjDWutZ1BYrA0gO/x17br4YRhX/9d63zlXTv79f7q49j9bPXtGp80o58J+oixnmsXzorhWlv9Os+6FpZ9Wz72uITfvjbur9dcd25brWuwxFRcR59w43HEWfHzqQ2s9Zo+8l/7yWflop8Vh/+9vu/5FFt9re26Vjv7jvXRuTb4GNtsxXCeX23t+a/mWjhid/9FOGs7PituGLiUq+5r57jNeX3d81k1Lh/aMP7xq63zrr3s9bIWcapN/kccfdzDqF3Y+dVHOPzCrs3RJy6uO84/v641T3fe/XDXfB+x+ORXu3s4+diHwW+1zos5bD4dr7VUP2Hmx8e14lrv56NtWI7ru37CrhZWHxiMr+vhdL72Vzs4tVnv1yaMm9Mr2KvfsW38Vv+4aLdu+dinjeN8HK8WZ/fXY+dZbZsH1nt8ald/ndd+9XEc3j2cMFaf1S/sNHaeb9iuwVnzuWLExz473ne9vtxbj2uTj319rVzyq609a7/eX9vVX/dro136yIVzvlnnYbXvvn3Y6dO4yac29keNV5+4vJYPnCzszu3DKS7nNpZ/GPpyr/PVR3v34rP6rH5dtw/LcdiupU3XarPidMy/4/audR2GbcXIr2uv1s/K5YijvX7C6bhze9uKcew7n/avxuUYF6zVwuia83TomnN8WPftV+v66rPe7zqc5qSuhWXfVlv+6zXHrq26rfdrVwzpv/p0XEza8A8zjPzswwn36NP1I0bYK0a4K4Z2+OiHtT/68Oue4xf11/V4H3E6tz/ycW3FXo/dy9Y+OoaVOa6tax2vPrVb23S/PR/a2MLsXu3CLl732/KpbX3eu79ey98+61q1o7/wjj7H8xXHvTiHueLkW8z8Xev6eq4dv7g4z8LuvHarj2th1F9Yazs+x3Yrp/rKB8bRVh/HjH/HzvM5o3Ht7uG41vX2/Nl6r5jjv953DZ/mrtWHXzHAK+6jj3vh1NfKp/t8wigf+mCrj2N+cQrL/rjF72WU/44bfjztO1770odt9e2+flzPx/W1ryMPfsd+wjpe57tauK4fcVcMfDpf/boGJ86uOe9e+2Ncr/bMpU3cHGcwXO/ekQu/+nF8jKv7K06ahMmHHbE7f/nuy//WJk6dH31cv8eFX7ivpXGc7/HtHozw1n39xDMM1+9xXvHy4bda57DC0C5bMTquTT7H8/y6b89n3Yrx6KNtcTm2rRa29o3v4/3ahXPk55zPyqFrK9baLqz1/u7xGx5I/GR0G4g+AfGJhP/U6Ld+67dunyr5JGEV6V6QAmvTvU+pfFrjzVzv7vdpdtQeg0FYn0p84QtfuH065dMDn8IwfZWgNXzHuMbFub7i4g3mj370o7c3a/PLJ25HDNddw+elh29j+zTKp5W4+DRLXxmfo7m/6vf1r3/92ec+97lnf/Inf/LsD/7gD5598pOfvOHVLj72rFhWDDH5JFWufGJk82nPymXVOKxizg9f2xe/+MXbJ0E+3SvffLRbt/iE49x9fX3jG99werNf/dVffc7bhXzss+Jp7x4uYhJb39gQW3y1fS2N4dDYJ1k+nfzEJz7xwvpb+ejDm/iZmNSLT/N92uaTqj61XH3CaJ82cVYvxhUucHzLRD/d186mv8y9cLrGh8b5ffDhW819ys8nDPsMTlhdox9tbMYUTj4FZNq25W9/xOBjLBjfPlX1iblvBx71O2KF83/Yu5Ne67qqjPu38W1aIwJS+GABUooFaIwJaMeEaN/4VTTG+AnsmBg1MRYNbdiwYUy0IVEsIyKFAqL4gBRWiGjH5nv/tvyfd7o8577PGnM/iL57JOustdea85rXuMaYY65dHnvmund9acy8Cwhnva4Nnzun3TqO69486t1L17xreZ/GK47j8g8uLO+mipmNxvRZ29BPO6b/ujnnWu+C0ua1r33tc5+20Nb1Nu1XO/qlv3duP/CBD1x0ef3rX/9fYk6XFSt/7Jlr3mWlsTqqDqsT6hZb+Rw1zufa8Nt88M4tbV73utddNI5zPOyZfTkcH2PgI4/t+wREeVxf7TLn9A8rbD6pE76C7VMx6pZ3qrO7tAknDOuLT3Vb7+SdTz+Y4/leOxxWTnHJL9rY3vOe91zWTOtDn17QRv+2+Nm71uaxMbyjXlvxWq8feXh85OIcLj59YN0Tb9rIY1iZNpk+roXlvHP0EXP/ZIQ+1vI+DaUNDO2yuK76aaNO+Adz6g2Nfcpw5VKswrEPq3bayBn/xBkHcVK3mud42NY46Xv0Cbb1Id78Unca54jhcVxWv3AxF9R1XKxT+IRjnDS+D8N585vGNjj0WcdZMWDexYXP6t/v//7vX/LPvckb3/jG/8IljY0ZTnPXY+ebU9YGc5I26Vsb7Y4a47Ry1uZv//ZvL/mjn3m+3iuFYZ+tfnXeuskvGqs34t4nRbQJB8aq+9EvGGqy+eBTYu4tVr5HbcLTJlx98XnHO95xyV/ruHmepUncO79iuGZO+QQNTvqoXdrE5z6/Vo1rY32QH+5N5N6xjroW/3zyuHNw8kvdedWrXnXBSWN90iZ/2h81bs2Tx/JP7Vp9Sh/9jcvW3PJYX58O+q3f+q3L2us+sk9hu57fsPLB+Xyy18Z1OYMTPOvmUeOVzxHDYzhi5T7H85lXPr4XoHOfhsqHFcc5HIwVP+ea32qyOUWftebACC+McHBhYmm9s171SUf1eB0nnM7pt8bJdZ8Ao4laoda4dzvywSEsGHEJ13WbdZMe5qVPrR39hpHd5ZdzNHbPrw6KN6y7asUR5ziW/JXLzPzmU3yde0gd1Uas3FPQ1pyyZq04qy5wmettHpvffv6TT3h853d+53/Thu+rPvnTWK7bPvShD12waeITws1x4xwxPI4HvMxahYt12Cci5bH7AdY4K5e7MLRTb+Qgo8tRm/s0Dk8/41hn3APyqdzJ73gYb7U1j10TJ/fF6ihN3vrWtz5V43is2sAyp8wL1idGtY1DnOJTrHqsnXqjTtBHHtN45QxDO1u+6r+2cW2toz7VK+Yr37jYh7PygeH+nMbuc3w600Yjpk8Y2q52xPG8SpzMLXq//e1vv/CNs/628GCFkX6umePmA07qDS4waqNfuZNP9m2uGwcHc9wne33C3z12fmljrKNPzsfXceuv55zW8F4/adx8Cqd9fGE4Z07ZPK9SK9zjtDbACgensPVNn3C087zBeZvni8c2q776hadd4+BifTEfPP9tbtVWu4dobG2Qx9Y9+lgjVo3DiD98Gy6ZNuLkHlB/Gq+1Is724dgXJ3jx5Zd5Tlsxx6WxwjlirD7Xxn2bNddzITm4rjH6lztxussv88E9vy2NzfN1vGIF5y4M59Vh95LMWk6jMJx7qMZqlp9AVido7H50xTFWfsF1LY09dh0GPmoGfWgcb23qr21WfjZW4/zu7/7u5bUY/niOR+tr2VU/0S34vWBq8h6TAelVhNWJnHZOUipCRIVRYtb+IRj6SGqTDYaEYo1z3Id9bAPHos4vPnWDWX/tj/xWjI75IiklIS64rRj34Ti/mj448MlGq9Vcv4vPsQ2fuvG5iwucIz8Y6znjeOwmFQ+YnVvbrn3W8x3r4+Yy037t4/ghPtFYjPAwce/y6yE4TTD98ylucV75rdc6dl18aCxe5U3Xn4SzYuNgLujvmI/r9XCcX+2uNusT6yMf7Z+mDXxt6IML/+Bkjdm+88e96y1e+ntCcBxbm7tw1nOO8Sh3jn1qe9Rm5aMNDjSWwx4fNX4IDkztLBr8scC6Ca9vYx79rF/XtVcftLOH4Tic475+x7124uOJkptv8+Iuv8Kr//rYsT44vPLxE3V+pdGx/V0ahxWOuSRWtLkr/2DW54jfNf3ceFtA4a049X2Ixs0rfslFOKvBCm8937Fr+rgBc+Nz33qnvbZHfVbs4utml9b8cr02x30cwu6xdvKvm4oVo7Z3aVP/2uDKL/Mcl2PMtbsLJ57h0Ed/Gh+fVNyH4fxqxjEP1FF85OA6jrZHP+u/tnOMj7kAEy/7Y5snxam27gUy7TvvnOO7tKl9e/3ESrx31ip6wKBvedMY9g/hgjMMGuNyF442q5/rGI5da07ZG/cubbQ9auzcarDcK3XTD28d2/GT/KptMbbn3zpubdZzK4eOtSs+8k9Nre/a5njOtfUcH/Awx93Iw1mttu27tj52LIdbq8zzI//aH8+HZ18bODBg2jrf/i6MroXDD7FY7/+OY6191msdu96aR+NjvXH9rngfcWkMh8byx/HapuMn+dVYtOGbFzaO7WsT/7v22tBUrYAh9nDi0P5pfmmHh77aysUVx9jahHcXF+fq2wuVZ+cUDGOIDazegFd/HqLPyq9j9QYWnew731jOPcm019daRd+jxk/COY7lPkl/dswb557GpTb60ljMjhprY9x1bOfYeo7GagTfcLpLG33u0t15Fp57JQbrrrx5iF/6mQ8w5J991jhHLl1vr525rQ4z+/rW5j4uazvHdJU7xrzLJ3hrn/Dbu8YHedO68FCNw2gPS6x6cWmtXXG4z68Vo7Wl9fzYB1Z49TvuXZd/+qb1sU+P13h1Dp5jPrjutRP5R6tjm9quHI5tYJhX1nF7j1e/ar9yOeJpL97exPe8ofpT3/Z3YXQtrq1V2lZHj+OtfdZrHetLW9o0J9Y+Hbev3/rYMRy+9fpUtaJ27Y9+dR5ux557OF63ddxV8863D0OMrZl8u6+OHrnAqH/HxYdfsI59nsQlTto8qY42Zvv6rY8dG9u+e34awz62q38+9Lh29l7A1Zd/xap29av9en49prFYqTnl39rH8dP00aZ7E9hyesVw7mkYteELbfC5y6fa2d9lxtVPHXWPk7YrH8fr43DWc471da9kjh/XmPrs7K/6iW4FjcPeebtrsjyUqJtvm8WDAMfJ8lAc7QpAQTjTt7ZxsRfYqQkijCbgGuyHYnpn0zt4P/MzP/Pox37sxy6fOKb1WRMrGw4l2lmM2tMYRn51/syeNpmCMDU5w6+4TDT2rnqfXDH53HxMrLzZ0RjGirOrDSyWPhO/yp3m1ERjnzzwLqB3f90oetFnYmmjbzl4FieN+cV2NIYR3lRj/dMYl4m+/KCvzSeE3Gi6kZlg4WOO88c2NTjmp/1uHcVhqm/8aazu3LfI1+5Je+/SW+/cNOCzkzvXWKvKYRrvxOoadZRu5Q5d1IuJ+ZSIT0G4+XVj52Zxav/X1qq13tB3qrEc9slI+rrxdfN61sTaJnfUmZ25UJ3AYTrPcblGHQ3HfqqxvFMrfGqKtp6s0Hli+YTPTh2tVojVZF3AHQebeO2sVTDKZVwmtUstx8Mnwax37ivU5Ylv19K4e/5dbdKYLtM5zif6lMMTXYq3+zZcevFoksfd80/j3Zh84lv1ZuJX8YY5rTf60odfNMZjEivPPfo2gRrhRb6prRrHaYKVPs3LXY3LwQmX5kIc4nQGSz326VVaw+l3cM9g1Fb+4cSmuUNfGOVxvjXGQ/dh2MOYaJMv5fEEA1++eC6tVtD7lY8/8DD1Cxe8dtY7/W3ixafJ3MyvMPgz9QmWewI8ql3OnTH++AYdw8OaN+Wz1tEpxrU0hlP+7dQtunTPP9UYhhymCS5q8lSfVWO4E5xqsf742Ca2apxvZ3FgVLv03dHY8w/60NdzPPdu17KrvtB9LVI3nPsV8HWi97///Y9++Zd/+dGP/uiPXn5KZSe57h/pduWmwE2BmwI3BW4K3BS4KXBT4KbATYGbAjcFbgrcFLgpcFPgpsBNgZsC/zsU+OIff2zXourdKb+t49NXfZJi8m6Dd2B8wsg7rl7hD+sMz95ZwsU7DnhM3pmEg4/fxPEuu4/Vs7PvxMDx7qbfidJ3+g4KTfrN0u/5nu+5/K7O5F1O72TD8q4ZfSYYfGJ+e41GvUs60QaXPoF619cxLgM95Q8+8k+s4jCJuXfvfIpQvPWfvpFgPvg0LW3K46e48N8ui49YyR04O+8mrhrv4KTNjsZ9mpvGcCb5Ryy60gaemiF3zhoMGssb+2n+Gdf8po88VLcm+Sdv5KDc8SlW+qT1Gd/gNM/N8WkdpY/f2WPiNOGy1lHa9C2Us1hw6EKfuJzF4Ac95IzaRRfrw1kcXMQbhuPdOqqu79ZRuSfu5oI5PjG+mJfNTbpM1nF64MIvNdRcOKsx/nwRc1jl8Vm/+MT8FqY5gc8k5jCuUUfLHbULD48ntUIOV2/gTOuovPPJIBpbcya5c806Shd+8Y9Pk/zjS3VUvZF7k/yTL7iYD0y9OGu0oXG1gj+TeFe3cMGp9eEsH+31N7fkHj4TbWgMx/yUMzs4YmVtoNU0//RVb+zpO9GYHvIOl9aqiTZw5DGM5uUkj+WNHOy37/l0lg8uYg3DsW1yX0tX9cH/IoHX3DzLR/6pxTD4N7k3gcEPc4HOzcuJxtZxm7jrP9EGF774PWvz1FbccX2owYiP+TW5p20s8ZY7MFvzuvbQPb/oYt1rPk00VifMBVhsoo1+cnB3rZLDuNCZPuro1OSf2sUvGqfRGTx96eM5iHhP9DWe+ZTOdJrUUdrIF/OTTeem/I8LnSf3/HLPJt7VYpwm9YZP16ijYmWOF+f2eD3U8svrU91vTXwyHl3UCf6ZUxMcfK5RR/kiB9PHfDjLBxe+VEc9ntZjfd1ziXt19CwfGnv+K5fpbD5M5icu5oF7pZ21Sq2Bs1tHxcocVydwm9RjGLjYxH2njva8Xuyna5VY3WWzz7zfhfT4XE6bvILg8cT0k5gWVkGdmkKrQAoC8SYmAfRVTATC46nh4YaMb5JrajhU2KY4+uOCEz5Tw4UuiiSdJvroQ9+2KRf95Iu84dM0//Qt3nSamvHTuKJ0Fkt88YGD046lr725MTUFrReFdzSWe3JnJ//ok1/wJkYLHPgkj3esGzvxms5N80geq11TDD7AwQcOvMncpI0YWxBhTfPG2PjQ1/yccNHH1g0ZvCmfYs4vc3zKhyZeWJGD5sXUjH+NtUqdaZty0W9deww/ngAAQABJREFUq6ZznE+0pTFO01iJszpBY3pPDR+5t7NWGVv/as4kb+JPk+rfVGM5V6x28k+daR2fagzjWmsVn9J4J2/g7NZROZzGYjYx2jQXYE3jXd2Sg9arHRMr/uA11ZgfMGjseDofzHFrlHVzmn98gKPeyJ0pHz7QBoZ6wc76pb0tjJ21ih/40NgcP8ulHBFnc5y+jieWxtY8WPya8umednpvgr+xu1fCZXq/JIerN1Nt8BEruuA0xYGhRsg9nHZMnbDtaGx8+uDDp6nGzSk+7axVcnDNnYk+MKrpu3WUtuWO2E2MNvjIHRjTOWUO4EMfMZtYc1y9USumXPTTn778muLgE4bjKQ5dW6umdcvYcrdaPJ0LcPjixVzzc+oXHPGms21qcMo/2uAzMRqnj5yGOzEc5AyfprUijdUt+TP1CX9xEvNiNfEJH/7AUUenfNY6Ol1jcJG7NBZ3mBODIf/ou7tWwVC38JnOq/t8uOoL3RKScH5HGlnJOjFOwpJU0wAIpE2SC8SUC/768kcQYE5NkrfIT5Pcu1H0wUfRnhYBPuGC03Sy0CGNd+INR/82j6dGE3lDl+lkkTM+seI/Ru9MXkVff/k3zWN5whc40xuXtMQjjXfyWL7AsZ9qLEbeJaUxvadGn3ySyxNL43AmGPURZzqL11SbbsjoAmMaK3pYoP3XaU9MJzj64KCuy79p3YJTzdmpo3Boa1GEN/FJrPQzr/gljyd+xeXZZ5+95PA0/+DYxFsO7vgl/8Rpt1bov1tH+cQXGtPa44mZT+qE33CDNTXjd0O2o/G16qhY7Wosd+WdOeF4arjQ+OMf//jlhcIJzlpHabRjfKoeT+uoGMPZraNwzAcay+OJiY1Y+9m5PggywZHDONAGnx2DI+47c2Fdq+BMDU55PK1dxYnG8hjexNJYDovZ1OCIk/VuR2P5L07yeAdHX/7AovfE4mLNc/8Gi58Tk7/0mcbJmMZujvNvso7D4Uf1ZqoNHH1pLIen9RgXNeIjH/nIZc2DO7XqBI2m2hi7+mU/rcf6pvFUG1z4IXfMz2mtMD6N5fFHP/pRsGPDIb92tIEjd3bitNZReTQxPphL6g1O0/nND88//M+ED33oQ1s44u3ebVcbmvBrmn+0sG7CsJ/GGw5f4MjjHb88t/OpZW/wTmOlHx6tVVO/9Fv1mfJZ66hcnBpd+bQ7r7wepF54kXoaK1qYT2LOp6nG9K3eTPOYnsbfXatoYW3BR/7s2Mc+9rFLraDzjl93cbjqC90G8EKsj/VPvh5wF8HbuZsC/1MK3HL4+Vf+pvHzqzF9bxo/vxq33t10fv50vmn7/Gkb8k3jlHj+9jeNnz9tQ75pnBLPz56+6/b8jHJDvSnw+VHgVi+eP52rE8/fCDfkFLjlcUpcf18e3zS+vrYhpnGPr7m/6gvdEW1/TaI3rJsCNwX+bypwWzz+b8b1/w9etdbdcvj5j/ZN4+df49sIz58Ct/x9/rS9IX9+FfDm7uR3Sj+/LP93j9a9xf9uL27sbwrMflP7pttNgS8UBW73bl8okZjx+H9m3e7vJSH8OP/OIu1H0f3jgq/+6q9+9CVf8iWjTyQ2/ote9KJHX/7lXz76pwy8hOMfOnzFV3zF1j+pg/NlX/ZlFwy+Tf6BQaq7waTR9B9fwOHTC17wgguffqQ//DN7fn3N13zNJV4wPT5r+tB31+B86Zd+6YUDjSc/ro8DP/QXrykGHH1pDM82MXmCy1d91Vdt5Z+xadzXbnaepPiHA/jYT/5JBC7+GUMa948ZnD9r9Cl3pnMqjb/yK79y+9so6hV/drWRx2oXbpM5RUexkXfq3/SfRFRrXvKSl1zm1lRjPuBCY//Qd+qTfjB87QreNI/1k3/8Uv92/CpGOz6Jl3jLH35NsPShra/ITb8yiAcctY9fNJrOcRrzhcZwprEyPj4w4E2NXy984QsvdXmqsbHVm/SdxAlGsXKPw6/pOtPaXc2BPTGxprH8CfMsTvlibRCzqTbGVbP6CYFp/okxn6x5zdGzPmkPRz3Go39GfhZH7oux2iXe+EysugWHXzsa4wFD7kznpr5qltrleGr6ihWN8JoYH8SoNWaaNzTFwRw3F6Ya66dWwJBDU41pIu9oPK1buOjbcyrHU4Mlf/kz1cbY7o35Zpua8eWNWPFpOq/oW3ymeYyLvjRWL3brqK9vT+dCepoL8cq/rp3Zu3/kF5+m8wpG9+pTbXAWY7lD62nu0IK21phpzqSfWDefpnxoI042+tpPbK2j07XK+PzpfnTKRT841oed3Cve5oPjKR/arHV0oq+xxYo28mc6F+Dw5cUvfvFFn50cxAPejsb6u+eCIWZTv/RLn3L6rM64VEflzrRWpLHXp/Da0ZgubWf9qT0+3Svt1FHx7vnHjjY06X5ArCZGU+uvnNnR19jmprjzbxfr6MsX//hjO56cPu5FNAE1gXcmTEklkJyfGB4SQhBh7IgHyyImCMzjs4YLHiU5H8+a3yj1m0zvec97Hn3f933fo5e+9KVjfYwvRjhNC9uqMSyYO9qkz1ldak9jcRJzPk007skfDDdmOE2NFuXw9CYIBj/g0Hhq5R9/4EziZGw45hKMqcZrnCywfNuxfJrqs2q8w4VfNBFrOJP8owM+cNSbnTklTrSRxxaSScz14Zf+/JpgFFu+4MOvszi1xwWG+TnVJiz9+UXrzsX1IXtPlPDxxAvONHeMDYdPcni6VsHgi41GU4OzW0cbm287uYOLOLmhgkOjs1ZsYdFXnGjc+TN4MGhrgzPBaDxx4g8uk5jjol/1Bt6O0djNePc5Z7FoIVZpfLZ/7fnFJxrDgjkx/Wgib3CbxgpOGttPLG2qFdNYhUObyVxYuZc79jva6C9ndnCMT1vx5ttZkzP54M2W3pzo3Fk8McdjMhfWMfnUHF/Pn+GjXxrLmwkOffikZuEE76zBYF508iKqDdaUT7Gm8wQj/jiIE/9sZ41fdMUDp4k2xiwHaQxrMsfXOKnH8nhqsPBo29GYJvzi00RjPsDAJZypX/qtuTPFwYO+noNMjcbyj184TbSBQZs1jyd8yh0x4hu8ickTmznFr2ne4EMT66+aHO5DOa3jwlFHz2KsY4kNnflFoxV/bfe0YzhhTOIdPn3gTPMGjtcr6CLesKY+4VL+0WiKo1/6wNvB4ReMSR1dNaaNbRorv62tTtjUZPpMjS/iBGPCR5z0rd7saMMHusDawdFXDtum5sNrnnvQWL3Y0fjI4Yseizb7TyJHpMePEfUj637wP6KTQN4BfTv1OQU+/OEPX/6h0S/90i89+pEf+ZFHb3jDGy5JehPopsBNgZsCNwU+vwp4wu8myAJvYZ4+sfj8sr6NdlPgpsBNgZsCNwXOKeDpohdW/PMpT2578WD6Ysa50W+tbwrcFLgpcFPgpsDnVwHrXS/gW/Nu693nV//d0fY+/nMYvXcoegdwmgxeMHcz5UWE3ik4DPXUh71+L0F7R2jyjgWcXsC375NBTyVwRwNvAMCgT1rd0eypp3DyhoJPE8KbmL7+eyseOy/Q4OK/rYZhP4m7F4sy7+JNjU98o7E3WfA5a+KUtrjAmpjYwMIBlwmOeQCnr20pslNbNd4p1nLPZl5NNS5OdMZl+k4gfWAxeTfRJ435BGMn/8QpPDiTN/rEmy6wqjeTOQXD1gux+JzFMb9t6qgYyeGzGGIDg180ps/0kwdw+GPfi8tTPmnTu+sTnNYWfSf908Z+raPTtYq+2aTe1Pcaa1Ux91+55R6fJhrxCYY6CmMyx/mFDxwcaHONtWqnjprfNnk8raO0Ma9sfJq+0aK/OU4T26QGVvdwovEEY80/8WLp07WH7qt/+OzWUfrAo+9kXqWN/3JPl2rXQ32pHU3w4BNTu6Ym91i5N5mb6QILF1g7OPDkH33OGo1tn/3sZy/9zc1pHS134MmdiYmVOgqjeE+1oYv7HLkzrVt8wkcOw5hog7++PtXGJv6kpfVOvtjMqQkWjbuXFO/wGuOhe/lLY9aa/tC+azsY7k9g4GJ/1sSJT82Faf4Z13rHxGyqsf70se1orGbxjcm9iTb6ijm/ivWkVtC2exx551OEUxMrc5zhgtdZow1O9KmOnsXQPgw4NJ5owxebPJYz07xpbuabT81P5zguOLWOT7Whz04d5RNt5U5zwdyaGCz3XOIEa6KNcZvj+k/vuYoV3/Jrksf0Faf04dvELzjV0elaRRt+WWdwMK8mXOCsNXiKgUt1VJyqX/DP2FpHd9YqcZI7YkTjST2G0fymyzT/+P/v//7vl3jhIgen8+ouLc9X5LtQPneOw5LqH//xHy8BlawTqxj967/+63OT+CwO0SXWZz7zmQunKRfj6qsg4bNjMDzRWRfGs3gVH4VEUZJoEzPhcJHo+OwYjfk21Vic9G/zeGr8ESc+TfmE4Sdi6Dw18aGxOTHVmA/6hjPloh8eaTzNGzj4KEpyaKqxRUycaIzX1PiRT1Mc+ZbG/Nox+YKHeIn/xPSTg+YV/6YLq/jQ5lOf+tSFz4SLPjj88z//8+XGY4qhn1yh724dheHFDHg7tULM+WXdmpp4w9ipo8XXz1LJnR2/8LGZXzvGHxrTaDrHjS+X6QNnGit91Ql5I593LIwdn6o39lOf+FAN3NHYHBcr9cbx1MwBGsvBaQ1UJ/iCy26c+JTOcCcmxjTeraO0SWP+TQwXfT/+8Y9f5tW05rRWiRGdd0y+qBXm6DSP+QWDxnCqZWd5tebxaVq75AkcGsdn6pdYyb/dtSoMOk3zWD+x4tPuHOePeE3zL43/6Z/+6ZLHO7lTnTC3dkx/dWtHY5pUb6ba8IEeNMZpiqMfbTyPFvMdUyf4hc80/4xvPrgfwI3OE2tO4bOTx/ygj3ulaa3gAwz3Jp/+9Kcn7jzXh7bljvhPjB5w5M5UX+OKDxy+yemJNcfl3lRf48KhC43//u//fkLluT78aS5Mazpd5SCc6dxEaK3F0zmVD3KPRlOD0xyHE+4ET97Qhk5THHqkD62nVh2Vf9NakQ/mlPzZMbrAofE05sZf75WmOOtaNdUGF+O3Vk1xYMgbOTh9/QUXZi64r8BpWkf/E+m//73qC90CgOgHPvCBS0JMyepHPC/QWFx37O/+7u8uwk0Lm8mir2L9iU98Ynwjz4d+X5tvU228y4GTpFJIpn6JlSe2JjA+U/PEhi6SFJeKyxk8ffRvO9P32NYkkTc7GtPkk5/85CM/E2MCT03xSOPpYmbR4YsbBfmzY/qn8bTIGh8f89wiNM0/Cw+faCxmU6NPPonbxNLYEwt+7Zh8aZ5PtVEb6KN24TY18cHlgx/84OVJ0/RFCBw++tGPXmrxZH7jrx891FFza8pFPzEyr+BN8xgfecwvdXTql/VJDvNrZ6HnlxdoxGuaN3zAQQ7u1C3xMpd26ygc2tIYr6nG+tLYOjOd47jQmE/yh8ZTPteqo+a4uSAPpzea+qqf5oPjqbkfoLEclMsTq47iMsVoXHGurk/vlcSYNurotE7gQxvznF/TeYWLe4D3v//9F5zpk8A0pi8+OyZfzC25N9VHbGhC42nd4gM9aGwNnj4pxQUOjc2rqcbqAm3kn3oxNfUGBi602dFYnGgsF+FOzP0ALuI11YYP8uWv/uqvLnwcT+todULcpxi0MMfVrR2NaVK9mWojJvSgMZ/EamLGd2/8kY985LLmTTDqo07Y8JnmHyz5hxNu03tSGGksF6dmfLljHZ7WCrnCn7/927+93J9MuehH2/ya1kB6yGO5M13vcBEffHbqKH35od7Qd1pv5JsYPfvss5d6McVRG/hDm2mdoA1dq6N0mvDRx9pAGzHbiRVf4MidHb963rqDwy/3XO6xxX46x/WjC7/oNNG4PN6to3DoCodGOxrL4Y997GMXnKk2tDCfaGOdmOJcq46KM23UnWk9lv/qjedU8m/HPE+05uFEn2vaVX+6ROAEQVJ5ccXH/f24uH+Y6KPoJZ2bCm09Fvz+u6+PvRPMhLM4aycY2r385S+/fNTfY5PRTYTzNp9y9rUY/+zAOCWCpBIEwVBwv+7rvu7y9QWcBFc75/UP64UvfOGlja/muW6T4N0cuon2D1iMxz/9ca7gwYFvgyVgJrzgaeexpPLfTo3Bd0XXeeNk9IGvjX9eBFcbE66JIjH8k7mv//qvv7T1Ijh/6Yc389Ul2yte8YrLYzh/8zd/c5lwuGtvHJz8A1FfX6CxmwAY6SJOxuI333DW39ZEodHLXvay53jzG0ZFBgb8/tOwx92E0SfzVQpj5bc44lPO4ISzr6LAShs3LSabMfkgTvT72q/92kt89KdfOBZi2mhnPI/dQBnLmHx0A00bGuNrLJNRvIs53fklv3Bn+tGF7/byUvzKr8YqP+EyOUxfOmuvr7zQDid+mU/miq+UySlPoG34MRyMwy+5rR8c86ZxtOWz/0jM+FiBwU07Y9iM5zHd/vqv//qCJ9bii68YlENyD1cYxrDxHQaNnMeZzmJF48Z91ate9VwfOe4aXjDSWH71dTxxMla5o422zS25RRdcXcuqR3jh4jo+8iaMapKxaAeHb/AZjelLZxq7zh9c8Ban6pLapZ94mrPyJo3F2dcmYTVfxNsxXt401Ka80ZfP5h08Y8CmrTmOl3OeoPMfJ334+Rd/8RePnnnmmUveaI8rfY0lvvLJnDNn4Mgb49jzDy9aGId2cmPVxriZnDA/tcFXf+PxiTbqqNwxlnx33jg0xoVP+tOG72kjTuYUn2zyVxtYdLfJnYzOrtNQvhtbnOmTX17gc12d4Jfx00b79KXJN3zDN1x0Nw496CMPPcYXTvOTxuWVMRmN+IsvXvqJUfPGY3rJGXNKG4/11w4XhmP/1M6Y9NNGbWfama/5TQc4+FT/YNDfOOYMX+WD2mUsx/hUS7SRcza+689g042+8th58RanNNbeOXW0Pup1cdTHXLOZ43Ry7tnH9RoXY9Iax/STr84bh//at6Uv/4zrOhwY5rh8Eu9qLQztaEg7Gy58h8HEyCY3Gkcb18WCDvqrs6vGzQPj4W/jl7mD1xqn1jO60ExbuDjDqZa4jkc1Tpy0o3ca40zjxvQYjryEQz9+FG8Y/LNPY3u4xqGdcdPnmce1BJatGNjTwFzRzlyA4Zj+/LV5zLSjnc05/I1FQ2MxHOXxS17ykstj937q6Kqx/LPxy/jiq429uLoflZ/qOr/5GB/6yDfj86U66rFaQhO89LE5/sZv/MaLlgiJk/NykcEyBr5ixvikBjN7mlrvtLO5jrc5KkYZjNbh+Kpd/KLLX/7lX17mLn3kopyCgSPjA43lqNzCTV8c1AK+x1UbGx7mvnH0t+G71lExoKvc0d54XvxsHJz1aV7RJo3tX/nKV178xM04NKYBHY3NN/PF2MaqxvIJLo3MTZzymz5w4MtVfMwFXMTBOVxrA5tZQ7qflJv8Mm+MSx8aq2tqinHpyy888Cw/Ychj/GnMr3yyjrtGH3VUG/j0WzWGYSzt4ONiLuBlXPVd7MwrfuPDb/rzDVb5IndwM4/MBW34LhbmJAx5Qy/n5Q5OxziJkXGM7Xq5gY940VYc4DFtzAnzk+lr3hkLP3yNRUPYNjz5TCP8+C3m6WtvDGOJl7hop46Kq/Y0NsdtNOY3fjSOC03VCdfhOe86TcWM6UOPZx7XN2Zs9wjaFnN1gs5yNP5qBb/0heE6LfBxjG++5xe87pXEBAe6atc8ULusiXynn3krH4yR8Ul+yh0GQ+5payx86UFj+hkXPs78io/8w1XuaG/zfKf8g20cfqsbMGgn9+DgJ974eD7ksfPyjy7VJe1xVAe0YdrwSWzxoSuf5Q48nKsVxnSdX4zGfOu+jY7ymMG3LsDQnibln/jgS2NxgNF8wDW+MPR3Xd1hfICFk9gyvspz8YLNH/nFHwbHdXzFOx200Z6e6pY2YlDc+CvHjQMDR9fcj3psO85xGsCnsVgxtcR5OOUFfcWdnvLOfOK3+DDH1kT1xnZXHTW+nBAvYxXrapfxPP8wv+UoHLjaya30oYmNxs6nMf/l4vve974LhrlLI77QzTjpgDMMY+Ejn4wlTjTkl+exYomzuOqr3oRXDYTVc3/H1oW0gYGH+SSe+jQf4DB+pY15Zay0kYOw+EWfclQ71/guHisXPhlTvPhRncx31/hOG7nnejUAF3MoXcShnKNfcTUXtOHT2qb7XmPB4Ut1FHZzStwcaw9f7jS2OqqvzTkYzXG4tDAX+EYnPrhuXomXnKctrsZhYXWvxH/9XS+f5bbnnNYo+nos3vSpP53lQ3GiCf7Gw8l1eSsuuPBdW/lFY+3w5wee2j7zeA1xzmb9xMtGYzFSS2mNg7GqJbQxj+CrJQyGdTXftaEPPnKHOWccnPKLrzRU3/ByzThpbFxxkIP8oh9c+hsLDt9tagkMxzDkL99hGqe1HgazBhnHGJmx+E4/fNe5STOawLqmXRftMTPEOS2BJCdr71gyNLkT0ITiPCOwNvo7JlDJ2ASTwNoYCwZRJIVEaHzXCYyLY9fgVfA7rw1cpq8A1aY++OLhsfa4KjRMcrgOT38Gr0Dhp41+iiAMJvEkDKOP/tpkzukr8PmpTQljIdBGksM3ISSfY+fCcr4xYcOinzb06FrFBKdwYTQ2bFzyWxtctDEmrjbnjvqFQxfXTOwMB3xok4k33hm/15xxHq81bvhoI9YwGyuNta8Nn3vMb1uP6YILDO3h5Y82Nvz4jBcTa9rwP4OzauyaxxaOcIxzzB1+w2LGL57xoaXY14be+DjP+M1nBcs4LAzjdU6fMLShiXPaGJfZ1z7O+PLDuMbClw6ua59P8OSMNo5do5N22tjyCRZc17RndLcZi+lr3sXNORhx9liRlUt8Z/DTxrWMfuWFsY2hHZ1wpqWaJC+Y88Y6asx3nBkf4eCsPZ64VAfSh5/p4RwexcF5nLWxL+9xx0d7eVQb3F2jmRw1psfa4ZuGzUv8jZHv6YenPniof+UxP9JPP3jaOR+GY+dh41H85Hnzhh/F2B6+9vRLY23wcYPE4PCncRzzWz8YHtMJ3/RzDh9tMmPBKla10ZdvxuU/3fiYxmtO6M+X/IGhn3HCoEFjufHVFndcYcWpOdH8hFVu4d74+jUeXh7DSF/taHdsg09tjMtvVtz4jbvHTH6Wo/jnF070ZjQuTqvvYThnXUjjxqKrDSZ9ihNMbXDlc3zM78ZZ2/BDG37RFDdjwrCHzS/8bQyX7inol8Z8EgO25uhdccLFDVmmL39gGduGW355jCcuxoxLXOFo45pY4g2TDmKw4uhjLNfhFCP96eCcsWHYYHosj1eDDYPOzPVjHdXPZkzt6OOxJ03MmPQpd4yvjTHjlX6N57z25kKc8YDbXCie3VMYi35pDJ/BLM9h4Qnbng7O6ecx089Y2pRfjuWONmGUE/o2L9MmHfE9apz+9amNMZnz8i/+zrkGx9iOmxeN41zahKufm/58D4MexZOW4pTvzoejfxrz3dj5ro2N73DNhWpF+lVvVn9rY7z8oGNxw92xXBYb1/gqP/KLz/p7zLRJY31xxU3/8PisDdNXfqmh5iif+O26sXrsGEd4rDb8iovzcJp7xsfVeHQwlvb8jg/M8i9NjdFcWPVLG+1hNA5cfGAzfMpl8wGux9rgYsPNXjwcywvt8HHeGK6teee6sWihjbbOaefYGMyxNnQXH9ftXbc51r9YpZMxjed65nHnjUUbeZzF1x6OvsatXuPrGgxjw7DRyMacNw79cKKT9sYqR7WBH5f6Oaeuu542cgcO42fjGJfB0NbmXPkNgznHh3LOY21hVkc9Nk5+6aude7tylE9pa4/Hyt9Y8tM48XVOP+t0Vt5oawxY+FVLnDvGyTkm9gw/WxoXN3Muv2HAjaO+5oHzmbblVpz5K+7GbDw4rhvHeW3s09xxc7zcya/uG/QXP+PRDrYNnzhrYywYzsPFf81R+mnT/IRhrOYv3zwuDtozY1cHjOc8DGMwOGLQHDd+nLW14QKD3/ZwtHEeZxi0a/6Hi6+NRumvXfrpl37lBYxqP47wYRiLf9ozx/lVG36lsb0XrprD2uCsv7580F6cen7mfBqnj7Eahw946gePH47vq6P8szF8GsfY+peDxnWsrWMaaI+v8zjnlzb6h+u6GIdhrGpJeOWfa/qmjXGYGBuDL3CM69gbDtWBtU1c9O0+23F99Te2DW45mt9i6ZjG9vRLY5oay/hwyj9tmlO1geMYHzjiQ+NwaZzv8S8ftLGFER/t8HbNHn4aw6tf8acPv8sbOoQlj9MvbfhlDFwdy9HiHUb9j3Gihzb4GB8/bfmgrbjzz7naGVc7MWgO8oFfxtdOG5hiUB2A4TxsOc9g65tpox8M3FxzXF6llTZ8NqZzax117Hx80xhXmGvM8She/K2WpLHrcOSc/vwR/7WOaoOPNhk/ywvn8hsv2sk9413TrvpCN5LMngARt2dE5zDxOCdwHCJGi7RjbQi2ildbWE0meM4TXsK45hxs4xungAsobCIybQTWCyuJCqt3u2qjn0DhAluymtweM9cbx3WbgBdImAXS+Dh6jO9akJyDncGnI11gwuGLYxPsLW95yyXB+eC86645pk8vGMFxjbluc92GT77TKwwc0885m3Zu2PJbG/3zHX9j45PG2tKHX8blD120zWDQ1z6D2c1hPjmnXxxhNeG0wUcb4xvT2PRdi0Bt4NTHuRYqx+kCw1h0EM/444iv6zZmDH7FzblyOI3DSj94q34e23CRGwwfY+CgrULD73TQxvni7Zo40UU/eKyc0BYP7figqNUGL+fwdhwfbTN9aQwHPn7iVDw9pr94w8DFBss1+3RYMYzJ1jGdw8d4OPDJOHHTvjawmLH0iU/amQtimNGj+akvHBriBsOY2njM4GkDBxebmIsVzgwvcbJp7zwu2jnWB55zsOnhsRhU+5zDRxt4HocRpj61wamc4E8a4+OaWNj0oQW/4HrMXIPPLxzNW4uU6x7jyR/90sA5W/p1HgYumfFaNLVvrDjKEfrpz/DSZq0VzofhOr9dt8cRlj618RieNplzcsdYTD98+EQjuHyUH/ryWxvnaANf7PhbvYYZhuv68DdOcBwzXJufHtOoXPYYljblHD6wnauOwjMOjeUng7++GaONPnjjyxx3s188i6X+zq1+OWd8bWDBtNGpmqSNc9o4Zvo4NpZ9Y9HPFsY6F7RxjW42j8XRft34QD/+04p+zjlm9viJubHjJN6tIcbXXxtj0adz5Y7rxcl1OsMWC3yYvjjTJo76hKFN2thrE5/mhsdw6QcPvsdyQizCdc5Y+U07GHGBQwdbbeiAd23wiS/OrNzTv7H040dxdL7H+nisf5yNYau9Nq6Hgzuu2qeDNvxdNaYzvzxBMYbH9Fj91k+f6o3H5Wjjp6lrzPj4wHGcluLkmOlDN23w4k95oQ0+LI35lmbtLw0+1ybOzqkluDUWLGPASMvG4j/D11jm+HGtgsXCoAcOMIqJx4x+4bhuM0ZzSxu8tMFHe74bX6y67nz1BoY+6p/zfPBYH1zsPaaBuBdznNLYeK7B4p/2+YmHTRt9nO9Ye/4bB3785HHjOocXDG3w89ix/VG/1irYzBvf1Tfc8wuOjcZqLW4ei4NzcD12Xq0uR/mmTfXGY23Uo2qFc7i1VomBc/bNB3204Ts9cHNsTMeu0zS+/OKT62nrGC4tYKRHMYehDwxt+KWvc/b6GoMZu1jBLS72csM5pg+c8kD+Gdd1uI6NZUyPccGt+yCc0s+xfvZwmi+NbxxtwxQHuEwfHMqDzuEXn7ThFxyGC06ZsYq39nBbm11j9vrRCA5NtIXrmHlsPqxrFSwvcIWHr/58wNH1Vcs1VsZizmlX3jiXHsbDLY0bRxt88kt/m1gXb/1qAw8vY8pjPnWd33zC3TjyBpbrzF4MaFFs1jFql35xFmt4OIQDY80dODiZn0xfj9c5Th/ccKqNsXBxbvXRY2PyVxs4DIZ2PR93rtxaY2zschQWnWiTj3DUGn3D0N9YcYRhPuU3HH6lYRo352AyGLBs+thYe8euwdEWJzWrPPOYJq5pg49z9rb8kgdw0hgfHMIxjmNt8C5X5JoczS+Yxmo+6Cee1VHXjeV62I7d21UrYLlW7cOF4ao//trwi6444eMYZ23o4ziN+Y6Hczb9w027+DhfHjmGBxtPBtv52jvnGA9tGh9Pvua7NvikMR7M8zN9mD0c4zNtPG4twzv98EgL9+mNQwtj4aKtx3w0x51n+tYmLew7H3Ya8197j/mQGV8O6Ft/e7FyLX5yIgw+Op/Gjp0rb+KHgzbVN+Mbm1+OaWNsPmojvjDiA/cYJ/3xEAM8YaSDGldeuxYWfO2M4Xz8HBtLfxuN+Y2zsfHnl/FgOedeASfHDIZ+xdx5x+6FMudgwMUPrjoBpzjB0Q8WLuWAcz1P1ib9XKfXsa67jqt+sF2HWcxwoodztkzbu56XGtM48tf+mvZFj4X5TxWvgCqpfF3BV8he//rXP3djhzgRDEWYVQjDSgrB0oZ4RJEUvlpgYvvovsImgYgEgyhRd17SCCiBBIbAgu2rLjC8gG0zhrEEGA/tVlMAXLe5bvPxfR/PNy6/jGM8bYxhwytrDH45D0My+GoR/9xY9yJFT774I0FXCwcnvmrjKzy4vOc973n0pje96fKJKX7h0kTkEw0YPSR5T/rh0NbXEnz1QGxsPnnVxMIZXxhpDGv1Gxfj2N773vde8GFYyHChj/42WBkuxnGd0QOGr8dlvirE5/xOv6PG9IGFo2vyxldMFCZf0+CzvOHf2sZxftGn3HEO12cffx2SPnBe/epXP/eVNvpqQz/7+DifxvZMLLUTcxzlQl+twVt/vsvDcPSjcfqVE77+4WueMHwdsPlkLBj0Kd4wnKcdrDUnfNXKuAwOPNyY/vIbl9rQBtf0c55PfR1I3tFYLmtXTvApDOPDgYGX8zj7yiQc2ysffx3GV28qsvrQD56NpXG+O4eveMFixnnmmWcufompeUkb22phaI+LzRzHxTlfB6SNOHh8V63gC33pjJsxjNdXJ2HSuBw0fjlKg/TB0ziwxAAOLvLPXH/Na17zXP6UN8278iZt5DpejC7p66tM9PVVeXy0sVVHy518wskxv/nEF3Pc1748KYNBF3xw0d9+NXnlug2OzXxS02G+9rWvvfic//zWZsXRlzZikTa49NUsX4nDpVwvX451tPlkLJrB4jud1R1zXO7JC36xtEnjNLNAN442aig+1ijXrDXllz748i2NYeODsz2s4qmm42F9UEfThi760201GDTSLv3Uv/ILJ9fklnNw8MknWK7DgLVqA8dcF2+c0hlf7WhcDsOhW2N5jI8cVJN9Tc+cUi96QqrvsY7SC05rvTb6+8rhL/7iLz76tm/7tkut+O7v/u4LX+1xSeOVD5+LOy42+rk3wVMt5pd2HoexxgkXuec601+sxJsZj1+0s3lcbjmOD31hyQt8bfwyF9R2XPhM4+pxGtvDMcf5A8Ox8/JPf7GwWfNo3E0kjjTW1sbWWoETbDjqzbvf/e4LBzzMCT4ZU5t8X3G0a17QT7zh4KQfbfjj2LgwisWFzOM/+ouBsbQpR62bxUIe89uGixws/zxmfLHRUT/jqH/xed3rXvdcHS1v4rP65NpaR40Dg45iRl/3OTTG1+Z88wIX5+DgK/YMF/Xvj/7ojy66qKXipR3eccF7tbWOamOjL054q+m0k6Nw5CcNVxxjuC6XcaOPeLmncOy8eRmOczbxXE0c4YiX68bAw32/XG59gcdvsWlerRrjIHfSSf7BUI/pbV4W85WvMTPn48s/PosDrHe+852X/u4r+vYWPrTBWdvV8OWbNq7Z+IMT/nKHzzZjwXGelX900R+nVb9nH99L0vGZx/cl8sFYtZEz+K4GwzjwYOMrb+SfmswnsYIl3nQod9LHeTjHWiJW7pV8qk2O2xuLlTc4Mbi25rhjHLQz3p//+Z9f5oB7dVzwtWfH+UkzfmsTXzh+EsY5HNyf2NNGf34fNS5GsORT49DF/PJzQq7xe21D4/IPP/oYBx6N5Zx4Fws5IwfN8eIrFxz3mE9w+Ow4HBq5p7B+0xgWv8QDX9rJr3DwwdV1fPjt5xF+53d+53IvaW34oR/6ocs42tBPPmkHL8unNZ7G8jMY+vC3r+Ubz/jp5zg+xrDRkGbO80nNUS/EiV/0MaacEyf7MIznWnMcjrkJg46MPu6VqqPO3VVH4wIPPt/FyRrMpzV35JJr/Gou4MJwhiFWMIwFg2/G+I7v+I7/kqPNBzpn+huDfsw1WPJPe0ZjY9nwSOPLxc/9wRlO8ZYPvb5grstj/cWg3KKx8cpjfrl21I8/5nl1VP6sc9j5eKEDo/xzLGdoyC/6uP+zTqUfDbShL94sjfHlExx64CyXPY+B+ba3ve0SL/7D0V+7VWOxgIGT82mMi7aeN4g7/Wx48Af+ajC0g0czY8k9+vhJCnVLHcUZFz7wObzVLxpn8kat8RMSnn/QxXU+wdC/+VAf542Di7H4ke/u+c2Fnsu4rp02sOxX4xPfbDBsfhKG5jZrcPlFF/rhw5qfrhvDPn/pJ4/ljvs2dQ1nbeBoR58w4OEaH49xpY8ce/bxutf6S6P6Heto/hqLiRUu2sFQI/R3zyXefEwXvq9WHq/ayNXu+fkFi+9w+EOfuB3jhEe+uzfGlS5iZazGw7ncCQu+9uae687LPeuMrXtjeDR03Vhw7BkMXHFmcOhrPsHSxxpOI+OwxmlM5/gFh8Yw48u/frbTGOZ6dQkH8bTBhGFbawmuMNQuOWYM88o4YsCcF6d8co4u8iq/xQDOn/3Zn13GUm/kDm2uZf/fxxyvgMgBThLfEwLicSgjVEHr3HEveViJSNi10BhjfXzs73GFAJb+FmXFJGxtKpRPEhOO8fQ1YXCSVKsJlu0+04cGNkUEpgKLV9oYw3bEXjFpB0tfE70E51s42jfW2nc9hqOP5JVc4kEDfDJc1sedX/faiLVNPLRPYzyZxLc9SR8xwXmNKX54MvtidTlxxx9t8KGNQmAiO+ZXMV/b3AHx3Cl+4AKDzrjYMjjr484f9+U5rHismsJJv2PfHvOJNsZTMODQeDX+5eN6fj1OPzj8YnhVjDwWpyf5ha+t/KONY7ENp3jjeZ/BcJ0WCpxCalxYq6Xfeu54DMfY3TwffXja3IRHOzrTBR/HR43T70l+4WHji/aO+STGWTna4+M+/fQzP9UcXNb5Tb+HxBxXC4w40VK8j349yR/cjMsXOooXXmpU87s22j0JCwbfcLc40uZY69LvPpy04buFXqzSxjVGX9sR+3Lxc39qYzwa55f96pfH91kY/KKx/LPe6XPU+GmxglUd0F/+wHCOXsw4tjWXjtz4A0tfuZxvtYMlTmsuda09/xvLjRQTczGphuf70c8w2hsnTvySf6um+Dyp3sDJfzfOnuh4Eklnmrpmw+dptaLcoh8OfMEfTjF/WpzwqZ7gTV8GDweGj7Fodp8Zz2Z8NV390974a+7DfJI+MIxdzfJYezqvdny8XnOMM/3kTHUCri3T5mn6uI4zXcyJu3RIv3Dv2pd/fOEbc1ze4mK+P0njagWN8aGxY5wyXFe9O3/c04E2xrXhchx71erYv8dyD44xxQTGyuch2mjDNzXdEwd4/FrtaXNcWxg40wUObuLnfNcdG+8+c91GX7q4l+TTqqnz6+P7sLThi01cjrWCTqtWd+GUH/InjWnDBzzYQ7TRn1/F2LhHjZ8Wq7TRzj0/n2DAzo/axPsun/B2nR7mt3UGr7jV52lz0/jyVqy8kKZ/MX8ohnZ4mJM2zz88Vo/5iV+26te5dZ9++vPPY/kYBr425+8zbW10dc+v5jimL51ZbY56HTFpoxYbk+FlY+XO0zC0ywd77eXhmv/wj+cugyx/8De/3eN4MU0f/vAlLmL3NCvX+aafHMGr/HPuaXEyJqMrTu5H+QU7rWDAfZLBwUPeyEHmsW21p+HgTD8+iA+fcFn7rXqv2Otx+hkfn7t0SL+13/EYDxjuldRShlf4NLI96X4Uho2ueKjH9F5zP7+P4x8fpwOf0vyYt0+7V6Ipzsb3xgb/jvxXbkcOPaZfHOQNH/i1mrxurq7nO6YLTYxnPsDBBZaNuW4z3n3GH34xnMSLLsf8e0ju6CdG6jp/xHrVo3jex8V5XPltPDGTM/zCLSv/nsQJhvH4oS8/tQ/H42IZ7nG/6qeOmuf8Clv7cJ6ksXY0FheYfOJb+Va8jvmo32rG0ld7/fkGo/hp+xCN4y8+cHA/5k7c1vHX41V76xxuzsHBIXPeGPdZ8aCrdca9kuPyQD/+anfMyRWz69a6LJ17DOdJGNrFlw94iwktVn+1oV21LPx175p2ah8scT+OLW5r7Nb+jvEVKxsOfHMf2DpxbD99/MU//timnY/9OEt4n1YhAsc5ctY4qR8ROb8WkodiwWgr0fGZGOHxwaPJMfELjuSmjcA2Ac5wShtad5NJp7MGx/iSm1/4nLX0tS9O05jTBg8bfSb64o8LbfhlP9WGHjAqSGe1iQs/+MOvpy0Ud43BHxj8gGObmgUahzSe5F9+4aOA7WhcnGiM08TKQf3za4Kjj9yl71rwz2LJY7lDZ3Nikn/VGzhqlzhN5gNtjI8Ljfl2FgdGhgtO07zJL3mTxmf4FGv7Ys2/CR9c4Ii5NWtat2jap4NxOuNPuq5+0QXOlA8s88oGZ2pwqoH2kzzOL/GhMU5nY+UTsL/3e7/36Fd+5VcuT3T489a3vvXC54zWcRF3MZODfDqDkZYw1jo6wYAFhybqxI7G/ChW8KYmNj2xaH6ewaIxw+dadbR5fjZv8KCvfrShseNJrPi1aiz2EzO2ee2+jT6OJ4aPvnKYX1OjDxw5Yz/VmF8wrA/TOcWHYkWbae3CBY4XYmnDr52Y48GvidFXrGCYT1ONYZQ7OxrDoQ0u5sSkVogvP3zqisZwJnlDT/oUaxpN4pTGzXH8JnyaC3jszM3yhMbqxERjn8L+tV/7tUd/8id/cnlh5M1vfvNza0T4D92751cnbHybaGMsuUNbftnbzhqN9cMDHzGbGj5r7pzFaU7BsOYdX6A5g8cvvpQ7U23MKzjN8TMc1rZiDCd91msPOeYPg9O9yWRuNpZ5wCfPQdhZLLGytd7pfxbDuDAYndP4LA5t4Ihx68sk3njEB5fdudn8FvOzPuGSX/KGX3ya1Ao4xtefX7Se8MFJv/JvUkdhpLG6lTYTPu7ZfDvHi8J8mlga8yWNJ7lT/lVHp9qkT2uV2E+tekPjqfFLzvQcZKLNfWNf9YVui6p3LHzygPgmymSyNFEUSNvEYRg2AZAQ+EwSXB8+wFFMdiauvvyBxacJH4HEB5YEtZ9orE/6Fqv7kuS+8/HXnzY7OGmDk+Op0VW8dzXmCwwTd5J/+Jc3xXwaJ+PD4NeUCz5HjYufa2cMB9rQyPEUBx84zaszHGpr7NWviT4w9Gs+7OYfXcQKzkQbeRKG/SRv0odfMOQxrSd89Fnzb4qRX8X7LE7t04Y/MDufzw/Z60MbceLbBMfC7N1s610cJrlT3+bCNOb5pL9tMhfSrjmFE5w4dv2he7o2r87g+BT3px7/LMxP/dRPPfrjP/7jy9dFfRLCxrrpfCiP+POn9cG5zj8UR7u04dd0jsMp/3Y0bk7lk8dT09fc5BdOZ42WfNIfH8dTCweWXJ7E6ajNBAP/I85UY/345b6NvlMcGOXxpN4Uk/yC4Xiij3767+ZfOOXeNHf4AKsnbxOcMMrjHY3l7qrNRGN90hinnVjpbyvm5cJD956s23yi0af/mpsTv1ZtJnGK8zW0aU7RBi8aT4wOMMR8guOnDLy5+xu/8RuXT9+7v/BpVj+D5wWAs3WZNsWcj5M40YEecKpbExwY+q84U41XnGnuxEesbFOjcXyaD2ex+LDOh4m+xuRTMcdpog0MW3k8zRs+2JqfvdB4RpswaNNrDFNtVi604eMEix7yhT672uAxfT5Ex/jTB9Y0/2AVJ35NtcFn1WeKU/7hwiePzxoutl2Njes5nk8be41zR+O0wWmaO7TQnzb2E234lDbTtSqM6k3zwfmpVYt3/Lpr7PPZcxfK585JAl8vcRPka0oeT6wEbT/BqI8kgLNrcdnB0neXjxdXbL07NPUrf6b963cNn2DRpS3syT6/2k8w0ndXY2PHw35q+u7mTVyuoXFY+Tb1K53tdyyfdjVO5x0u+qbLLp9rxHzVeMInX67BhTbhTLis2sLZNRziM8XyRNTXwb3Ba82b2jW4rGNP9Q1j5bODteKE/ZB9v/Pnt+H9zqObQl+t9DuCf/iHf3j5XTj3GmcMlzb9pn7l024OxmXKI9/D6fF033q3U4/jcg2f6HsNja+BcS2/0ngaI/2uxaUYtZ9y0n9X42v69YWi8TXjtGo8jdfKZ4pBWy9wW/PUaMdTW/nsYlwj/2DYptrkQ371+CH77tN8mtvPdPk9a/cTdPZGr/9Z4Dfsz1pcruVTeGd5aK9vGk/6r33iseNXmsvpHVv92uGTTztc9A1nl0tzYQeHxm07OPm0o00YO35dA2P1Ibz13Nnj9LWfWjxos2MrTsdTvN3+jXsNHM89bH56c6pzPMq/+J3dw4GxGyvjwtq1/NrFous17t3u8ueqn+iWCH7o37vSPnHVuw53Dfykc140gOUfp3ix3MfZz4pIMH39wxN77zrgc9bgSG6fLvMj8r6uV2DPYAmiJ+nenZeg+NjOmptLPNz8+PqDd5e8k3LW/E4VfXuXavKVgxLTPxvzogN9+TSJld+jw6nfzzqLwX98aCNWXhihM33OGl3ksX/eePwNpDNY8sYNqhfDPCHwKaOzpi9N8KGxT3VMtDEuv7wzCY9f00LpjSw613+isRiZD/4Zgnfx+lrbWX08GYDDJ3pPvoIIgy44qTu4TDU2v+lj3/w86xM//MMTueOrUtN3fj1J6h/X4qB2FbOHclI75aB/CKivTx/gc9aqo/5Zp9/+81UwGp/RuXrz7LPPXp70xeWsT7jziz4f+tCHnovTWRw+8cd6pwbrb16dNTg2a5V6bD7ZzmhjTBieIMsfn3y2bk6MzvySO3yyTeY4ja1X/hkMfdLoaZyM7x+T/NzP/dxlzx995Z1ctN74hJs1y+92P8TKHfUGJ3iTtcpY1qrqqHpzNm9g4KNGqF3dB0zuT/BQb8RKjMyJial7vipPG+uM+7ezVh2VO3DUrrM53JjWO/NTXe+ba1176N4cMB/Eq9/AnPDBIY31n6zjfdPRz/DIY3Gy7p216pZ449TvTp7F0d4LZzSSi3Jwksf8wuPZxzV556vKeFjzrA18nNQueatW+Ed+MKy/ND4bc3WUT+YnPs2FMzjVG/dcYiVn6DtZO/klB/2TQ3mjTpyNFT7muDcNHdsm+Wd9EivPP/CSfw+t68ccVYthwRGrM/qGJc7u2+jc88SJxmKtVtDZXODTWaOp+eCFarzk0UPrsdopd3/iJ37iUofVdRzgqKeOrX3f/u3ffoqWePNJX1wm2vBLrbBWpUtr1hky5pT5hI/8fag2xzE8lzIXaM2vSa3Q1/O7Zx/XLXXHP5ibmvyjD7/4NLlXstbBEGv3FOI0mQ/WXTh0ln/m1Vkzx81Jb7ow91ln641+4mTtFSt56B/V8emMX3IPjjjxqfXuDAYuTMzFCB8+qaNnccxHsTLHW1sm8RYbWP6RJL3lMI3P8qGPOsov9b3nVf/p8cP/Vmfcd1WLJ7XCfJSD9KGvenE2d/ikFooTXh5P1qo09hyPNt2rn9WYitY7NVmsPI+e1D++WGfksvsBPCY45jccMRejiTY0FSs10Pw6s1atWUUPXNRQa7l7/qm9613vutQ/89Tz6MnzofvGPv9K631InzsveJMJu8IKgqQgoiDsmGC6iRDIqekLA9aOweBTk3eKRR+c7KemPy6SCZ8dowucHY1pcw2TL/jwacqHrm07nNLYQjhZDI2NB1/4NCmKK/91HuzmDqydPE7f9ivPM8f6lzs7PvHFfJgs7itf+YcPrGn+4VIe7/iUtnhMccKQfzjt4DQfYO0YfW27fjWvpnHiw7reTW6gVh3ospM3sPi0o0t8yj9405jDwoVfZ3C8kP2+973v8gaC/tVO+tpg/emf/unl+Fu/9VtP3W+Uezsayb00aZ9uZ/bX0JgW1RvHO8aXtgmOvjjI4V2jDb/YVGMxhiHmUwzjw8GHX/ZTwwHWTu6tGsPZMbHizw6fML4QNKbNNTSmKb+aVzsal387GusrTjTeiTmfYBTzqV+tebvP88wnWNe450ob8Z9Y8dZ3R2N9cRH3MzheLLXmeUHQC8KeT6WzF4v6oMEP/uAPXl5MeOiLG2m8+9yh3LG/hsZwpmZ8fsmbsy+iNSaMtjNxqv+6N5/Em02x6HGNOW58ODtrFV2KN6wdS2P7qenLH/NqBydtqhVTPqs2Uz762aoVUxw+hLWDAWfNvykWjdPHfmpwaIPTDg4/5A6b+qRva52avGPX0Jge1Ztdbcq/KQ5N+URjMdsx/eHtxOm+8a/6QrckaHHeSQiOcpqAu+JJCEHcwYkLPjuGRz5Ng1k/+44nnPJpVxtjX0Pj6UQ7+n4tjdN3R2N9xXtXY7HaxaDTNTDgrHym+lxDX1zg8ItNaw6MfLoAbfwJZ6dW5FOL2QadS9e0nuLojwvfduwa2hifttXRHT75tatPN0E7XPRd6yhOk3ymsU3/HTOn0ngHS98zuaO9T4P4NIdPkHky2wsh9LBp45MIPj3l3X8vBPRi+NN85pMn/Tu5TJsdTeKIw67GMNZYhT3Z82nHL33jU02e8NBH/10MXGzyb9evXY3TNh7tJ/pcS+P0sZ8aP2hzTY13457WOz6lsfm5Y7t5Y2z+4HMNjXfrTVpUi3s82eOitu/GO23sp/OqePNjilHfNIb5EOO/T8X5ZphPlVvT1heyrVc+aWm984K49W69/qQxYIuV/Y5ffMmvKc61Ncbnoev+XRrxY+rLikdbG5vipQ2fdsz4uBSrCVa6nLlve9I48B46F+7Dyaf7rj/kfNrs+sWXMGDumDiVO1Oc4jXtXz88dv0q1uGEfXYPpxy+hsY9hzjLo/atd/Y7do3cqVbgsaPNqvF0fsJobu5qkz87Pt0Xm70f5DmgIkiwEvRw+X/k4TVFuybWjhglOj5fCJyuwSOMLwR/xAaP6eQ/xjbfjuc/34/jcQ2Nr4VB412s/Pp863nXeNfkcg1d1lpxF9+Hntvl0jjX0ucafOKyg6Vv690ODn12+6fxF9r+oX65OfYk/2d/9mcf/fZv//blBur4JoLHnvD7uuY73/nOR7/+679++dr6Q33G5aF87sMMYxfnPvyz56/BA0a1+Bp4Z304tsdh3Y7XH/o4jIe2v6vdNTDgwvGk4Fr3FXdx/Z86dw2NYOxaGl+Dzy4X/a/F41o41/JJHtvw2rVdjGtoE8Yul4kW3tD1fyd+/ud//vLJuPXFWy8eeKHbzwF4c/cnf/InLz+3dmacfDvT5/lqG5dr6byDE5dr1OOwni/dzuDuaLKOcw2cnn/sanwNLvl2DaxrYOBzDRwYtv9rGhev3X367OB033YNjXdjnj/td/y6Rt9df+JAW9vz4ddVP9Ht61Z+o8XvZ/oNmnXBzpmH7L37AguGd68n7xToY/PbR9793vnqlr6eXAvChAuf9etdeL55wj4xff2G8Kte9aqL1h5PjE/0xWkaJ+Omsd+82tGYvruGi3zhF12m7+L5Laf0gTU14+vPt2mc5Im+9BWraf7xoRx2vIMjX/Cxn+Zxv6uHE72n1gtf+k/zb9XY8Y428k+hhjHVRt7A6XfbptrQVq34hm/4huf+t8BZLH7g4zezcJr6BEd85M2OxnBgmBPwPJ6YfjD4Nc1jGH7P7uUvf/mlFtN7Yvkg3jB2/OLT7sspeJUAAEAASURBVI0CPmrNbh2Fw5d+by0/79PI7/77NLffpvc7iPetS3DkkBfF3/GOdzx66Utf+ujFL37xJS/uw3ZeP/HazR0x6ubuaT7dx0c/POIzXavoK1buTe7T6z4O63lz+5lnnrloCG9iYsKn1oapNsZuHjie1py02a2j4XhDi38TExuxdt/mN5+nGpc39Nm5H+UDX+Qd/6axWteqaQ7joi9NPKGUixMrTjT2O5rX0BiPqTb6VSt2NRYreTzFwUVfOUhfxxMr3tY8fGBN9bG+mBfTeBcbcU6baa2gr1ixaR7TQd80fmg99oat3+r1O7L3aSle5ob/4+E3Z7/ma77m8pvHF8JP+KMWMxrdh/2E7s9dqn7ZTzXWN40fqs1zBJYD48sdebNTj9VhONN4R2nN3ykWPcRI7vBvGivjw5ErU22ML9925zcczz/s/UTC1Cf9xQknx1OjzVpHJzh8ECvawJrygaOve2NzYorDh/X/xk011q/829GZH+ljP+Gjj1hVR/GZGj5wdmJl7Je85CUXTj1/nfDhl1pxzbWKxhM7ajzFoa+88XxoJ0588DzOPXbP7yd+3ddnnkF3IEomExdhZKeOE0/fXYcFs8kyXYBKCMHcNUkOj298nFiF2psJFdsJDg4KLE7TJG9cixB9aMy/s6bPNfQ1Ln3KvanGdMVHLsOaGj3SGK+JlS/hTDDqwydPjtkkTuGUO/JmOq/kTLm8o/GaO1MuaUyfac6kTXGGOcWir3m5e9MLAwd4fJvEPD+qNROMtBGfa2gMw408vCkf/eRvNx0THH3ksRdZ4dB7x9Y6OsHJp90Xuo19jTqKjxjRhtZP0hhnX99+73vfe/mHJH7zTZzvM1iePPkHim9729suL3o/pI5os1O38MGrF7rv4/eQ89fQmC/ybvdGE45/7KlW2CYmJvpaq6a1uHH5FMa0juoPZ7eO8kms+EWniaVL/0S1deIs1qpxa/lZjNrjRFs6PWlu1v6uvb58ofE1cPg01SZ/aNz90tQvWOb5tL9+5mQ1bEcbMUpjvKam7279i4s1j294TTVqPuE1xaAFDtbOHY1huKdgOxrjQGN152k4rSH+8bJPa/tnXvreVe/g4tc/9nvm8ZuS/rnf06wcVrd2NNYfNz7dxe9pPFzXt/nwNG2ehMcPuSNmO/XYPzb0HG9HFzzXOTDVhh9w7ov/k/RYr8kTODt1lA9w1HRYU4NDXzGXu3SeaF28cZpi8CFt+LWTf/qGAXNi+dE9f4/PYum3/tNvj6emZlVHp3lMD7lMn+ncxB+OuSD/prFKUz7B2NHGmwk04dNUG37xp9yZ4uBwjTpqfBo/ZK3C/S6DUY2YzoVwvfHY85hpzMM67r/oMfD+d8+OqLfHNwVuCtwUuClwU+CmwE2BByjgk9y/+qu/+uinf/qnLy9469LNTjdTnix5AtcLEo79d/a3v/3tj77ru77r0Y/+6I9u3cw+gOatyU2BmwI3BW4K3BTYVsA/nvQC9w//8A9f1jGA1jpbL8xY4/ykF3P8H//xH4++6Zu+6dFrXvOaR7/wC7/w3JsNlwa3PzcFbgrcFLgpcFPgpsB/UWD+8YD/AvOfDzwBtShbjHfeGfLau83H2Fv07xjuQad86ss7DbbpOzpxse/diwcNfmjUb7l2EzPhk76f/vSnH73gBS+43OhM3jnrBQMcurk60H3wQ5++g7GjMW2yXuDo8Zn9NTT2e3jyxubdUu96TWzVmM6Td7yuORdWjXdilV9hTPLYp1foq1Z419+7nBOjTy986T/JnTQOZzKf4g4jvOZ51x6615/G4qXeTPQ1Fn3Nzc9+9rMXfeXyxPCBxZ+Jvo0Jh0/2O3VUDYQhTlNtcKIxLDjq18To2z9ENB92cofGMJpXEz7lsL5wpnaNOmrsh2osjq94xSsefe/3fu+lJugrJs7/27/926Nnn332UovdV3jnH66N/q997WsfvexlL9PlqaY9zOncNMBaR3fmg1jZ4jLJ5XQwH8R7J4/9IzTzUg5Pfk4KB1s5uDMXVo2n8yEu+OzUURrDsu8+56mJdmjAH7XmH/7hHy7ayuNJDbymxsWpeXag/KCH6cK//2mN+WP75Cc/eVnv3FdMNOa4WMPi3xQDzjXWqmK+u1bxSZyaT5NaERc/s6Fu+WTtBCdt1Dzb7lolVsVpUkeLNV78mfqUxmE8CYfPPpn3/d///Zc8wZumtJXD4u25xytf+crn6o/4+SSyr9KvnPG+y2Cw+Ey00d9YtmusVSsfx2dNDtKBL7ZJ7uhPZ/dctPFTMFNb49DcOoslb9qsm9M4waCPPb8m2ujP3CuJ9wRDfxw8z/NhBHr7pv/UqqPN8QlOuuBC4yfNzSfh86taXA4+qf2TrpV/O/dKfuYvHr49Oc0duvBtJ/9obKPPbu7g03yaxor23fPvaNzPSuGjZk81Viv4VR5PcNZ6Q5epNsUpjAlOc0re8EXMp/aP//iPl/yjTd8CnmId+81ZHZEePxYAT/o/85nPXAI5EQ4s8WApApJzKh4cGITDZZJU8ZGca4I6f9ZMfn7h0QSeYHji7yts/IIzmcASUwHQ3zaNFf40FqMdjWmTTeOtf3Ha0Zi+CpsFhMbTF7rlXxrThs5nrbkQzo42q8YTLnGXw7BoPI25GyAvwP7Lv/zL5QWunRe68wufqT58usaCCMfcsqcxTmdNzOVx9W+CYUz95bLfPPbEyItXUyxvSHhSO9UXH36JFW3Mq6nBgBWXqU948CucCR8aqxO09RWwSS1u3OI9nVNw+JTtzPFr1FE8xInGfLLdZ2LoCb0n/WnonD4++fabv/mbl0+yyeNv+ZZvucwP2Px14/nQ+mGOw5zOTfyrN453cGhczYkTzDNWrYHVfc6Z/rXl09/93d9dbjC9CDt9oVs88qk4NsaZPX/El9FmMsfLD/Nqp96sGvNpMq/4497YfZuf1oAz5UTjauCOxvy6psbq6EQbMcaDRrYpTrlHY3VCXaDP2dwpb2gMcxonfvEHRmvMWS5pA0Me09d8mJh4NxemOGljzaMvbfg08ataPK19aUBjWJNYh0FfG4Mz1Zg+aQzrSTjGoeEP/MAPaHrJEefU4T/4gz+4/ANKPxHjG0u4wW5zr8FvMX2StVaJ904eG3+N1yTeMHBm5sOTtHmST66tXCY1Bw8fFvM8T/+dF7rXOPBpqg19xIs2Ewy6yA98bNM6Go48ZhN99ZObnuPR2drnp9Gmfok3vJ0cpk01kE/T/BOnavFUG/ow98bmvG1ifPJ6G1354wXCqcmZ8g/GNFZpjM9UH35VR3dixQ+5w5epxjDUCf7IP9vULxrza6f+0RcO49M0j9MYxlRjGLiYEzTm19R8CET+eS7Xz5pNsY795qyOSI8fe/HqE5/4xKP3v//9j9785jdfPoGF9BoMSUeU1SrIAuaapFIgOe7da5/WsrATkrAVvfswaqOd3/z0yWc49sZonDVhwioBBb7rCgku/HvjG9948ad2FYf625c0Bb2J7wm7gu/3fvyThj71jq+thSUs/sIKR5teIPTuh5sg2tKmZKefzZgMhk2bzDh8EiscxOhFL3rRZRxt2V1xwqUNF0lpe9/73ncpsG4W+FUbHGzaZPCbWM7hSkNf4cv8MyE+w2HawDBmVhxhMdcsGm4S3YTzp08Ka+O6jV8rDj7GSWPjeHHQC7A0gmPxOOoXXnzSeNWvFxm9UG7i9huoxcpYFaxw0s7eGN4Nx0W8+3THGm/9aUyj7C6NXfcEsLzwopKb7Px2/i5tcF1vLuSvT/65efHJSrlDZ2PG4+gTjPTjk+vmOAxYXlTxaWMaZbjAO8YKl1U/MX/28ac9GV/840V7bYzD73y+NHr8JwycXYeBB53p7quh5WhttLOtZpzyzxjGM6doZPMbiusn9/hi7q0+xbV4w6GLHBZzn1alS5yNn18rDp7a2Nvkllohh+GItVyGtbYxXvo4jw8ujp3Hly/qqE9kwOCT62ms3VEburhucw1nPvmHg/R+/etff+FrvMaqXRrri4s2fHUdnw9/+MMX/3wCuLmpHR7ayZ3VjjjamVe0MSfUGzlofuECg37hwXLeJo9dd40uH//4xx994AMfeGQ+qX1q8jEO2toyfNK5sYynjuJhXlmv+KStvkdtYIWxtpF/jeUfhsGwMRhP0wYfGn/sYx+71EE13dwU8+KgzV21Ij7G0oY+aqB/nmUuWH/hdH2dC3RTH9/ylrdcrveH5n7D9N3vfvejN7zhDZe56VPfYdTOXl5lcaENLvIPZ//MS3x646d5XrzTDo6xu+5xMfAzKzCZegPPeOw+jfGoVuiL66c+9anL3MRFHtu0cd121FgcjcVcx9nvmqul5jocGldrtUtj7TNcylHnjKO/GugYrliUf9rQz/nVjNO8cF281VD1ix/f+I3feBmn/NOGPkeNaZd+rmmnpjdev2u9tjlqg0d+wbC1htNIvVED49w4+KwGY9UPBzjuR+ns3k0NDEdfXOCtGuNDY3hMvPVXi62Xak31RlvjxPvS4XN/wtCm3IKhlmr/zd/8zRet00abthXH9fIv393T0tqaoO7wCd94pH844tjGV+3U0Or6q1/96sv9AJ3x1aaY36WNNvmuTsgb36bDRe068jXeaq7jG2f5p67Thy/qFi44p99d2hxx+G2dwgmmukO/VeOHaCPm7vnNrWeeeeY5bfDhC03kzmp8SWPntZN7uFhr1FF+Fav00y59nINTrYCDi1h501sOu2+zNxaji1gd40S/DFd68Odd73rXZb0Tc3xouMZL3VkNl8Yyju2DH/zghSNfzHH61gafu7Thl3HwtOFDF7VLvTGn5DMs12kiVke/1rGMoxabn8z8tpbnj3P0O2LEhd6MzzA8l7F+09hazidtcWk+aG8M25ve9CYPLwbLP6aUf+JlfemF8HV8jWExGsBffaIfv90rwRRH92+01o7hc4wTnPxqPL6roTi557KGW6vCWH1y7ph/cHAxL/nErFMPXavEAScmVvjwi0/lThobh1+21bQtTvjCqK7Tg4bHHKXhiqO/tqt+xnOvBI+pW/QpR/U/5rH+8Y2rWqz2qaXuR2HgY8z007aYGMu14/xUK2gMy7y0jtMo34/6OJ++jvlsfquj8th9WW8aui4O9MNF29XC0cY1fuNiboapja2xtFtx0oVGjSE27rnkqudD5bC26cev1Vxro5kxqqPukc2r1gdctCmPV41hqifMeVysU+qommWOmwvGYvikz+XE5/4ctcGXPp5X4dE9Dpy0Ces+nPShcbFRu8qvJ2kjRmmsHW3lMSzayD9+43MfThj2TDvrlNxLH2tM+mlDv9XiXU7QGBc4nptVRz0PWbU55g3MVWNcmufd81sf8sm4YrDm3hFjnSuem9FLrN1zmXce8x3n2pY7+WUOd86css6oozS2VtEZjjZxtmcrhsfayBm1Qi6znisaJ1OLGtO5cNLYORrj47mZ/JPH5jp/bDjQhoarrXWUz+LJH3t+8Ms4zQf9bSsf+K5rz4wDSz127HwarGPvHF/1hW5EOGQTCGQ5IFkLuAQWiBJMENzYElABc81E0d+xAqn4C6i2+pmMcBuLcD150IawbjjgSAx751s8cNEfPj4ZPDi4mBD6SgjjSQrHFnzJDgtfAc5X/VnXtHMOTsUehvYlnTYllTZMH+fgmwzh4IwvLnywh6WNtnRIM3tmHImzvmOtDxzcjWM8nI2jrcd3xclkMJYkpbHYaMc/xxLVePTTDl/+il8G38Sir5jgwA/9M5iuG4/Bh1HMneOvzY0ivvgcNdbONfmXxhapfLanI9+N5bGx8TGmvnjRK/2c89h4+DB62CrGzsGxpbH2+skvvOHIS/jNBf3w4Dv9nKefXC6efDQXYKSfazgz58TAOPxiMNKYj4yexhILxhd5jmdtaGNzQ4qv8/TLL/7IOeOIK77GcT0M13Ft/jrPb+3wYo7h9tU2PsDASRwYHGPgghODk4Yeu64fPnKQLuWX63BtuGhrc70YOzYOjctRbeDYjJWJN/3ULph4ilOx8pg+/MWZVbvSWL/iLebO6ycOxnJsTjUOHeHRy3Xt8wkfNxX4MtdtfNOG1jR201qbYsBv5ny1GF4+wBELvjlvk2PiADcNjZOZl67jXBu+GBMWjY0lVrCco/FaK2gijnKZdq7zwXh8h8doQiNtwo6HvG0+GUsbfPQtx8SJ4UuDcrRxXMPRJneM3TgwPKaR3NGm9Y5O9MfbmIxGfFJri7m+tKW39ji4Rjtb2sTzAvT4D/1ch6eNMbThM3OsjvDbOf7Ql3+1cR0GjZ3HQWxwwhsGP/CuDQ21WXFgiAE8BsdYacw/fnXd+PIcli3txEDuGE8bcdKXxvjwwZ4+eKW9czTQxwYjbeDLO3xopA/cdMbprjiJ5VpHja2dzRisetMazW85umojPrioKfq5Rj9+FTPn2Lqe4Yi7a/SBY47TxnmxgVGscNHODWuWxnxmNKOxHOU/g2HDDX9+wiw3nOezNsY1vm2to67rg5P+zQ988dZeDIrfZeDHf3CRN/RjxodjizO/cJDvDIfjWrXOz+aCOOAFk5bG4D+/YRgDJ8esHPRkMdOG3zjIMY/F0lrPJ+a6MWwMjjForC2rr/OO6STWHtvSBR/9w269q5/r+trTRB7BMcf1kU/wccr4LJbaaUNXGHyilfbwmXmVLzSOh2swjCOeMLTThiYd0zKf5C2exSC/YHavhNtRY/1xM1+0hW3u4sr4rZ/r9K2Ncfilv7b6yJlyY9Vm9Uub5qg2YpHGcGhcjurHJ/z4h4tNncClNQZn/bSlL52y2tBQG/2ZPYzqKHx8+FGOOXa+vKCpMcof/MwpOOKdGZ9P8OIunjYYOIqD68w5mxfKGFz9mue45xfe5Zdjmq01sFiVo7gay15bY/JP7mkDwzlzNo1xaE0UL+fTr/zTHp7+5rpc9Lg6CsO16jo8OOnLN4YLzt23OUc/eNUKGHIGF23h0jeNYWirDZ/EBF9cjaN9OSiPixk+NjHFXR5pD8OYrDiF41zaacfEBgcaGwsWbq7j3Lk1Tvrhi4vciYsc1RemPd5y1H71SXtm/sGwPjBjyR180pgvdFvrKGw8YTL5J4/TBw4MGy7ayRN68B/35hu/8bPBMY4xPS7/YIiRc3Tgszz22LXm1YXM4z98cp1+TGxwLh7O8RNPWLD50xx3HhfarTmRrnjxR67xDQYt4RjD9VUb+rmfZzjjks4w9ZXbx+cFxrDpo41x+IabfmHwj9bapJ82eGgnlh7DYXDEqzb002bVmHbw9KGNNnyjDSuO6ilfjUM/Y6ala+Jgc84mfvEIh85yAo7+dDVWcTOmHKUjw8WWNvlWDdReLaEPjOKkPy7aO+86jNV6TkDntMMlDfjovsN1eQqnWMDhm41+NGos4+AcV5iu40N3fssLhr85qja2ztDGWMYXq/zSznjy9P9l725+bcuq8o8fYs/3dwVELmKhCKIYEBPfSJS2f4A97RljYseeiYl9g0YTm7YMasOOXZWG/iopXyqxsIBCpBCLEgUT1D/A89nX72WyOVV11pgrqcovdyTzrr3XmvOZz3jGmGOuvffZ+8IxD3+LEzwY7XvO42suOaM/PH3wcV0TJ8dqBV/FyBp33lxyNg1h6SuWcOQOjvzkW2aseg3PnOmKMy5w+WgtuC5muOIcF/6ucaKr6+YxJwzj5AA+fDcfDfHRXx9WHM0Hv/n1S2MczQkL/87D85yvuMJgMK73Ktrpp48xrP0uv1ynHb4e60fXVWNzFktzei5++MLBU471QYrnrmmwcIeNXzmKCwy6uJ6Vn/xmrhmXvs63Jhuzezz1jW5C1CQ0BzlqYUkIgjlfgfBcf59mORKYcBJQUpYIJSDnneuvqwWMOLD91bcjsfUxhzelBUxA8bCY2mAkP3F9usdgaT6RdRQMSS6IPrEo+fz1gBeSuODrOgxzhmFTEGx+OwfHb67RA465C2Q3ZIINOwz9JJ4EFnh+wpHENFLI+KUfDHj85+f6iQ8/NAWdjvB9sg7DAoaJu4WpH5zrOBljbJ/4WFzGiJNPqDzGg3804Tt+/MTRX1nDEGPz6AOjxcInOmbipmhVAPDsUyPcYNGG3zZXz+lHY33xiZOj4mWcx2KFqzE0xdPi5bvz5qYNXfDjo75imuljHk0fuvMLZz46J8+N1QeWYznDf3zKUbzModlUHfFKU/oUJ5z5br70M4+Yem5+Y83l6Jy44Exj8zqnP3yxYmJFY/OYAwf6Wy/88txY+ulLb+OtN+vKfM6JtzzmEy6ui1Pa5Hf5p48x+rtpw02z/qsfnsOhG9/pzeinwcIPB37ClF/Wgjho4bqGj3jDNFYdMA6Gfvi7VoOjD33CwcF6aO3RDQY+xdNzj9PP4zSmHS5yz3V86IeP9eu6Zn3Rl+9i7hy9nDcnn3FyXSw9dk7O4KwvP+Sf9SGPGyNvXNfXuDZNvuEGn3auixs8/OREdVSM+IyzMZk5aYMX/cyFs9xiuJiTT+arVvhLAOaata2JOb/hVEfxgcc8lqv0xUe9yVyDof5ZD/rwwVia4CPXaE9nPjiXfvBwMVaM4OBirLVgTckbOsKgGR3h0JnfNZycNw994OFDV/rFDTbt4NIvbaqjcHBisMynD33wNo4Za/8QKzrwu/rnuX6uy5s0Nrf85wc/+dRc+hiHJxw6hYNvf/ljbuPVGProx0dHawaecdYCfHi48IPO5qGdc+LdmqEjHI1+csd42slBmPExHg5M+OIDi05w8ZN3+puzGDnipzlvHkfGl/ZOGJrcgVG8ygvaue6a/cd1sXLONVxwwL/8o48+xuAsR/H1HA/+wCpH1RdamFMfGsCjMTMXbWA47znNrBVYMJlx1QD9OkdDOQSbLvjgRRscYHgMJ/3Sw3U+0s6csOjXujKOyU01ECfn+MIvfenE1CAc5CkfcJAT/EpnOK1P58Vbn3K0XNMPF37ikvb4Oo+vNe65OfWhD//MjaP5rRuPNX2sLc1zOOUy35lrMDzPR3HSj374uo6P52Hjg4tz1VH6xIXG8pjv5oWNr/NhuN4614c+MPDmC3y89IdDG3z9hVcYfICRb3TXx3ooDj2WFzBpz6/WTH7BUJNhe5y+cpnmzuNnzcCxTsRPLWZ855NmPFx96GcuOcsHj7tv09d4fWgDN8tH4/TBOY3NpR6KVRrLTefKPZy9/uC3/OI3HPOIh+f4M3PpYyzONM7gtKbkhXE0xgWeMR7Lg/LYWHytEb7Bp1v1xnO46gAsutBbzPgj7uUWjnwzJl35nVZyE4Z56II/XMf2audht8+ssVr1ExvaMPPhpC+/8OXviuGc+yR+qQO0MS+NzSePq5dw9KsPHNcZnLTjO035TUM4xtLD+e7bjOMn7TQY1qVarW7RxzmxoY0+cpkP5am5cLDm9NO/9uDBg0vcq7V4GK+/WNPKH4HgxVyjlyOjX+uJb3wwjl+OnseFX9XR4kSnuPCJdvCcw0Gu80l/OSA3qgXO82mto3IXj2okHD7jK3/KSXj6lF/lhPM40w4XWB7DkedauWOs+e2L5hVHMdAHT9cd+UM/c8txfWhiHv7LETGCoT+eMGCncXuDNcrkH41h0RWWMfDM5xye3be5Dtt+Zy6Nr8bTj9b6wIQtt/SHg4fmfD4ZDyv9aIw3/4qno5jCaZ3RSDOOv61L141vLvOKmRwSByYO6SdecOEYi4/n+hgjR80DR5/qLr8YX8zFXzyZNYcvjeUWPsbpq0+1mE7ioY+5rveq4m1N0ZXG1SrxoRVMc6UfruLgyI9868ME8+Mqb/gEQ3zllXkYTPPQiOEJ3/U0SmPj4XiOY7rQDy4ecsc4LZ3Np4/cMY/x9amO0gam6zTDHRe+80cNMJ8+9GuN48NH/cxn7dUHFzjmYnJCzHGBjQf9zGkM/vrag1031jpzhO8IHxdY5jMu/cSWP7TQj99iQmPzyB0GW6Oxfo6tq/YHWB7Ld5xwhiG/cTEe9hon/F03D171s8/IL+sGJ5q1ZnCDj4emvhlnvPnxSGO5V199jIXNX3zg08WaYPqIDZ3rQzN49aEpDPPo7zmf1Uc5wUfnqm364SYHxAEnGjjH9zUXjIXjiLfrtfTT33jcnaMhneF7zmhHl/KdL81jXGv30vmkf153O/nD2U8AlJQWgz/z/5Ef+ZGLaAKFPHGYIkHEdVqBkDCaa4oSARVSTruJlDTENQ6GIDLPnSeu5C2QxJM4uAgOHJuC65rkMJdAh+MIBw9Y9REoRUmw3vGOd1wSxwLXz4Iyz+qPsa7BYnAkpzdx9JWUOAk0HImnwc88j0c4fPZ1Dl83+NM//dObn//5n7/x1cH8okM+mZNZCPylX4aLWFl4kh8PN7Tm0Z/dFSdc8xs/vmi+agffC0S+8T/98KBR+uAi3q4z+mvPPffc5bl/fHWruTznk3mKuXNw6CO3mGsKLJ/kjuJaMdcHXxzWBec5f5vLc1xpTB/NV6Vo06I0FwzzwWR0h0OD9NPHIrcBm1/rq4O4MznK97RxDpf0g8+n8k+sfHUQF74zfMvTy4nbf+CLJSxGP43GcX7L7U8t4CQWDAY+6eQcHM28DE8+VSTF2g2JtcVvmphnjTdtYKQfDLGkizVlg/B1XB8wiVdGP1yKeRpXrPXDV5725ihN+rq8x7TN93DhhIGzPnBwEW9c8aGNONSHPvpmcGi86ue6GwZ4fHxw+wJG/Us//uQXHWCIEa7mKqds9GogTr4mZTw++hlnHg0eDOZY/nmMg7zRfH1aDfWTLDQuR3Hkl8acrxbDwIe+mjXuBska7+aQVnikTVxgwXEdZzHQT6z5Jj/e/va3X3yq5sQDpyxd9OGrPmqX9QmTT/wxFx3x1fie0QtO68pzfbqJoU269CaDPmljXkYb/tDYORjdRKrHPqxtjxErfY0JJ41hiXV8YOmj2atwcBNAZ7y1tLleV3SpDz40sRbw13DKd/OKAW1cy3DRJ43hyFF5zL/iLY/rY3x5HA5/XYfH4IgVndUd9Ua9kDsMhuv8j08ay/dySR8/W/J7v/d7N+973/sue8MHPvCBC2d90i99wyqP+aYP7fje1+Xtmfbg4nBXnPJJH0Y/zdemm0e94bfGxMB66bpzxQgnhg9drAXrExf6iv3aB0768BWO/AsDZ/dI4qSvfYpPsDLXcIHDwpGj9GbG2jP/9m//9sLBePteuaGPua7zr3oDxzU47Q3Girk+5YQ+9ClWcGlM3/Rzjca+qqwve3BbR+VE2sitVRt9Wm/mg6EPbXoTgT8wNHxdj0+xoo1r6ec8v/lEHzlvbbq3sJ/pz3CBp7FwqtnOhfHUU09ddPGBtmY+rfzjs+cZvvnmmn7yBh8xda9knvTTR6Nhhg+N9WP57gURrZxXu+grVulXHc1P12rmhmOP6k0EdZR2aUO/1oy++QVPnNKJT/yhkfWuRrgfwEcffPQph+E6jzdtNH2sKfn+/25/39i9lvpnz7JuzI2Lfo7GZ7Rrjaaf+0h45u3r8qvGzpc3jmHQOW1wUY/lh/s261s8aUgP/VzL4PAFlj6e60cXWN4keHC7FuhDP335UR7zzfM0oU9+8oXGXp/12kMem0cffsMxH3NOwznDVROjv/mbv7nwEHN8cC6/8LBW0geOa9VR84iBr5Sb39gHt3657jnDx1xhOFeM5EXa8EusaOS+jS4azOKw7nnGyQUY8Dx33VqgMVNH+SRWmWvw4gPDeDjlNV3wcU9RjNR2fokJbYsVXFhaXIq5nzP4wz/8w8v9qK+C/8qv/MrFn+aRezTWMmO1NKavuXpdZQ5rQhxow67j5ByfcNUvfnyir7rjnssaVy/Y6tOqDQxxYM7T2Hj32My9gKaP/GD0o7HGnE9jeKwctD/wo9zhu75pI3/CdVSTwqCLeNKGb8a+5z3v+bIcpZ+2amy8vrRkrpnPaxlHpm7RR5/yb81jXMRozQk4crj8cU9BF/mnP/3ya9XGtev1aY3T2Ppzb2yPgVXuiIP5Wud8wtURnms0Md59tvzt/gSGfvTTjz7h8l3OuK65hrM4ucehwU/91E9d5tKPhaFvVhzFFUdxFKvnn3/+Mq/3O+hCP33zhV+MD0wu6ONIPzhef8CitVpBH7FqTGsTpnOdXzW218ERc7GWV9Y6LvobCyd9WxM4pw0utNG8rsKj1zJrn7AuDt3+A1+s+KSf65p64ZpYeL2YNji4bh6Gi0bb9KmPeNtf5M5bbu/b+KXxSx+NxsanCw5hwTeX8TS2z9h/3S/RmBkrt3rsiDMu5YQ+uOgn5rTFQ03WT3/zrGvTGFb+6YevOMCyzvnBL1yKVWuh8TDWONHNXOL15JNPXjQ33j2XfnzHx3h99QurOOrnnHUrd9yTelMXF+sSnnjpgzMcR5Y2MBgM6wiGdc56z60+ztFf37iEI3c8ZnRRb/w8kfzGpQ9TcceBxlo44o5vGLjC4Q8t6Wpdmcdjli755Jz4uE4/1npwT4G3etNefulwwj+n/kU3B0pKi5d4JUNc1+LjHPEIuy4eQhGUyI6eu14fmIkfLowCoJ95HN3UVdDWPvrq41wGc+3TtbjoL6H42TWPLbCVj2txhW0uffDIN0djmb7GtNidg2ecFpY+nlt8Ng+PadF84ThXojnXeLjMdbFRRMyppdfDHg/fcMUvv2DERx/PjXHOTQ9d6NQ5fVzDwzEzDt/MHM7hkuVTz/WnFy7xgWlc5jk/cHDeMb/0cU6Dc22rfvgbp0jKP/3xWU2flUvYjpkxNOFXGKs2+tHG3PnknOfpBc8Yvog5TNy6rj/9jFlzyTjnMo+dw0UhYXDKEc/1eSWNYRiHDxxHY5xneBXvfHKt6/p4nMZykM50grsaX2HEN5zV9+JQ7vBh1Ti/V23M0XmPXTNXPrmGi/Px9ti8rmWurc9dL1aOdOGXx5kxq8aeG5dPjs6poXy3OVRDV85pHK5jWJ2Lg/F4pLF+WflXHrjWPD2mjcfWeBtifeCs2qzY+uSXx2nTusJn1Vjf/Cp3nAsjPsaJt/UgZvjBYfrqt+YSrHDihw8c+nqxRe/yuD74wo2L811zDENN94YBffAx9+r7XRo3HmePzYVjb0DASYv8Wp87x8wTJ+PxFaM4h/uw98NYpU190kYfj5k+cODnUxqbT6MXu8aJj7H6WL80htMY48IwPoyww9BPfPkBz1HDpb4460OfDF59nNPXdUdx8hifcPVxzhzhhO9cFqb8i/Oaf/rp/3Ia6wNbHxzKY8/xcQ02v+jlseZ88QlDf7nrvMfW+qqxfitG4/LNc2asfmutcG6djy6ex8U4z2Ex2sDgk5h7zqdr/YxJY+M81zKPzW1d0YbBvR5z7ZdxcTGnx7jgi4/1Llb1aR489WGudb3n6aoPDmutuAy6/Uef5mkcnNUvfeiBR23VBrbnjiuHfIHrMRx+MX7B5ENWf8fsmku+w1EDaQm3MWkJe+XifD45r7+c4bsXK+Wfa43jjzH6dA6vcDzWhyYwPKYxPvU3T/HWP3M+HI+NSduOzodDJ/3Xc7DW5x4z2ujrhVp5vOI4x6fMuLh0xEEeyzt4juHrAw9OBs/5rjmvP11ZH2KtfGDQTD/5wBofX+foB0ftUttxo0d9jNcnjM4bm9G3ONrz+KThc52Dq1/Gr9eLAy64a2v+6Y9PGOmcNq7jpw8/2vNwgdNc9eHXtRnrulZ8nGMw4axW/sXFuHSuH5xVY/zh6MccV37OwTNvfcLlw6qN81nxdmSuafF3znjnaMzMy4e0cU7/uzRuro76WJNeDznyM1t9utamPnDMb2x96ASnOfT13PX6uKaljT5wGL88roVzlzb6rxg0MA4H9S8drrXBJ43DWHE81kf+lWO0agxOYRvPr/wJx9G8tNHXc/mXNvmFr36rNjBX08dYPuEAE68w9HUejnXuvGbe9TEf8FBvqhX1gWG8544rdvzrk8benGNwjcnMce3XOo/r+IqTOtoe45x+rP6wVy7Gap0zLxzP1fRVm/qEe10Du0578xi71uJ00A+f8jg/44lPj/XRt9cNuHm+9oHX8zisfVxb/fKcnvqwruOc8cH18OpTHdXvrr3K+RXH8/wNCy4cz+nDJ35mzoex5jEOLBw5K4etcXE3hp/66WMeuOKVwSsOzulLC0bjdDKm+cJYucDuevng6A37/OMj7PiY4zqP12s4e24cbXtf0/wrZ/h8x0drHHzmuTHyL6NxfnZuxXAuHMfMGGNpvO7h+e6Y/3EJKwzXzaVG5Ivn/MjCaE05D7t5PM9vcRb39ZrrZ9ipf9GtEAmid/kJWHIeJUoUDitIiXkUQ38B8umGoGpTAfHxBk0vSidcjPGpB78kheBO+PgExl+4/e7v/u7Nb/7mb968+93vviTqUU584RMeGp2nRmOx5tfEJ/PSJqsY9vzIUc7wbUdjf6XUp+v+EkehnFg5XKyvC9J9MFsLxWpHm1VjBWktfPfhUh/rXGtNTWLep+s+mfRXV144Tay1aSx/+HXU1Ak5o3bBsCFNDUYxE6uJNsbTV8xtahMM/OWw5i8YfPLrLxAmRh+fRvPHupoav6xP68LmOrX+QgYf8drJY1g0tkYnxh8ayxk1cLLGm7e/Ltqpo/Iv2+FyRh3FQ6zTZ7rH+M8oP/jBD9789E//9OWvKX7yJ38yFw8fcbGe1Inpujqrjlrf4hWXSQ6qWzR2FO+pxtaBv1R38yuX/SXYUavunVFH5Z+6w6brYa2j6s20Tqwa03eyrmgib3yjgLY+/JnsM+1V9gePxWtqYXR/MtGHxvQRL1wmOYx/OQyre8mjfvFH880Y+52/AmuPOIK1ary7V4k5DLGe7lWtK1jtM0f8qS9tYchfcaLzUaMNPv5yz1ro/mSSO14nqsHazn2F3LO+cJlqbLw4MX5NtDEWhlq6o/FHPvKRmz/+4z++vHb1F92//Mu/DHpkuDDxxmkSJ+Ppo7VXTfZOa1MOMvpO9yo5yK+d3LH3+gtz9wO08ZfCU4NlTbDpXkUbueOojk70NT8MGu/UUfpqtOHPdG3i4rW013jW6PqfruJ6xNQKGu+8bjirjopRtVjuTNcU/72usg4m9wLGi5PXd9U9e96UjxiVf+GZ44jhUw20907XeBg7dTTe8pg/O/dK9jtrUt3i13R9qhVaa3wSKzGqju7sVdaDdQVDHk9iBQMf8eILbabmm9H8oo08nryX81JzH7/TeSmk2/OSgGAK404BkES7iYlmGI7TxIRjLJ8suh1rw8BHm5hCQlsfJCiOYR7FgjF5EXDXPN3E72g89eOajxh1QzfV2BvbPkm02HZiTo8W/pQLDGPFa9dWjad8cGidw5ji+BTQC5O+Pjv1rbU5HW8cH/JpB8dYm4U1yqbrwTh5h9MUw/zVB1rDmhp93GDucDG38WdsXmHs8qFJL9Sn2oiTWozLdC00tw0exo5fk5uV5l+P/NLw2fGLL7sam7/9qtivXI887gXFjsZn1dEz1jhdNHHfiRNdfSWTLlNtjCtWR2JyV1/aZDt80nhHmzM0Fh8473znOy+xmtZjfhgLa9dWDlN9xCbfpnHih7FitZPH6UJjj6dYZ2pcrdjVBqdeHE/jLmfUvx0ueBhvz+ux48R2742bs7zZ8UuutB6m/uCDw67GcLyBAKf9yrmJtV/yacev9NnBaX3yY4eLsbu5I2e8vqPzrsHavedPGzrv5LGxrYepxsV4t97g4gNdtSJ9plqL9y4GPnzb9UuswphqnA59ONfzo0fzr38ktsOnvNnJP/PbZ9LnqD/1x+GMOgpvt4bC8Bqa8W9HHxrLn3LxAnrwn2pFfA4Of9Q9jfk0zRsYa/17BD544KduGEw+nmlf+s7oCagKkXfkfTLkHf7pJmKc5pOCKQZ38OnThh0cY/kFa6fY0iSfdnD4tpOcqzb82tEmjXdxjK/hNzW+pPGOX+afLv64p424axODkU9TjOY1Po138g+f4j3VuPw9Q+N8muqTxuGk1+SIg7ZTK9K3PJ7waAx9dzZV2mj9xdMZebOjjfnFKW2mfIyjM78cJzjGiLVP6HGa5p9YweITnOmaglP+7XAJ5wyN+bWjMS5n2VkaVyccYU5NjIr3FOfsWlFdnvjEh/jwa8fSZkfjuOzUGz6sODvrarcW43KmxvziD8yd/IOxq7H5xVrb0ZhGO/ud8WyN+cMzx//Np906WpzCOc7k4Yj4FPMJDgzNnqeuezw1/hTzKYb5yz86TfnAiMsUgw/GhoPPq21xcdzxiy/l3xQHRnx2tDE/LmKmTa29Tr3YsXxynPplXDk41ZcPxsZnqg0MfNJ4h08aO05t9WmHSxqXxxM+qzbwtKnBwkW8dvxq/l2N5UvaTPmkyS6O+emC02tB4/Y7fk21MS6NPZ7i0KM1vqvNrsZ8iMu03pS/3bdVMzp/xnGvwl8xcOPjayr+Mw5/Ek+AiRnnqyH95zQTDAGQBH643VfCcZsYHGN9xcTvYnuuTQwPX4Hg2zQpJIH5W3hTjY3vPw7AZ2JpQRf6TG984Rhfm+rLB19TkTd8mmrja3HFm05TUxRpLO59hfAoVmvBT33A2bH0ddwpkD7I6utoU43FJ42n+UcL6yi/pvrQAgexgrVj4tw6n2pjHcljtQvGdD3AUYd9RdPPC01wjMGhr3lO8wYOPvJmWkdhaOJkPcCb8inm/LLG4R41Y+jqP6bBaZrH+eVrnnKHX1M+8k/MtR2TfzTm0zSP+UBbGuM1jRUcY9VTbWJpbG8Qq53cEaNqziRO8Rcja2FHY7VYDvJpZ68SY1ysT7GfmFrMF3mzW0f5lMbTeyUxhnNGHaXJzhrng/i8+H//6d3OmqKxOOGzY3CsS7yma9N6lMc0ntYtPsBJ42nt4gNdaSx3djWGoV5MTW2AYV3t1Bt+iBWNd2JlLC709Xhi5bE9r71zmjvylz7iPq2jxlnj9k4aT2uFdYCLBmdqYkVjPk01NrfXeTv7XfzViTSexgmW/LMWaDNdVzDS2L41NX6suTPBkSf2cXvVbh0V6/yaakMPOHJnikEH8YHDr2kdNb/cVW9g7axNHHCxPic4xhRv2ng8waENv6zznTpq7mqx4zRW+YWL3JmuTThiVJtqY5z1sFtH6ZE+tJ7yUft266i56QpHDu7kjnsK/+miGjjdY/ARp/JvmjtrHd3ZY/hBG/vntB7D4JN9Rv7smDosTnCm2rzU/Ke+0U10RP1vvZyf3jBw0iIpCJPFUpK7GSPclAscYwVhWqyJD0dBs1D4Ng2kGyAL1gYi4aeJbhwutIEzNX5ZuBKdTp4fNWOMrx0dX384Fq282dEYD4XN/xgNb2qKNY3FHZ+JKSTGFquJvs2LRxpPN1ZY8sU6d+TjxOSdjYPGOE2NPvkEc2JpzCfrfEdjda91PtXGOHmnduE25VPe+F+nrdEJjjFqVW/QTPPGuLPqqBhZ4/CmfPglf/mlFk5wYMi5559//pI30zUuZ2GJt1zm18Rg4GBvkIdTy6/dOkpT2tKY1hON+YCPdQBjekMWjj1c/kz3KjjVG8cdn8QJHzGbxpwectD+QJ+piZNa/MILL1w4TXDWOkobcZvaulfBnRhNz6ijtIFD4+kaj8uzzz776H+pn/iUxnLYfrWjsXyRg9P6h7+9Sq1Ruzye8kkfGk9rl/nFh8by2OMJH2OMlYNq4BTDOBi7bx7kF42n9Q8XY3Ghr5hPTP4Za89z/+bxRB9zi7U6YW1NMYxrjcuhaa2wDqrrU21wwYHGOE1jRRuv83b3OzjVCXx29irrwVrg0/S1K3/SeEcbMV5zh59HTZzkrzz2oc2O0Ta/drSxj8sdGNP1UB21N8jpidEXjnqjVky5FKdPf/rTl///A84ES97yx2sYjycYdFjr6M4al8e0cZzGmx8aHLmz4xdd5M10r6INTeUfLLGf1lF6WNvpM4mVMTjs1lE4dIUjfzyemt9B9zpmBwcfa5I28m+qsVpcvZnWUVzEKo3l8sRgqH90wWnHPvOZzzy6rxD/M+3UH0KRSAgKpiASc2JwjJcM00LSvBJBgdtJcmNhTJMqLjBK8Kk2sEpSGk39Sl+/r+PxjvHJb8FNuZj7rMReNZ7ywcXCt4B38s/8tPF7Q1McsRYfnMRqx2izG2vzx4d/0zzGJY13Ym/+xk+5rBrv/vYpbcrBKR+6yhf1ZopRnOSfPJ5imR+fbup2+MARK5x2DAaN4U2NH2LFL8epX+LkxgOnnTXOD7rkFz5e7B41HIzd0cac5TBtdrCMLXeO+rL2L1747Jg49WHxFAfGNF/WOcVKzHfyz9gVZ8U/8hiOOmGv8juhEytG9Nk1PoUzzT985PG09uUDbVoPeE2MD8Z6MYkPzKkZS5sdDHPjo031hZFffNrFoTG/HCdmfprQuLo+wVnzuL3KuUk95g+MHW3ik8aeTwwHXHZiHhd7nt/N3cnBtN396YjWJv+m2tBkt96IyarxjjawjN/F4JO8Vden2sSlPJ7i8CWNd/wyPy7yZnq/Lk7Wk/cqdn8P9ozcwac8nuorTisOXhMzf/pMMZpXnNQK9xZwJzW0eMPa1YY/1dE4Hj3KXRiOO3yMhSPuOzgwrIXdOkqb3TXOj1Wfo9rWX/7hgpPHU8MHDtvR2P2EOuH/3NjBWfNvikPf6uiONmks/2BOjA/Gx2eC0Ri1GJb3uXb8Cm89nvpGtyLW5jMpaBEztta56RGfXazG7xYSPoQ19WfF2MFqbMez+ExxztD2LG3COYMTfeHsYJ0RozN9Cstxx9LGcWphGL+LY/wORhx2cRq/kzNxKfd2/drlcs3H86mlz65P5ufXDo6xXmzt4uCy+jXlZJybj+l4PNgZXB4i7WscTpx6PjnC2I2V8dOb1GvOuz41vuM1/n2fr7p4PLE4dJxgNCY+nk/5GCtWu/GOy65f4ZzBZ5dLuu7iNP4Mn8KAOTVj4YS1g5NvUwzj4rPj04qzwyWcM7icseelr1jtWDg7fpUzOzxWfeO0g3cmxq7G+bbrTzx2YpUuuzFbcV5Lfp3BZUffYk3fXZxiNP1AIi3O4LLGe8cvY8/gk847XFYMnHZs9WvKybgVZ5dPeGfg7GCUx7sa47CbO+m744+xadtxirfrT/OGs8snvPV46hvdXvxpu590IZizjjsWzg6GsWfghNFxhxOMXTuDBw5n4JzhT3rs8ml8x3CPHhvvuGNn4+xwMXblM/XtDIz8iEPHzh85rnyOjLvuexYO3B1/4gWjDaRzR49nYKxz7vpl/C4GPvm1cjv6uP3OJ9C7b37uximfztLmLJ3P8Ku47Pp2hk+7HFZf4rODGUa402M4Z3DZwcA/LlNf1nG7XFY+U6zGnbEW0ibM1dcjj8M5MuauvmfjTP1qXBr3/C7Or3Qun3YwzBHOK813n+tncdnldNaeF48z/BLzXYtHxylefk3HnzkuLq8Vn+LRcepr4zsexTFOq1YcHb/2D2s9d/RxGI67dhbWa43LWWv8TL92Y3Vm/p3l165Pxp/F5QycMzTu9d3uazz+nOFTGB2nMYvPFKfxZ2gc1pTLy2lw6hvdCPrzfj9jseM4HJ8A+hP23a8V+aoBDHymZqyv8+7+dEQYfNsNJk47Ghubvruftp6h8W6ciy0cfu1oLE588tXMHW3EeFfjdS1Mv1K+anPGV0LKnR2NxSmNd2JPn8Z3zN/7HtOYvjvxNp/xeIg73InlE32mGCsXeYzPxMyvqen8mvIxTt7QePo1qfjDCG/KBxY+/NrJY2Orf9Pc4YMbqGoFXlPLl90bsnI4vCmfNN7xydxnxBsOjeXPDh/apO9O/pU7Oxobu8aKjxOjhzohl+kzMVrgYzxOO3aGxnyCs1tH4fBL7jhOLG2+5mu+5oIzzb9waDzlEv/8mnKBEx8an4Gz41dcaLzDJxxcpvtmGodBG7gTK058EvMdnDCmsTK3sXBoM8WhQ7V4N4+rf7hMtcGhmrXjk/lpA2vXrx1/yjP5h9NO3sAyvni/2hrjs5s7fIBRrGBObc2dXW3wmWLgL2eKVfl81C/za2dog4N77J17flzksdeuO9oYSxt+Tdf4NcYuH1xao0fjVP/ddRnOGXvVqg+tp/qID21gTGPFL/PTR5tygROX6ZqCwdb8m/KBEY9dbfgFa4rDB3zkTpweenr8X1zw2I3VXTO/7vYF2+wH3+5A6zd+/NbKN3zDN4w3ewVN87svxOP41PoNLjgCMjFF2m/H4PTVX/3VE4jLmH7/SFLgMkn0T3ziEzfPPPPMzR/8wR/c/Pqv//rNu971rssiPEoqnySWtpOkfoMLRn4d5aJ/v6PksYSfmpyRh3Im345iwaCP1ht8RzH0L4fFOX2O4rQW5B+MHW1WjXeKCX01OTPVmD/0LVbTNa589ftQdJ7gwIiL+Ij51KoTMMvBo1jlHiz1ZlInzBmOuOMyyR1+aH6jzPrWJnxgyOX02amjfpNu1XfKhz60EW95fBQHB1zsMd4ktB4mGpcfZ+xV9M3EamrVQBjTNV7MaUSX6Z739NNP3/z2b//2zc/+7M/ePPHEEzfve9/7pm5dfi+SP/l1NOYmPquOipVWncDrqKmf7RF8mt7jwLCPG4/HJI/F25riE1136qj8g8foM4kTLu1VZ9RRGlnjk3ulYqSO8gfGJFZpzC+P1Z2phdH6nmpczHGZ5DD+MDQ60WVSu4yliTw2fmc90CZOO3uVWgHHeqLNRGN+wbAmrKlJ3qQxPnTBZYJTHvuPp+D4UAHOxC/7gnGaNTE1uqg5tIE1yUHj+cama9NYGPwKY6LxRz7ykZsPfehDF6y3vvWtN7/4i78IemTtVXQRL8eJWQ/tVVONW1Pmp8ukjhprjfMLD22SO+LUPQ6MnTW+7lWtLTyPGG1wcux+9Mj4+lazYNEYn6NmLI3lsfETfc0JQ87k29d+7dcepXLpX7wdW+MTIH6dUUf5I/+q6ZN6gz9/3A+IE43l4cRa48ZO7tuaE86afxM+NNbSZ7rGxQnGTh3lF43bZ2gz8QmO/9TXWHzUimnMrYf2cXgTHDGiD0ufy5OD/4hTexUek1jBwIfO/JnWCtTdt8FpPUy0eSkJ9v7s5goVsRY/0aZESwCiTTGiVnLv4Bir4AvCjtEExg6X5qfRjuUTjF2sivSOX5NFdpf/5R0uU7/yw/gpRrp2ozHFMa5YTTHSadV4B2vlM8XJr+IVx8lx9WsyPi7FaoLRGEV6zZ/OHzk2vuORsWvf/NrRuPhW13u+znOfx3E5o46GQZ9dPjt+mRsXN/Br3O+jx119ztir8DjD8ufV1jhfaF3r3OS47lXT3FnrzRQDdxobv6NxY4vXRJPGVCd2fMLHmtjBwAeX3fstXOCkc34ePaYxPlO/jNN2NYaRxmfoQ4u4HdVF/7TpOMFYcXY1hrWr8cpH7uxY+UefqYkPHu1VUxwcek0Fc2Llnz0P3k7c1Qk25RL/at+OxmHA3MHhy67G+XXGUf4xvHZ0pol47WhjbBx2cGDs5g6Mlc+O1jSuFuffUTz5dwanfNqto7js1hsa4LOuraO66I+LeO/4FA4uu37xKYxpvOPT/egODj5n2Fl71arPlBeMM+poueO4o3F/KLGLc1b+5ctO7GHs5h+Mtf5N420cbdiuxheQq39OfaMbwTMSFA6D1eMr3vd+GsYOTn61md178quOa1Lu8LmCHT9d+YxBbgeeofFZXIqV41Rjca7t6BKXXQzjKwI7WGdqnLYdJ7xeKxrjzo8dX/J/xZniGSdW9Jli4JO+HeN49BifHS7mDAefHSuPz+Kzg2NdGl/b9WsXZ8eXlfuafzuYxsLawVh57T6Oyw6f8m+Xy6rNlI9x07HX/M+oEzDP2KtWv6b+GVceX/t69PnK5+jYtb+/gNmtf2dxSdeOK8/7Pm5s6+q+4677hdPx+vqR5zTeXaN4aLuxKv92/Grsrk80LE5hHtFVX+M0bzw57nDaGbvyhiNOU59Wv1bRLhdqAABAAElEQVTcyeM02eEymfelxpyl8Rl+wThLl12/Wte7eUP31a8d/87K4zi9VE680vl8wKfHrzTmpa7TV1OTdyxtdjDyZdcvOGGEOeUVznT8mePSeMenxu76tWq86+MuF/N7MzffOk54neEXjB0O8T6LC7wz+MA5sy7Dy77qN26tJ7tHX8P4j//4j5uPfexjl79yk2CTFz3+vN/XFr7whS9c/kTf11UmRrQXXnjhUmT7tOooDgx/mu+rC76u9/Vf//VHIR71h/Hf//3fj4okfY6a8Z/97Gdv/vIv//Lmx3/8x2++7du+7fJ1nqM4vrLwn//5n4++dtAn5Edx9MdHzGBMigqNxVr+aL4CO104X/ziFy9xKu86HvHrX//1X28+85nP3PiZGF/NnH7lyldU+EUbXzXx6dlRk3vWgtyBt/NVZfH29RAa94n0UT76w6Bz2k7y+N/+7d9u6Pzxj3/8kjd+6mhirU0+0Wmij9hYD9Y3HDGf2v/8z/9c9Pmv//qvi8ZpdARPvsD5/Oc/f+Ey0dd8YvS5z33u5u///u8vNVCtmJib1H/5l3+5rO2dWlys8Pq6r/u6CZXLGHsMfeSwOjGtFWKtdskZ+8PExEgO46COTfUxt71KLu7sVdamOqHRZ2rWghyWv3yb5qA1yS+1b1L/8Bejv/7rv755/etff9l/3/KWt0zdulF3rHVcJnuVide9auertPZyNbncm9QKOSzmYsWf6T6Oy1NPPXXBoc+3fMu3HNZ4raMwdr4OLv/8lA//itVRQuoov6zR/gL1KIb+crg9z/NJHtND3fvwhz98WU/yZrI+1eKw1MDpvQk/qhUeT+uomg5HTVZHJzlsfhqLtzyWR5M6CkO+/Pmf//nlnos2YnV0f1DH4cgdfHb2Kutb3KsTR7nQhsZi/u///u8Xf6ZrHIa1EIfqjjnua2Jjb/HzGvJv56dL+CNm1ml7+X15rP3oqyZ37zfZq/gi3uIuhyfa4EQbfskhNsGxlj760Y9e8kYO/9iP/dgFa/KPePNJDvX6bIJjbcrlat9E4/YpfOTgNI/lII1oza9JHcXhk5/85M2nPvWpS7y+67u+ayLLZYz8a6/i06QGWpswvM6TxxN9kVnrqL1iog196friiy9e/JvUYgPheB39T//0Txet/QzP1MSbzjvvv6x1lC6TtYm/PK4Wy+NprGDRh07TeyV1hr7dr3/jN37jo/oO/4jBsMblH7/aJ45g8EUOet1J3+rFEQx9YYh5No2V8fLYet+5V1KPrU049rxpzO0x/NrZq9SJ9qqdOmo9iFMfQk3qMYz2TjVsmsfi9Hd/93eX94T45p5rmjuwrm326v4a5f+ec1oRcNOhKEl6AVUoJYZFKYGd70bAUA7ZHDQ3PTDaWDmsKFVswxCcMAq2xWAe12yC2vpGozfTXDcPDpo+q+GiDyzX+UT4klyhlRBtaPjCiAssY81R4sCRBL1Z6Tm/+KSPsZpFxMKKRzj8og2s+nvezaax+GrmYDC09HPOPHxS1GgrOeOrL+y74oRHvuHCd62bTOMUE33STz9YrOJZvD0PgzYZf4zPb77AgK8xfHFtIzcPv3qBrB+/5J8+jU27cGDkl3NiqY/5cPMYboXJ3M6ZT2P5pY/HTB+xSWMc8gn35hKruBiHi+v6pp0XW/SBoYmlPgxH+sBhcaExDFZOwGiusPRjd2lMG/Poy4zlEz69IKWxmOuLr7lwah58wvDY+TSmURpb77BW/e7SmO/mYmIEo9wxDwx+a/m9amNcGOYyP5x8gl3OwPPcePromxkrVprHXVf34PGRtvikH3/wpUH6lHvmch0ODJuHXKZtscLFuPzSn5lf41eP00bu6u85THzSD0cY6eN8+QfHNeO0XiA7Tx99cY5LGOmD86of7arp5lVHy1FY/NZcy8QQBk5pg4t46+s6LnDqox+NV4Ohb32M1UcN5BdN1Jx1/eKhHzyGo0Zj55pHrKxx5+PE9/qH4xqjX3xwgkMbTR3Fyzn66KcZq63awOL32kcMWuPyhL/m0MqbMMo/12CkTX7JPWvd87Qxn3GavGLhwGgu58MRcxq3BmhNgzDCMybN9K0PPbT8F38+mEt/86RxXGCt2uhDG/1ozFf4614VxhonfeCYixWn6o1za/55bjy+LD7FCFbnaSt3NAaHNmsfOOmDC5y0yW91SyyaUz9YmWsw9GfhmId+jKbG848OHjtXbhif7x7DYGsdNc4YawonXPHAd9VPHNIYBg7ioTHXzNUadw5Xc6UNX1Zt9Cl3Wof60BYfx+4j8SlvzIMPnxi/XIPhsfP8Uje1aqk+fEsHfuO9auyauegQjvHlh/hbV815V/7hFF9zlsPWJr/gymG60BhW+vItc951/TxOY7p4zF9cwskXfq0GQ5z4xFf98KCNGih/6ZJ+xqbxqo3z6YePedSJcnnd8/Q1Vp8wnDMOX1xog4s+dO0xTPPU5y5tYIWjnz5a95HiInfKUfO67nx5AyNdaISnJkflsaM5cGk9uG68nFgNBxia63yhL7/ULjjG0pjfjMb6acx5OOZizVOc8Mel/0cpn5wPwzmtOMGpLjiq6TSAIXf433ww9FnNNZxg4qvJmXKKXzA8Z7iUf+nsGt/0dY4O9KOx3KGJebS1Dy5hwA4DH+ddtxauYwEvc605wzDePHwKR5z4RZu0w1tffFsPKx8YrseHfsbTQH/89CnerumzxspY86z66dde1fi04cMap/jEQ3/nND7Rx5qAz69q110+4amlHwyxFCM5yPjG1IyMn/A0Rld84g6HT/rRWL64xqc0vksbWDinH03xgaO/+dQKOOYrR9f1AMN485iT0Q8OXWCy9IGVL2sew9YHd3jFsfyrZpXL5RZ8fVdtXCvHzM0f49Vk+dr9zdoHFxiwGA64pg2fjdVPvdHXtfTzOC7FEA8WTn1gwKKxvmJPO74bg4PzaQejOOpjbteLNxy1GIZ+WpqkMQyWxuIZDm00fhUfOscfD/Ppzzq/5qi1II9hmIMuruPLjC0HLydu/4GDMy5pk99wcDceVn3iASu7xkk/+rgGOyzccNEHhrWTmUvfNNZPnNQKMaJJ+Vefu3Bw5RcshjN9YdkfmodfrFrSY0djw+k8f6qjYoKLfnxyxKVYGZOVf/DShh5rrGC5Tq/ilDbX+nYdVnuVc16bwcl3+sUnLDw1/ZzLd7UCFq6uaXRicPB1ZCuG5zBoK//ozPRtHs/r05zO8av1oK9r5oGFi8d40KUGtxzVHwarDnhsnFjJG4+NdZ1vHjN6lcuXE7f/uBYf5+hrPA3NW97U/4zjqW90I9yCEQxW8hCYcVzjUALqoxGAKAWzTVpiEU8f41w3V8GErdg4avoQzmKBoR+rIJlHHzz0uTZCC4Q59OGLBDWvBGuulS88Zi7BhqF5DqcCCYPBN74+xsclv1zj99pHYvFNH0d4NKMN3z3WR9Iwc2gSOTOOH7TBFT83Ljhld8VJ3+K06gdHf/NY/PrA0geP/IpjnMwVX/pm3/qt3/plBaA+xVw/mqQPLdKvF7a0YOai4donfR3zWT8Y6csf89JK43umDy4aK+9ozEe2auy88TRefacNLPPiwuQWDdNvzT8Y1gK/zWkuHPWB09zGup5v6edmylzMCxT9zcXyfdXYeC39cJRvNBavOLQeYBRvj+HHAwaDgS99Vo3hwnHdONdxwZ05R7s2F+eMN67cwfWbv/mbL1p7vMZPfwaHfgxefWijOedTcbw1pk9zGc+6FhauYqBWOGq9Wbn67vyq8fWaMhd94VhX/rKSJvwxp8c05jccfDTXrrWhYfPhbx2aL43haPrB4HtYjvlUrSgv+YxP+sE2z2orVvpVR83XX5fjrZU7beDmN59mPpzhuC5OeLfe9NUHBs7Vm/jAYDivOGn8Td/0TRcO4oS3PnzSzAnfec2crpsHF7ESJy8q9KOveTxmMNLZ87jWD2d6iCcc89HDdWbOtLn2C5amDz7moQ1+Wjdk+DDY5oHH9OEP7dI4/Wjjprf4wKCjMcbDaR5YxsPChYWTPtUtazyTM7DiY6zWetFPH/roU0wc8eK78647t/JxjcFrrHipFfnrqB/fruNkrPPGr/rhk8b6yB0Y6XeXxvxxfdVPLMu/ON6lMe784i+MtHEOFzHS4MHXyh389BELOAyOeWBlfNcPd1q6lsa4Mbm15g6fzeWodZ02mjnUUUcY9YGvb+a6a/HBARfa1E/u4G0+lu/88pg1jxzkq7FyDxfrqnpjHvOVE+by2DkNDoyMDtUcRzzou2rMJ7w1BofP5kq/NDaX/uKFf9fx1VwzPpz08bz48IlvsOwPxVQfmOaqVsByXd6kn3H8hgFTf/OEA8P5MOAyuuiDMwx9YGg0bi2YRx+x4VO5hUsNH1iex5df5jSueuE6PmE8ZPKley4YTJ90xS1M52Hohy8+8ni1OOGsv7G4iLd55Y5404iFYR6Gr7om3vp4bq7yhk+um8cc9THXtcYw6FyfcNLYPsOX8hhmeePIXNNan87xQ50QJ/zMjRM+zDx0cWRpdp3n+IbDf+sUH5hi6uj8uj+4bp7mwhMfXOJZ7uQ3fmu9Cb/+5tCHxtVRb4K5xzYf3+uz4vDNHPpo+uBCX34xY82z1oEw9McFRv1oxeQfPvzCjZY0zn9j5Zb5YLCO5qNPnGkUBtw4GwPXueLtHC7lTX3M072x2KzamNdca5ycyyfH+oh5+Scf+AuLrT557Bo/8E0/OLjQNz76mSM8WPrwWWN0g7P63hqncTWt3DEvTTT9zFHTt8ddT0P86GC8xtJYvDI8mtM5PHGWf7BYr/H0g6sP/TxmOPDZPOUfPjDS2WszVk4Yi4c54OWH8ev6xGWtOcbhg0t+wUkjOM7zK0x+06I17no+68Mab77OhYUzg1Ou6+85//SrD1/0KQeNkzOua64bW97oKw/5VK7LubCNz3Cmz6oxnPJYreCbHEwbc5UTeNbKUXoWI/nnvPlxhWEunOkCK4PjWkd89YFVreATnPrkuz5ZfK77FAdz0Mh1McUNDxjlnyPeaZx+1VH7nj1GPz7pV58VB6fVb/2Lw6qxOJmv+Yu15xqe1Ry8zcWf8q+52/f0oY04tebSB194jsbRIhxcrSvX0s94feLW+Y60c11Tt2Dnoz6eOxqvDzzcuuY6/113Po3FXP7hmMb1oY++rGswmD60oa96wfShX32c0weG/po+1gM+Ga7lHz/ln3su3PVPv+LlvJY/HvPZdTljThp7/8U8MFi57pjhy/Rnax+4zjueaV/y/ARU5Cw2zZ/ECwYBv/d7v/dyJLqvDksazhFT3ze96U2XF0UcNMYnMH2tDS3j4BCPuH7yQJCM14x7wxvecLnpr4+vB/RXBz61gOumo4JSkH0tOoPlK0wCLjH0kVS+XiIZXPd1p+/4ju+48WaseSUtPhIrPm6MLaoWOBxfkZLo/JYc+nqMkyN82CUnPDwkjuTS3zh8aeO6o69lKALmk2D8dF7yMfjGuy4+8PFVADTc4LrGd/Ew13WcXM9viSoO4qRfBYNWzFz0g4uPnz1gMIx98ODBoxdFeMLpBkg/PnoBl350g5FufKCNYlFRxofG/PFY099z/ehFY33oDYOf9Pn2b//2S3Pe3LikidxxftVPH9frIw/4hYvHjC58S2PXzUljfcwtR7WVj6/ne4OAfvgaL54Kiebc933f9z0qsriaB47Y0ZhP1gMMz8OQqzg4JwfklvXAYNPYkVb68cd1Wnvu/D//8z9f+hRzfnTT4By96IMnPtYjHH08h6E24I2Xc8bQshtW/OgndmLvudzmzxNPPPGoiPKZT/zHz1z6fOd3fuclHtUS+ZU2sN7+9rdfckt/Y3HBmS/68fHNb37zJQ5yEI5+OIWDj/UgnnBwhYET32F5LpZ8Z3KSxnRKHxjiID+cp4nYuK59+tOfvuRedck5etFQrPDRjP/+7//+y9HzNOabfIMr98VSXzrQxZqF57k6US3mH+3VF9fFTT2lg2vVUePFQI6aN3twu8b5relTHZDrDBc5qo7CE3/Y/M3kA/3kM79hGIcXPvqKdX3oKw6+ypeJAxzzyA194BhrTjh8hGkefdYcbY27JhfM1TzqNd/MQSNze26/k/PygsblD040gmGdx0cf8RJ/c4uVazDEKm3sQ6vJCVjiKxeMg8NaD31oiGN+m8NzzXU5wT+xoYP8NyfN4TqvibmxzuvjsXngiLNY9MEMHHlsTmOtC/7JdWastUBLeHDkHx6w6OQcDPExlrbymV5qtj7GW5dyEA9jNOu3XIfvup9Q4ZcmVvrpY79e42QtwBbvN77xjReNcDZ368pz480tv/D2PP3SxtF189BPH3rIYzz4Vf7RWh9+8Kt67Lk1AkNO4AZDfcEJjnnwNr+cyOSMOeCZWz7B+J7v+Z5LfjrHJ/oYj4P5nKNxexV9+EpL8+v7Az/wA5eYwXTd+hVnXOQ+H60F3D3H1TpxNJ7xVw0Ue+fEhR748JHB5xPe+PKnOqqPc3DEyz5Nj3LddXz0r86aCwYf8c4nHGHQmY/pgAvfPNfg66M/zmqftad57rw5aMx3/Iw3l/NiJHbywnNzmgNnfcKF9ba3ve3im3OuwzEWD9dpLNdppA8OsMTKdQ0H61yO6iPGMFbf6UxjfFyHY42H4ToMa0VO0Awfa0p/z61V+sOojoq3nBDX8gaHd77znRcc57pfbZ8pl+nnurHi58joiUNrPE35Yy56ii9u+PCbBnyin/yCm9nz9IOpD7/S2Fx0kKPqGxz5a12VD472MjmBi5wTY7HB2fNeQ/BNH+uRbt3z4wIHhrlw0Tcu8IzBy/x+BkDO05Jumr7MOlFDXWdwzc83uQvHY76Ip6OxckaNFXO4zsuJ4ka3NKQLLLjGyuXWJ79o1trky4Pb+wH5w/BvzZRfYlb+4WuedY+hhfWbX56bn8bmE297uj6amJuf/vrIT4a3a+q6+fSRW/yG4TqDKSd6zk+6afjBcP27v/u7L7FyrtikcfEQT1oay285qj9sRxjibs3gY7w1rL+4i0v3mfRyTaMjc47+Yim34JobH0fPiyGf5YVz5qExDhpN+URjsfScbvrgQhM5oK/5qiVrHcUFB3PwyXP9cbH2xNU5uB6br7XY/lwc5A0u1rm54DQXXcTWWLnjvkMNbB04GuO69o53vOPSz9yu0U7M6UBzPj64zVE4xtFNPdHXGMYn18We4SB3YMGAJc50wpuPOLofdU2DrY7YW+trPF3156NcEyf5QEvn+S3mtOEPHPro5zmONKYpv8QOJ3HzuqA+7uH5pjkHX53lGz7ON5ex9YdBZ77jq588xsPcGhwxd06s9cMZD9jWoXVnTn1oA998/Gb05ZN56Gie1rg+4tQ9Pxx9xIHG8YAjP/WTX/wQR7rqT89qGZ/ozPTRzIkffTRY5tbah2DKV+vEefE0Bhf7oBgwMYdBG33T2Dx8x4VWeHltKw76wcEDlvH5Zq9S3+DQTx/jmT7qC/3KGzHAGY98oIs48V0+yRn7kMf40Ekt0V8fvvKnWmEeJsfVJUf4uNBVX1h8lIf4NH8YsF2rjlrj/DSX+WGoT3D4Ym3LDY9poybKLQZb631G64I2rtOPtnDMLQ746lNNwsX46zjhT1s4eMljfZ9//vlLTuCMj2tyWH/z0EcM+UZn4+gqj13XX0zkZjWbFvyyh+Gb9rhqDIZx4qVPmnoMixkHwxwwPZffclis+OhcfNOYn2ItVrQxXn7SGY5x8tt9G5/56Lpx6iRM1/GjCwxWnvON4dwebT7P89s8fJWf4n2mnf5GNwGIIikF28LNadcITigOaoxzOaa/xHDNIpUokoGIxsPyXCBYAsOw+Jk+Aua5fhUPx+YRfMkBk8XHuQofnozwFrEkVaj5VR+PvWmBRxjmEUQGH44+ihA+xtDBkfGNuVlOE3jmsFhg0BR3vrthhE9jTZ/0Mbc+YRtDh/w0j/HOm8vReHqFoe9dcYKZ3zSmFV4WIB/FwLl009c5mpkLrjlwjw++rIXgMZ867zk8G4l50ti5uMDiI40tOkVO3pg7HDxxFkvaMkf+86sYmLsioqDA6Ab9Muj2H31w0fLJ+DD0azOyeM2Bq3EeM+NohfeaO+Yrd1wTG+MUFGPpAGvVz7zrOf2My8oVupjLWD6ZKwu7Yk5nmCtfGtLYJqTRWKMrc4SpT8XRXCs3GHJNgaVfGstZffOLfuJivThnHD2ay3z043v6eUwruWFMGvQ8fHzgsfIDFzkIwwsT583H4DR/GJ7j5zmDaW5+qxPwrjWGJ35pbCwM/BjfzGt+XGgsX+ujPwwae2yO/Egbz12jMV3wsanJAXHRz3UmdmuuND8N4ODFJ765+VATjMGxOLSWPYcbNs7lDv2cN786indvDISjL79sxnKPGbeuBfMaZ/OloRzhZ3Hmm/7qTUYD143FQR+P6UpfN+tyz9z5wH+4/MeV4RfXdR7aymH9+UwjHGCwNHaNpesa8/JYruOKi/50Z2mz+uV82PXhl5yrRopd2vDdYzFovehnTPPgjBeN1VFrFBc+OTL86RCOc9UKWK57Dkeu08INpVjxs/zQz3X5qRkDtxjUT2yMdR5/uvC7PHbedfPAqOGbX/p6zi83vvzERTOOpSV8c2vNeelw+w//cJYT5mHmLrbG8Dtt4mKOuOhjfn3cQMtBPGDj6HoaVyvgOAfb9TDE13l1Xc3BhR+r0c9aSWNayCfHTO4y9yeu0dk5j5n54DrCiYPr5TnuHrtmPcBXx3DGkdHJY77qx2B4nunPL3sw3uxaY3FJm3IZjvPMY3yscdrgg4tz+pjbMR/5hFfn4+aYNnyjMR2sh/qbTx+ald+upbPrcPhovBfH/OEjX4tD3OSK/jV90tgcjO/8YvLIef1Z66BYOI/P2oc+5mdy2XN+tRY8Fyv1Jh76wsCH4c0nXOxV7k88zg9zMs89Vts650j/ntOvxzQyN375YO3Arha3HsyffnjRn6npMOQ+n+qTtuZa/cKRzywNzCcH8VY34MEx1mO6t74d6Zc2eHtsnDXFJ3W5PDEPrPp4zuDwlV/p4XF+qBce42usefTzHB4OjC9wyglH46pBMLXGwWgeGPo7p4UBV97SR/PaTD5YV8Z4zPQ3P32sK4bnmn/0Y/YX13BftTEv/2C0vmkDIx/08bi9Sh0VM9jhF4f1nh+O3IPlOr7G4YCP62sddd05+vFHC6MY8EU/Oct31+G7zq9yq5rjqE/tOnf4JTbqFgx8jDEH4x/uYsacFxNzZh7zS/4y4/FbxxSnVWPzrRobR+PeUCv/4gIjH2njPC3z2dxiZW7HNOdfuaYPs0as8ep+Mc532GovfNo5umZ+vBlc5/ivvwYnjPoYbz2pozhVR/VlaUlXGIxPnffcnDRm6SxWODC4+tDPfAy++OHDYOpPV/VGDlpT9TE3P/koLrSB4XxaXoBu/6GxPrBhwXDO+HxQI3FKe9c8D0t+8AEvtUt/jQ5xhmucueDWaOM8K8/sC713QmO+xsV4fhmTPjDMxXAwl33IfTbfaQmjOOjDrvcqGPwyF97G0NVepXaVx67FRx860CaN860jDP7gSyd+Ns4Yc8KGwfQzVr/0Sxv+e13FF7nvmD9xb3zzmyuNjfccnuvmp2fa6Ee/8g+WZoyxDCfj6edNSfrIafzjCcfjcMzFcMXTvHD14Ydz3gTFxXpl8ZMD8VB3zB+GPp6bX/zs43zxGGfX9NFfXudneOZPP/7xgV/uufjQutJHnK8xYMMwD2tO58TcGHPC6ZoxsNf1aaz542Ico5/cK//gwoGhD79g9/oCj+JkvD60gStO/Dav9QnDc0d92qdojB8NjXddq47qZ14NlzibG67YwjDG42KAj+swzav+mcfcsDKYxlUf9aVhsdNPf+PUY3VLHpoH9ln2utuJH1bgExAVNUn1j//4j5f/KHFddEfgFXsbkBfIAuLNj4kJkP+ITeGxACXWUYOBT58A/vAP//BRiEf9faKzbmRrEj/q9AoPfGLyD//wDze///u/f/Nrv/ZrN+9617suyf4Kw77issVGX4WQLhb91J5++ulLUXFDKYEtiiNGY5+2Zf5a5ShGY20cfFNUcLHAj5pPh73Ro9C++93vvhTLoxj6u1EVrxa2xXzULHw4Nno4b9n4j9j6NBWH9VO3o5xoo7Wp4XXUfOpIX29a+gvr6X9UooDSmCm0Dx48uDw+8o+NxUaGj+Lqk/Wp8UfM1C9cJtoYq9jD+sEf/MEv2+yO8HKzIU7+4yifdv/QD/3QkeGXvrYH+viPIvzlkRsVG9dRq46qOWqgujU1//mjm176qqHiftTwsbE+99xzl7/2UQcnfj1/++m+eixn7FVq4NRoDMPNjrw5WgP5JOaO4iZWU7OmrAkY9of15uW+mDioXeWfFwaTmxe6/NZv/dbNT/zET1z+wvVnfuZn7kvhK/o988wzl5xxA2xvmMR8/StM9XjiE2LuKbyYdH+Dy6RW9OKkD8VoPDF75l/91V9d8s99m7+AO2pqMR58cqOq5kzN/qDuMH/FNLlX8mKAPvZOtQ+nibmv5Zf1YM+b7OO4GO8/SqStvyzyQuGoqXv4qOtepNg7p6ZWwJB38m9SR+1V3ff7C/9JDuOvTshBOvcC9ahf9hVvKv/Zn/3ZJff8FWIvAo9gtTfgwz978NTUCr5ZC9O9yv0EXawJONbnxPgDQ/6q6b0ZcwTLGsfnwx/+8OU1g7/wsndOauCzzz570YQu7tcntRh3e5V7N/G2xnuxfsQv91rixLxenKxNY61zrx96vTmJldfPf/Inf3LxSbx/9Vd/FfTI3N+4j7C+3VdMa2D36l43iNekHqs3cpDZp6Z7lRyksXsSTe4cNbGmjf1B3Xv/+99/FOJRf6851R3W685HF+/5wL0oTvj4xu7kfstU6kT7ldyb3APSV/vYxz528WeiLy72b685vSeE18/93M85fdjUY7FSd7xukM9H741Nan/AQ73wTalJ/YNj7/Vejj3cfjeJlXtjzb2tdeA+clL/YLinNVYNljsTHH7ZG/gGQw2d1Ipe+4q712fq4MSsBXun8faXST1OY/rwZ0ebv/iLv7jUCTzsM5P6RwevfzVcYEz2KrXYGmfet/OacWJi5bW08d6QnuCoe/i4T1JHrYmpuadQd/CgMU5n2alvdLsJ5zinFRGOT26AFDZNoTR+kgwJVADgTLjA8WKAbzi5YZgabSw+uihGk4LEHy+Ynr99g0VS0XlSaPmUvhXJqV82EBjTeJu3GwWPp0XEWAuFb4r0VGM3ZHR202qTnxRZXOQLPvGgz1FrLcg/ODtrYdUYzuRmAX9cNBrDwOuodWNnQ/PCa/pBi/VE42ySOzBa4/yZYDR/dULcaDzRBpf4qDfTOMlfeeyNHjdT3oQ9yqebBWtcvIt5/t73CIcm6XNGHW2NT/Qp5taE+kmXCY6bBTnMH3x21ucZdZS+fGP4TO2MOlrMaWRN2X8nGvuw+oMf/ODN+29fjHqB4g3vqeGCQ3vwhM9ZddT+Wx2Vf0fXJg3UCevKUbyn9zh08eJNHlsPkw9sWlN8outOHZV/5fF0rzqrjq4ay5vJPs4fGnvx5g0nN/OTGrhqLP6Tez/jmDgxsZrWv3JPLldHL6AH/wmH1nJ4Urtw0Lx4cz/hRTKNj67xNC7ukzjlfnW0e4GjXODQRoNVHQ3/yJE/MKp9k1oRF29YipE3zKd1vVos9ybxzvczNJY3fGP0mWhjLAz7g/H8mtQKHwz/0R/90eXezR+A/NIv/RLokbVXxWWSfyZWK2hULYZ31GDIQUafiTbGWp/8woE/k9wx3hs07rlw2XmDRv61V+Ey1Ubu0Mcan2DQJgw4/JpoAyONjZ9g4IKDN+69X0Fvb16J19EcjItj+91RjFUbebxTR+WxmFfTJ7EqX8q/1hWeRwyOD+nS1WvpiTbmPKOOyh0tfaZrHIac2amjfKJP+4yYT7Wx3xmLjw83JjHHR+6Vf/AmOGfV0TM0pi8+sPgjj6fmwxE1w/2WD5vF6yw7/s7by8wsaC1YCT4JIvgSYLpprBQrRjCnxo/pgl3nDAOXKR+a+ITLX4G5yQxznec+j/kEa4dL84QzjTecqR9x6AgHD22qsYWmoFloO4vN/GkTv6NHGMXq6Njr/qvGU21gxsdxaulqfXbzMsVa/Zpi5NN0fOPgaDaAqcbGF/dwJ0e5J5e96Lc5T/g0Rrzwmlr+nBGrMNJpysn4Xb9wqQ7v6MOHasUOzs7YVUd+wdLKgfX6fR4X812NzYUHfYr9fea/qw8MtuPXymGqDQ72mDSa4uSHozY1XHwYtqsxDmk85WIcPru2ajPVF4czcGDY69zAVy8m/pUvZ2ncPjXVx7jyeIpBh3DSeqKNsdbmqvGEkzHxoM+O0UaDN7X49FpmioODvMm3CU5c5DCcHaxyeBKjlfu6V63njzxeY8SnqfEljacYjePXutd0/six8Xjt6EyTXb/WXNnhksY7GOLtdbR7kx0csaBxdWKKlTYdj8R47Wv+cnnKxThtt97A8PrD0ZthjlOTe7sam582jnSeGoy0mfpkHH/gTDHwN1Yt7vHlwfAfeUyXHW3wMZ5fdJoanN1609xwdjSGI48ZnB2sM/KPvnHoeCF38B9j02YHh087ORNtf1DqDXOcdnInvPV4+hvdHEZ0x4iunSFeG/0unzOEPwODtppNesfoewYfHM7Q+CwucmY3b2wcbR6vtsathR0ejT1T4zCnR2+8art2Rh6fqfFu7tEjPrtYbja0M2rFGWv8jFjR54w8PktjupyhDb/OwNnNGTwYnDOw6LzrFwxc2vseMpz9e0bunIFxlsbl8UyNL42irb803rGzuOBwhsbx2c3jcHa0qU5Mf4ZvnXvXn7DO8CuMXU7hxG1ylDPaa0nj11oen1GLxaoX/pM4NeYMbWDJvd382x2fT7TZ1RiWN8G8Cev+bcf+f9SYHrt+idHkZ2XuisUZuXMGBm5n1FEYbDeP+eS1xxmvP3bjzZ+02dX6rDV+Fs70J1hoshpdztCGX2fg7OYf387SWC0+w87QeFfb/DhDGxjaGTb9Vv995v6q37i1+3S8T5++Jv/Rj3700V8QTpLV1x5g+WpRf8p+n/nXPm4UfDrg95h8mig5Jlzg+AqFr+D4/aJ+N2YS3PW3dfCZFG9fw/A1ik984hOXF/5Tv9KX1nSa3FDRRus3yvijHdUGBm381II2/etT8S9OLcCJxuKs+Q1VbwBM/+JY3vSfEcnBSbH0NRex8nMqYrXz5vCq8c7XjP1Ug58eKc4TjeUwn/xelRyevnCiKxx542tgE31gGC93aL1zY+a3s+jDP/GeaCNv/JZcv8tOn7Rea9wrPeYTPs/f/syROurDm6M4agN9/H4bUyfwOWrVUeuKNml8hE/1hi78wsX4CR9+0cd/TlicjnDhPwxrym8ZeqxNakV+2ausdzmjHeUDp6+J2icmXIqrOLXG8ZjkMT3wsD/Ye9XSoz7how4/+eSTl/8rwaf+fiv+qKWx34u0xvGZris1Xe5o/cXSUT76Wwfyp/yd3J+oNWoFLDiTfRwXcfK7p3xSf1qfrt3X1jqqFu98WCz/+IaP9ZlG9+WiH5+sB/UCl2m85QuNrQd5NNnHu6etVrQejvijrzpOE1xw6n70KI7+xtOIT7SZaCxXxMnXp9WbSd3CpVjJYz5OapfaiY/ffvbYWqDz0ZpDDz7ZY+g8fSOh/QHGzl5V7nQ/Oq2j8licqoVwjhpdxcrvnsof9W+isXn7/zrETLyPxgkGjd23qaPlzCSPxVqtsLaMn2iDD1/ESQ7jNqnH9hc5jIv1/d73vhf0yNQ+OHIIl4k2rQf32e1Rk/sB+UJnfNhEG+NoK4/lIb8mrx2Mo42m5kx+nxYXJv/4xi95M9Gmfdy+5zXMBAOXM+qofZw+7o3F3n43WZvixB+xonNvZB3BMr91VJzclxh/BIMujE9iZH3KvUndwkWsYOyshfxyz4+X2jVdm7Thl/o+fe+EX2JljXd/M+Fjf3Dvp7bL4eleJY9pjBetJvU4jbvnT5tJ7vg5KfrQ2b3kZH3yRa0Rr9bUROOz6qhYiZP1jtukHsNQ07Xde34/nUhjsW99Ply5+/+e+hfdBOOswt/inVBUIAkoqSomExyJLilgTDZDc8LARxHRdkwANUVtklTmxgWGhPAbhN3cHeUlVvzh32Thr/Mp/HAUgCmevDnD3GjKG0VtUhxxoG8vdKb/mQKc8kYRmZqx1kKxmuIYR2PxYR0vTw7+Ex/FelKoTVecFP7pC0k49Cl3JpsPDFrk0xQDDuNXbRp3a1MOql0wpmuKT9Xjbl4esjz2rzz2ItCamuaNca0H+uyYtUAjf5Ez3R/wsUfxyxqf+sWX3gyZ1vS0EG+1mM4TyyfHqT/Nyy911L45raM4iBONvUE99Qsn6wCWtmN8EqedNwirN3js6Cz/7DPTG2fz00OtwGlHXzhqsePUJzFSc2g8zRk+MT4V62kd7V5pt46msbozraO4iLf7NvGe5p/YVNenujxU+OHvReJlD5/Gy3i1gsZ+MgS/yf1kODSe3lNUI2jMHzVncn+8aiwPJ9Yasi41b6S5t5jcX5Q7NIYz1Vgeqzfq34QHHdLYnofHTr0Qa3HCZ+oTTuWffXyaO9ZmdX36WhEXsaKx+5KpxnAYbbUdo7H1KG7l5ASvvUrdmvpV3TL/zr0SX/gFY4ojTvYp9ybTe8h0lH/0YdO6Ls5w5A7/phYO36Zxao2rN5P6GXf5Zk3RuLXVtSNHOOJNY4+16R4Dg19+pm2KI49h2F+muZMfcPjS84lfrfFp7SsWveb0gcQ0d6yr9Nl5XV8dtT/s+EVXawqOx1MTpzTZwSn/aMyvSf7AaD1N70fpYJ3TBo+pxjDULbmTPlON1Qn1i747HzzeNf+pb3RLTgHwRjfnPZ+YccZzfHoTRCzNizfJMPkLpbhbuG2KMCfFyDgFCQ4u05spiQDDp12+ojn1i0/0xWsnQdPYUeGf+GWsBbdrcNpYFdnpTVAYPt1805veNKYlVjSergMTV0gUWv5pk/yDJW/gMThTq1h7Y2VSqM2rMNKGxl4gT61ibbzNbGJpLAethR2N+WWda9O4yxs5qHYVr4lf1S1/IeQGfBJz8/NDTbe+p3zMjQ+NaTPV2DgYctB/vDJd48WcX+qounW0DuJinxInXKZvNMLR4OCgdnk+Wef48M34qRkrRtanvJneTMERcxrTB6+jGvMBjrGwtKnB8ZcHXry5kZq+iFNHYbGORzkZVw30gc20dlkHYmV/2HlhoeaoxdOaxf/WlPU5vW9LRxoX6ykn42lzRh3tnmByf8MnPoi3+zbx9kJ7YvLGGqcxTM8ndcLccMTdmpyuBeP5RWOPp2ZsNWdSI8xLDzGnsThNf4onjeXgutaP6gzHeGvTf+46XePlDo1f//rXj2oOLrRR0+1TUy5wxKq9aifmuNhbprkn5vi0xvk3zR05bE2xaR1Nm/ya3htfSNz+w58dfeHkkxxSn6dmn+GXN2imfsGIz7SO4s8PXGDwa2LGwfCBzdSf5rU3aKy/Wu7afY9qcfUPN7l0tN6Yqzqq5kzvjc0v96zx6esGXPig/rn/E/epT+LNH2vU4+mbcrRpr3rDG96A4mHjgzymjdetU43h8EX+qVkeT2sXbXqzcqqxcfLP/XF1dLJHyJ30mf4BES5iZX3aG6brM435ZJ/Z0RgXeogR3IkZ1+t6Gk/96v4Ph53XnNVAfk250FTeWOeTfFl1tKbkDtvd91Zcj49/B/0a4fHzxwo8VuCxAo8VeKzAYwUeK/BYgccKPFbgsQKPFXiswGMFHivwWIHHCjxW4LECjxV4rMCrqMCpf9HtUyWfcPlqpk8IJp9I0gKOT05gTT9pSNM+EZp+Chgfn1ZM/7ItLjD4xLcdbWD0F8tTv1Z9Pd4xGuM05WLu3U+D4i9fxIlPUz648Mlfy+/kn/npAm+KI0/WWOXn5IiHT+B2LT6O0zxeNfZ4auZv/Bka82nHcMBH3KfayBs4cnCKwYfitPNXuebHpzq6w6f14JPkHUtbeDuWxjt5DMN+h9Nu7tBY7vBrqjMOxk//6iA98dito7BwKXfCnhzpwbddjfkkVju5Q5tdfWkgd9J4Gm9+VG92tDG2b5rhNLFiRF+cdmwdv6vNbh2lsVjxy3Fixcl9Gz67scJlt47GYWctpA2fzsCRe1ONyz8a+2vP/Dsar3BaV8ZPcxAGn3a0MTdN0njKBYf0nfIxt7H2vPgc1bf+cnhnTYVzhjYwqjlTbfBZNZ7mX34Zv8MFDn0Z/6Z5YzwucsdximNsGns8NfPzCxa/JkZX+bvzrdTmPSN30obGU33x4Rc+O+vK/Okz1Tdt8FArdqx4u+c6Q5vduiVWMBx3+BgLRx7v4LS/7NYKPMKa8jFu1Wcad77gIv92/MIHjjb1iQ/uJ1pXU5+Mg1H+TfnAOKOOrhqL2cT4kC5xmuAY0zfN0meKc9e4U/8zShMQT3HztY6KwV0Tv9w5BQ0OAXvx9XL9X+6aN/a80VOivlzfl7uGD3/cRAvu0STVHxcYvTEC86gZI6Ho4qshOxpL7m5YxWxq/MKnm4aj2phXzMVIgzPBMAZO+jhOFjCNcfBTDTtfKy+PYYmTYnvUwihWsKZW/qXxJP/MjZO1ictUY7HCw3qi8USbVYc1d9bz932MTz7t3JjRxloSb2tikn/FnLb0gTFdD3TFw1flxWuKQ0frgV+TvGleY2Goyc51/r5x0k8eize/xGzCp/loyy9aT7iIlbH0lTc7ecyvda/a4VMO5ueRo3nLYxrDmuRxc4qPPIYziZX/zOipp566edvb3nb5OYKdn5Pil3UgVnJnqrEcloNwJhjGiLfcEfOpxvzhR+sc3sTwgeEnXcSKfxODI1fSeIJhDL/wSeNJ3sAwjrY7dRQfPuEzXeN0ESf+uG+DM1lTcFhY1ufU6CNf6ANvR2PjaewYx6O8zJ/Gk/wz3vzG0ti68nxqYfHrqKUBjfGJy0RjcxsnX6YaxweOnKHztFbkg1rh3m0ac/VPnbAmtDge1ZrGrXFc4ncEp7WAB06TvFn501jcJxr7qTn/+Rk8P/n1nve854grX9Z31RifiTZ40Ef+lceT2gWDrsVbzHas3OHXUeOT2FhP8ninjtK4vQqnHW1oQuMJBg2KExxcJtrAoI+GCwyPj5ox4m2vo7H77AlO88obfOTwFCdO0zoaF/GBIYcmsYo/rfkkVpO1iU8a03kaKzi4nFFH+UYTfsHLV3Pcx+rvuLtXmY9ftIEFM/z7cKmPn9IQbz6Vg107csSluiNuk9yBUR2VN5M9Jg1gtVeJ1cRgqX+4aFPjk/sJdQLORJuXmvt1t47OfnDmDkQFX0L4DRlFycKdLF44aMEyfhJI9GD4TaYSasIFTn61oZUkrh0xvz+DEz64THCM73eQJKZkmODASF9cpkmFj3jDyK8jmtS33+bxfLrgjPXbR+KEC10mMacLDG26keFiPD7FGqejRl84xWq6Fsy7agxnkjdw5I5W7k00DoNvdJlogwt9aMz4M9Fn1RjGTv6VOzBxmWhDk9anDWSCQQ84Wr8HNtWGL9Z4cZrmDS7pw68JDi7lcTk8xcEHlni3Rul2X8OFP7QJYyePz6ij+GRTLsafUUfpk8ZiVb2I332PTz/99M3v/M7v3HzgAx+4eeKJJ27e+9733nfol/Urj8WaNtN1Vf4BLwe/bKJ7PhErLYwJH3WCxhqfpvt4cWod4HTUijefduuo/IPH0ucoHz5VR3deAK4a03eyrtLGGucPnEm8w8HJY3V0atUKsSruR7HKPfHa3avSeUdjmnTPv7PGcYnP5M0iOuJSHbU/0HmyV60at89McPiDD12Mn9SK8s9vjRqPzwSHPtZCmkzqTRrLY77taAyDzmwnb2DYH2hiTU208Sb3hz70oUv+vPWtb735hV/4hQuvyT/tVXQu7hMc+tIobab5B4fRZaKNsXKQXzu5A2ON+U4dXfeq9MHziNFF7jhO743NF4YjffE5aq1xGhuvTeINhz+axzt1FBcYu9rQRbymdSufwqDLZB8XE1j2KnGa3uPAwSV7tesoffklXt3nTHIHDgzaTOsoTXBpn2l/SKsjR79DzfCZ4uCi5mgwpvdca93CR5tY2uxonE+OjF9TEydGl2nNeam5j1fBl0K6PS+hEdxJTPDGE25n8cPBp6ScLDYYLL96fDk5+Ic2YezwGUz9FUNoXFHc4WJsyb2DkzZfQfTgCThyB5cdPgenvbO7+Xc1hrHG6s6J7nly1XhHG3yM38G4J+VX7IbD6tcrDrijA4yzNG7TMA3MieWT8VOMybx3jcFF29mYw80vzz2emHHrmtrBoe2OX/njCGvKJT3OqKPTm57rWJxRR9NlR+NrXjvP8TlD47Xe7MS8WgFjilPewZpirJq2d67n7vvY/Pi0Pu877q5+ax5P/TJOrNLornnuc854bUeb+8xznz5pPNVkneMMjdMWnx1Oxq41Z+X5ajzOr5258wnGjj5xgdHjCS9j1T84U4tDHxzBnFp1YpePvKn+TbGMz5cpBh2M3dV4qudd49qr8NrxizbitYMDIw4d7+L8SueMPSN31PMzanp1C+9y6JV8uL5unFYeX1+/73PaxGeqsXG4nHnfRuepnRVvPsHKvwkfY4tReBMcY2BVKzx+Nc38Z9RRmoj1bu6s2uzoEg6MHY37IAzGFMc4GtNoJ3deS3tVPu2s7zW+cM7CWnFP/ekSnzR4V77/oZQIAnrUfJrjU0B/NcBpyTExY/tfnkuuCQ4+/NJK+AmOT+98SlWSTxYMDv530o9//OOXT0hpM9FHrPDpEziLZ2o0hrMuwKNYYo2T1k3MUQz9i9OOxp///OdvtM9+9rMXjX07YWI04deOxsZaC8VqRxsYaSxnJvlHB58g07nxkzXuf5v+whe+cPPCCy9c8tdXiyZGn/yi00QfdYIufJpixN36hrV+Gt21+x75ZDy/+JPO9x1fP/8TslrxqU996lJHffXqKBZtNP+zt7Hd5DXHfY8w+NX63Kmj1hR9yuGjPuGMjzzuf4uGMcHhj/2usTt1lMZ47exVfJLD2mRfKJ7FaaeO8gUP+0N7Qzo1z32OL7744s2TTz5588Y3vvHy9cE3v/nN9xl2Zx/xxqk8nvBZ96py8M7JXuFka7z62fEVhn3Z5eq5eBk/zT8+Pffcc5f9Ci+14qi1V+FC40ktbs5qOv+KVdfue1zraC8o7zt27ceXdc+baGy8vwp69tlnL7UCn4k+1lT7C0w4U4PDN2ugdhQrbeQPfyY5bM5w5A4fJ7UrXZ555pkLnjdjJ+tz1Rifnb1KHsOIx6TeyGO+0RjOjsb9ZRrNJzi4aO4rxGzHr2oxvOka5wd9yz/PJxqredYTneky0cbcfNnV2E+XqBP08TX5H/3RHwU9Mlz4tKsxbeRytW+iMQw642N8WEcdS2P557EcPGp4+Ek0Wrt/81NHU5N/u7lDkzTeuedf6yh/JtrQVA2Uf+I0wTA3HK+j6fy5z33u8rNzk7zBxfqm884+jg+dd+soDOuqmjXxiT786p6/Our8EYPh/hgfrZ/nOIJRX/pa43GZ+EVjOZg+u2s8btN6XB6L2c66+uIXv3ipXeueF7cjR3Vnd686s45a4zRik1iJN5802kzuadPvk5/85OU9IXnoPbdp3QlvPZ76RrfktnF4weSFkuS8Ti6iXrcItbAsNi+OFUd9/V7LmujEvQuj8fAqasTzWBDXImk8W3H0C6Ojc/xSsL0x57emMn3W8R7rn4XR+f9l786WbVuqco+v8wDeWFEIuEDqSoQbA0O9En0MXsAbX4BHIEKewDv0FbwSQyO8EEIsAMHNZm8sUazLqzN/ffPfNjtjzjVH5jhx9jkxW0RfffTMll9+7Wsts/cxxpxz2fB9wCcWfBz5GGPsGU/79MGlD69w8RA+H8QbH5bxbGLwSV+Lhq/COvuE1fk1pP/GMk5xv/TSS8dNWq5nvo1jje+sbc4FxweeFp3j/Le8Guf8UFy4yNN3vvOdY5HQuU3bnKzxE1N7fLTDoPF3v/vdI98+hK2fb2PDqu3sY0NzE2oTUMdnn7Cc4dXf2Vg3Q+tKrrqR1d/4uLjO8omfD+7TGM7c2MKJx3045vFgaC3Q1xxzc5s48/WZC237sNvD/PlD2MYWVzFMHG00sa7EZd+YOBOj8domhmsYYpJ36yuM/PgwXFi4XudTO11gqR/5vq/+wjKOhQO7Na52rIV0nj5xmOf64Wm3xnH59re/fXxh4+9Iw8oaOzXWF45+a0oN2kfVi70mPnz5sOIJU1s49YvL2mxdTZ9wGg+v8Z314WOv8ODhgwxcznzCcI7XeS4PPtbVK6+88nqeLq2HF2ljXX79619/net9a/yMM/noExeN8VIzj91HzzjWlH3H0ZdHU78XaQMPF3G1xul7Xx2/SGM5f/nll4+6cf+dGqdJZ3Oz+Hqtz771u7/7u8cH3e5573rXu3S9bjOmXtcZVhrjQhtcxCQ21ri4uM7CyM+6tN9YX+e/1xdOZ3jZxKExfemMB5s5dx2X+zDMYX1bC/IOp5+0NJ5NjIdioon644PnD/3QD/2PPJzjye+1WV7TrzVljcOjDazibv44dQ0jH6+129OtTzqr4zTSz8Lo/Frrf+PAUHt0gTX30Xz5XDrOXOQ5jdXLfc9KkwtcFpZ7k1g8G4vHPjG/QL/EQ1vj40xjXNQOfXpWyq95cWHhep1P7e5R8sTHujzvo5cwJo5xxuNjjfZM0ZpqnjjM85kLHLnCybzzmWuOm68nF6/dp7xJ8iGh+5T6m+vBWPaiuPTjgY/DnoNvnCeHXh/Ad/9MH2tc7clVNXPWuPHO8YI1cXo/5D4Op31i+oRzCQOedvUiT4w/jc4YjQ+v/sZ4VpKrP/7jPz7WV2uT3/SFE4Yzq79r916xyRmch+omXhPHa+vBfuO9YjWjludck0evJ442zyRybq3Td75X5Fs8nbWx5vFaH23kKb+pMZ/mn2ftLCz3BH++xH7hb5b+9E//9GsO3/vXWNYcrhvbOR9c7IPWhtqZ998zBrwsHNfq2BqncfHM/bhY4mPM5NQ1DDrjg0dY+lnjO7/W+t+6uIarBj0Dqhuve09Uf3zmecaj3VhrU85hvPWtbz2my48Pi0vX2vLxWrv6cx9WOzSmTT76z8clDNo4vAexb80abp4zjuvmyYe2YnLob03oZ2GIq2vncPSrFevyW9/61tHe3jV9wpnnieO1uqGN/U9s/YDCxOEHI51dMz5hW+P2LTG539U/cWY8xmXTR0z2QLXj/mudP7TnNH8YMHHpPVX1+6J8xycc1/jC8tmJc3maPua7FFc++mHRRs7Usfd45/7imGdj89MuV/YdR+9hHrpXhXXGsa7sW6+++uqxh9pHp8bl2fhimxhea1fH9+2jxrI4hCWeGRMc2qpj+3LPo8fg0/iw9E0M1/o8U6hh8T20PovPOBaW17jY/+SLxmyu8zgUj36vJ4ZrPDyX2G8e2kcnHqyJg6dY3IPlnu98Vmpu7Xy7nhj61F3r2/rqs5NjwN0/cUgX12F0zsda6N5gnaudW9n1X4U+MLNEEt8bwXe84x1HEmwCc0OxGAk7jU8JLwFwJJMYHjRbdESBkfjhhMEvH4lUWNqIZsP22mG8A+fMuLjiUz/xFRdOksmn+cSCDzOe6TOHM4ODiw0SFi4O/Y7G8ZkmdjzC4cfHorWZOLuGX9F4PfUp3lk0+o3tJm+MAjVPOHzKU/z04+PQRjuFLk9e09fmP33iEwY+9OPDzGEsfTNzN5e2MJwz48PKhxZuZOIq13DM1/z49tq4s8a40EaeHDDxEVfmGpf4wHB04+PHJ41xgeuhNd58tDlYnIqbnzY46q5c+QAijY2jHx7haKv2VJAExQAAQABJREFUYLF81F+c/WexOOdjLtrUb9y5dvjQQ+3JV2tFfLCMLZ/GZ3DSDwau1lEaV8dwsvs0VsfwGBx8qh2xaEvjdMEJv6w8xVncaQwDpnng5DPjCosvDVixwxGPQ67053PWGI45OmDwoYs6tnfBYee48eGbwSoubXQQl/HwnMVVTPnE2zWMOY++MHqz7gYdhjw03nzpAqva4JN2eKhjXOTfXPyME0t+xZUudK7fuNaCmyEfczinH86ZcfpgOLvmB0euxOU/fMKDT1zU39TYHA6cJ4Y15Q0gXfR7COIDx0GXNIpTXOJjLod8w/bA4WAwtaVNGM7hxJmPukkHD73mcDD95mEwWf2wikudwLGu1JS+9Gkcn0wbnuVcOw585JzG7uFi4sOMkSfnMMWBDx+vGb784KWTOMxX3Nq1TcOZDzz4+vFxrxKTNxZx4XMpT8Wkn8Fw0CXeb3rTmw4e+eB5qf7CgmMsLuoPnx56Ww/5TH3ECgP3+nG2F6tBZziOfPhNDNf3aVyu6OaALSZzMteOmSvzwHOkb/soba0rPmmTfs4Z/ObURj/96i8d7aMw+OVzjguOg4YwHGkz99E46xePucQkBgZj6sfHfkVjsYlrrnFj1F9zumZxCZePPQcna8JrY9LPPGcMOOKBlcZw0pi/vPGZ2ogJHmt++vFjxumH48zfePPwi0f6Twz9Dprxow0cGlsL+nrDxCf86uYgcPdP+xtsPvSQc1jM3tX6NI+4w3A2bmrDB1980thrz7XpxydtislcYsdbW/14WOdyRWNc0pgPPtOMNw8f/MwlJhiw+pKZn0M/vzSG5RqGuZxZOGkMR9xqNB/6FZsx2h3lW5t5xGK/Mb+57IFeM+PF5Jw2zuWJj/5q2D0PZvdOnGe+aGYOBuesHw3dx4uln6idfM7a6BMXLNgOfKxN9eeZVhu/mYdz7YThzPS3VxhPF8+ixcMHl+Z0LSbz8EkvOGqOxtrCirdruXJMwxUXfs1RHeavr3n0dYQDg4+DyaOx6s84efT+w2u++chTZu54pLE+PvQRVx8WVRfNg4/xzBxw2keLW/3FB7571axR+sGbOOJJH9h88FE7OJhD7fAzp5hhOKbN9YIrHHwcuMDEJf3S1zmb2mgrdmtT3vGmMTyci2XWsXH6HHSKK33tf+Kyj5oLHz5w8U1jbcy5PLgWOx7to/rxCScfc8LS78DXfF7rowUca4puct57PH5pw3eaecLhgzOcdIZrLn4sHnhn9C/n4oYDgy7xwgkOPxiONBYDw4PGfCYObcTVe7Pi4oOH+bye1vtS7eaRKxh96B4XY3CpBl2HhTNueMUXFhw+no97DsyHHw2LCV5zlSt86Zvu/M9xa5tGk/Qxh2Puo3MvTmMc6c/iE4YzC2fqIyZ82MTo2liHuODyoYuc22/0aetL9OK+pHH1ZwwufMQFR5/7g1zGhy784uI880RbBx9f2BiHW8/8kzOsWTvFZV78GS7VH421w3R4bR44XjvESv/Wizb99LWPusZ3vpcxD4762MSJr3Y4acPH3D0rpTn9HGHhYz79TLxqQkxqEE9ziwdvZnwaHg13/+hz8GPFLed8Hbe212a6ESoBCsCvyysqBfrud7/7SIaAtCu8gjfGh+I2ZBuqbzQdPUhJCDHf9773Hdhe+wk6yS5BEujXmm1e5iSYb+0Up2T65hYmDEVhHjcnPPgxWI63v/3tR8I9UHqAksR+Yhn/P/iDPzgKXaHa6HwD5turCgKGBaXvLW95y5FEGP7UCM7irjBsbnzE6Pjyl7/8Og9+Ck9Mvm12rZjoZzxdfaGAoznNp3DSzkJg9HB88IMffH0j8VNF4ofDz2Zkfhoq5HOe4CtyC1zcckVjseOAl2ub9vPnz1/nbQ78fKMGQ64thne+852vf3khR8Y5Z3zEbT7jcPTNk3lw00YbefTTfdrM76cgnC02vvTl5z90kR8x8ilXNFUP5vHArh1XXIwXs2/f5G3qp/7M4+Cj/ujGx2smT3h3iEkt9uv35lY35oqPuNQDfems1tVoP/mCB03f//73H7HT03hzOOPiEJOa6cNsGPrli1Z8zK/G+5Ydtp/oE5M+XNQYrPe+973HOO1+LRgvBy60E7sHLmPl0pqidfuBPOHsWqzFjbc269Nr/7s8btr6dg8vbWrbHP4zuh4I6CI2B772HmNxkntrwYdsDu1wHPJkTcgJHw9Rvj2God8af35Xx/LAz3g+9qQw8Hnzm9/87G1ve9sxrzq3Fmgsdlj0hGH/Y/L/1a9+9TjTIa5qHV/60dT6hOHwk1MwzKOWtcklzeAVlxx84AMfOGLSRmO5oI2axF/uPvaxj73ug689gB+jb3ux+MSk/vXjK680aB9VH82h3byZNS7vDhzkV76qdVysBXUun+Lm8/LdT9yWB5o4+Kk3/dWFWvQte+tFLuhh3dprM/UOw1pwwBGX9UlvfOSJtmqLjrBxpRkfhmP76JyHfvz76SC5sd/QBhb98HYwGskn3tYffGPp57X80lTNwLCvpw1O09yrYOGOh7WSfvxg0dfehqNat7953T6q33ga2zdh0E+MtHFtPK58tMHtzwPIFSx5FpNa1oYzLnjxt75o8JGPfOQIAQdrwZwOY9QfnbvXa7MWypV12D0H7/bU9gE8HMz6FRf9xCJ2HPBKT7XOR13MPLXG7X3VKExzO2Dh5rBOaGO/NbcY3R/Ep1+b+qOPvdZ1+uGlHtUfnnJp3fChSXuFa/PgShs1pN9asLbUDR+5oVEa40w/czjwoZm6UqP01kY/NSdu+cbP/lFtiMVe4dDHD4cPfehDBwbM9FP//O3F4lPH4nKtxs1jXcFguNivrV9t9Gs9iIdpp6F84QtXXM58tMmV9WkPlF9r/Bvf+MbRj89XvvKVI08wxE0z8dCLluLBEcaHP/zh45qmaYOXefjiz4c/btZUdeU6HM8m8s7UDG3wNB53c+HioI058AkXlntvewnt+JgPN/3WobpSw8bBVhNi0+9QO3L5/G5N8JFj+TWXfIq9vcT6LRZ1GYYYYNgL5BN/GvPxGo6cqGO11T4qLmvGnMXlrEbdlxy4FLu41Co8+uFmrD3A3s7kwTjxWBP0w0XM5qKXMdYhHnS2r3QfUqtwMzWBNyw8iss8Ds8D6tP+hrs5cJ5r3D7RXqJG7Hs9J6pRaxmGOqahGOnmHpaJHQY/eYAvn/ItHrhqWg3R2Bkf66XakC/xqzv6uYZrfnmlocNY+HKqPtQC/fA2Bq72j3/844dW2uw3MGhkLJ3g0k5c7V24Wm+tzXJlLrrTzyE21nzqSh3Dliu15bUciME+Ky75Uh/WMP3oSBuv+dCu+5lY5YE/gyN2z1Pmw1G/WNojtZnfXmtu5p5ojnzUlPG4iA+u3IhJ/Lh1f5JvOdGm9uwD/IvL+pV3GpqbxtaN+Wit9t1f1DCt5Bu/qV91RT+48mkudeHaOBrgbK2b3zzyNDWWSxrLJS7GqP9ix8V+Xe3RFx/7G1/z0EY//VzDTxtzaqORMe21NOZDI/nEma64PL9b52LH2VoQW3WontSqvNMAF5qJW7t+h3nwqv7o5zCPw3tvMasd43AzDxyGs5jUsNphagYfOLQKi8awaEYfa6Q+2NY3DcWkXx6tLfrxk5Mw7G1wPLuYhzbFpL48z7vGj350wYtWtLSevfeyD/Kxb2nj4xp+e4n1Lm6111x9jgKjfdTapbE6jgssOOoYJhxxyQdtxO1eRbv2UTyaD19GfzVo/dIGT9qIm097sVyrdXXksIZxcDD95oFlzcqlezlN8LG3qC33V9owXPmZc9aO96XM/HKDFz70tq57r22MmNLYGPmkEW34qiExqyv64eZsTu8/9POjrzZYxQXHfqPW5cJcaWgufsaqHXWKozz2vICLGNQfXdQgPdSMWHBRg+qVtnLBB455aGZ8GtPPXuIMW0zqlK8x9IRvHzDOYZ312tkawMUeKD4c5BKGsbRWT/DF7TVdYLc29TnSDx8x6Ve/4ai/nsnsLfYyNYqH8ec8uR+2l8DQby26z6gvucAHZ/OYz2smjw6x09Rhfv0OGssTndWpPVIdq3Vz4UMbsYiLmds4seWjDUfrk4nFZwba0xlHfK09ta795bv3ZvjCorG1Lz65MCd865wGuOlT357b4LlWm+a2ZvDVb23JpdiYvUR9i40Pw0V9qkNtMNQojdSvmmpNHgNu8M9NP+hOWGeBEgxxRcUsEO2JXeDTxwJ2LVGK0GsFTljjJYRINlTjzUVgfvqYs4QZI2H6HAonLm4SMIxnccFZIlk8zScZClRyjCsRitlmACcMc4kj48tH0mHoNw8+DH9jS7w2eHjAFzcfOIrEtQKFIU5z6dcOE1/jmHgd+pgzPfnTGCZfOGHwOedJm/noxmjsGk+bGhy6aEs/vmK1kDPj9McHX7HLdSbGtOHHX0z4prG25uEjRhq7iVhUuFSDcNWCuflYuAx3HMVfv7mNt2Cd8adXfI1z3eblmm6wq1Ft5nadNrjCTj94OPKZtaOtuOB6LTeMxh6aw9BGJxjVNVz9aiLOXptbDZuLuYnJVT7G01hc+ZivufiZh35w3IhwNT+eDAa90pi/cWJoHm3GdTNMY3PzyQ/f6hJ2MZojHzheW1MMD+PSr9oSR2OcxQSP0UY9GGfD124dGiun+TgXJwx+Uz9zwJBvfNSqa7lrbnhubGmsfeZbbOaVG7q4ofM3TzHgQGN1AAcPONrhex2ufjxgGW8MP/0MjjnTq/nzMUYdu3ZTw0M8OPJl9LMmG3M03v0jd9UOfDUlFrWDlxoxfxrzde2hER6O5oHP4HttXDdf67Aa5AOLz9xvYMFxwOTjNS5q0E24PKUfTcWJE67M62LmJyZcYIoJd/rInT58mTb+9GD8cUxzfWJg7lX6XPOnP0ubGZd22PqYM43lS8wO+sBj6YkzP/3MPHHB2Zzq3z7avTM+/GmDczjaYMGgq37XcMxPM2sCBm54MH7WvH22/ZivQx/jS0/50S4Wc+BcveGi33zm7ZCPtOFrDM7WgzHyS7/0uZQn4/XHGQbO9gnzMHNrz/BIm3xgpDEsfPh4E6J2cKGPs/40bq+Ao21ygWFuuRQPjY0PIz70o7GD8RWX8cx8xsDxfIK/efBJPz70xFmuXDv0lyv6aTOPZxPz8Be3dkYnr+UwM5/rfFyLy9qMs7oxP+MH+1w7uMTXmX+5gtU+aiwM9SRu1zMm7XFx5oOHHNBYnOpa3Pnhl2Y46oODRz5ixMkbQf4wxFoe9HmtzZgO+uVjDnmijxpkNJ768Z81AAeftDcGN/OLy/5mTvNXo3jztxezYuDDl9HNvHDcXzy/qTV1k8Z4G0M7nKoVZz5dG8MHF/dOc4vReHPjI3/WLuOrz/xwGF5yIyZ7Oow0zod+02Zc5mBpYX75xqlnfnPiLCZt7aP4iCF8frSUG28W4ajF6YOTueaeDsc4caWN17jImTemYoJjLB8x4ONcjvU5is/Z/DDow88Y5zQ2Dx8aMtjhHw13/+BBJzje3JrDGLltbnPpF3v6mIM2+hx8jfN8QwfH1IZP+oWBA47VKG64mAeXucbhM/PiyKd7DI2Nw0c/w6Waco2LNcpwYWobBv2YGCcGP7mBqWZw0E8bvkycrvmYr4PmeLLiMl6/dlxgxEXu+NEj89p8jJ/X4upeJWY4xmYzT9rMR9/JBWe1LlfWuBrALS4wxMQvjbXByMfZuJlLY/DRlx/9aOdg5a/Y+Rkjdj7mbP44i884cfDn68y3efCXRz6ecfioEZrlQ8/0OMjc/WOOGTtNaYxLexN+6ofFwxov1+bSjw/DHyZ9cHHAVBNxhlMd4Y2jQ3t8YcHQxrpXwQpHOxxx0MlYfa7TSdxp7HmgtUCrOOPLf+YFFv2aH45887U2aeT9x1k/fGDRh+k3F4MPxzj7qNjVojHVuhwYe75XGSeudIJrDbtXee5qH53apIlzehjvYNro6ZlNvmHwhS1u/ebko53hZjw+4mFpY4z3Va5xE1M+NDjHBcdc5UHsrqtb88tX+vHTTzNYHWcf4/nYRz274c8HLwbHa3Usp+lhnmoHNh81yN/7BxrIFTMGP+ssHs5igKOPj7G0oIOcw3QUNx9zmseZwWH80g+uNaR2fOEH1+t8aA8jnWHArh8e/vz42Pu81n9+loQtTnN3fzB//IyDL3Y46q8aEZd5+fDH0VrhD8/c+hkf41zX1vp0XQz42YtdO/DD2/jGtsY9b8m/eXDBmxlDP+PLuRxpn3N73f6nDz9x5NM6wDPDxcH48cdZ/eFDH5zg3cpuh3RiRCTJnxs2F9dEZURkritQQROBeDZ9AcNpIUiW626qMBKrRDq3MHzTAs8Y8+hjEmocMeOh3fz5xMlYGxs/mxsffcbD1DYxYJYkPnz5eFhgko5fOsTDAg/HGY/mCYd+ikH84oKFT/p4zRc+0+6YJh7Fiw8Mxci/uI2feWosLi0EvsY620i8tnic+bG4K/7iwiUMPjTQJs+ZuacPHNjlnJ9507hrGqsZtUOX4tKfBja3uDjHx3nGDYeJZy5SPq7p52DajE8/bWKA780JDIe2OBtD87QyhrmuDZ58iqO1IEb9xjP6wayWtBk39fPa3DSOsxim5jAvaTxjMqf5YVgPeMHgo8/ZNS3EHsf6XesTNz+83Fi9hpu/GPA1zznnkw8cY9w8GB2MS5/WBfyMv348GN3MQw9zwceluuQDR7vzNNdxhmluD3XFCxPHTDuNzZc+xjlYc1ifTM7Va2vKXHzE4wyn+as/Z23mNd7Bj9biKm74cMXgzPS5DqOYzGWNyzcMPtpY/s6Z+emXj7m1iV3dwD/jyJ247IGMvzYHg2UO49wIPVDAw6m5+Ro39xtjtYtFXzh0ZdanPDn08cGPftUGP23F45yefTnS+sZPH3+m3TWeGT7aGCw+2s73Km1sclc3DE9x5+OMr3n4OFoL+evHLwztxoWB84zLeqiGW0PFdcZJE7wcOKtjrz2w0hOfTPtcC9phO8LA0/zGwRevGKp/ftr1a2fF5rq40hi2N29iNDdO5eFSnprzAL77ByYM8zePuas/fNKvfmPhxMU1DPpZC9anGOUNH1Zc6XM03v0DI21gmNuzADOf8e0dR+PdP93r4xM2Tpm53TOZOcQDSw6ZMdXoxOGLB9PPxGRtGttaMJ7RTXtxasOjHLj2Wlzw4tS1fmZM2sQHj2Iyhzn5OHvT7zXMfJzxEGsYYRsTZz40FhM/1+EeZO7+oZ/YzveqmXO1Y344YpRzPNMvbZyb25lvPl53r8LFaxrDbgyfxsXPuXavzUtTexc+5sSND6vO7KMZTOPSln60q958gOA1XH3xgQ2PNrU58ykumuIhT/qMgaPftTlpPvXVbv7m4iMGmsByjY+YyoPXMPVl4UwfffKjz1EdNxe9tclBtRMXY81hLj6eB3DCBT9+LKzzvUq7seaFwz8usLymhRjSh16uxd04OMw1Mz+uPqShbTUbD/Nc0tj4MMqtMcVoDE7FxReX9DG3tlmjXhebWB34OOcPb2Jol6PiMr557KFzjdPDnHGEIwdZc/OBR5s+EOaDi2OaOGGUbxhpB4fRgXmmUNMdeDbXjDMsesy4xCkG+46xcOqHX761Z8akn7by6d7LzCF/zgyf9IuHdvM0V5zTj85hFLN58TBfOGkDj7k2To7cHxgd6B6ONvpZ4+E0/+RjHDwfpJnTYX6xsLSx1sJ2xjOjgXuLsTSGJ0bXjSkncDJ+U2OvxeB9dBzxa4w2ePN9vWtc8y/X9IEvfrU2c873rDFO/OHFGQbt7APOeMDil4WDJyum+NBAH8zqmDZiDYc2eM9a4m/sxImDe4PXcIyJb1p2xgduuWoO42gsV17LcWP4wJv3Kjg0zgcnY+RKDN5zqjXX+uLDB17xw9FXv3P7gPecMPgaB1e/OeHSedpZG744/uXdT8waLy4+xa4PZtdx4VMe+MChqTYHPtqZa33VnxwwHMN1hmF+69v6xB+OuRiNvOYzzVhYxjv4qEHmPqP+4GTNEw/tOMJ3Zl6bny+NjacljcqVOWmvbZpY+TAatA7tFa7x55NulzDEEAb8cJzFq00NwM7PuXVVbNqKSSzGmt++o/7ECAOefoe4vC/tOSdtitG1cdZBPuZNcxgMxrzfNX98XRvj3A8FpDGerJjEXUz8w+CTvr0HNpY24sjEZ8zkww9uxr99yt5Fn+LLZ/f8v+6CeK36d5HuxlskfWPm2x8BTGEeO4UgBQxL4UnCiglNIontKInXYMHABxdFet5Qr8HyoCouBYLLija+9fBTQV/4whee/eIv/uLx6wgV3DVcLBYxyREuNoBVo3F5WomJxn0JgIPFvGoWiTpUM6sa+1BPrmy0fuVoNefqBc7cJK+Nq7VgMxFPm9q1OPxp3HKH00Z8LZYHVoe6k++VnHsAdzP0MOVXgOZPNl3Dhz5yzsSzoo9NWK5obDO36a6ahwVrHJ4bqZxda8a3Pj2krOhrTvl2+LUg+vq1rRWjj3zRdmcvhiNXu/uodQnLPiHncrZiNPahOY3njfcaLOtbDeNiD3SfWbX20e4P1+JY29Zla3zlvtCc4rKPetBc3UdhybV7ljW1eo/54he/+Oyzn/3ss5/7uZ87ftX053/+56N59RkX66n9b6V27FuZNb6CYbz9xn5BY5xW9go1TGO5ku9VjT0L+LNerXG/fnittY+KiSY793H1B4+lz7V83BusB7G5h6/e72hLY1rTd2Vd4SHffvWatn66Z2UvtbbxaZ3v3KvCsPepv5U6pjFd7OveyK3UsLxWw2LzTLqiTXn6vd/7veMn/PwKrFxdG1cat7bcH1bNXiG23sit1CCNYbiXd59Z4UMf64om8rRyz7MmHb6UtRZ6PrlWY/zdN9v3VvKUBmrPnqP+8FjR2NqkMXMPV4Mr5tlNzmlD3xUcv3r+G7/xGweO9x+//Mu/vELlGONZiSbyLa4VbQDRl0bud3K2ggNDDTLPSqv3KvUnLjE5Vvfj/syCeD760Y8evFb+UX/WKOt957U4dHHYk31QhdOKtY/au3pPfi0OfcXj2Vg8K3uxOa2F/hyI3J//U9VreOGC0+p7cXOJi8b2UfvxytqEI0dhqL+VtQCHeV8lT6vPSu5V3t+17/nzFCt7MS7uDdWfmFbikqP2QHvF6hpXx/ZRe9bqPiom5oNu66kfbnqt9bp/fSZEDzUjV6vr07Oow71qVeO5j9JX/ayYXNlHjRfXynqAoWbkS92t1jH+/rQLHM/7nt123kuf9bj+U5gzwriW/MgpzpWFAm7emFcLKhyb9C4XcfTgMsK9+qVCwmVnc/Sw4QHR30tyM1vVGAe5ou8qRgLQeAdHvlc3xDh0pjEu4lvd8L3Zh2PBrTxExYWuuxrDKFer8cRnbog7WPjIF51XcaoZ+tJ51eizWztiSONVHo2DU86cV8w4+wSNVjHMK98eNnyRsKMxfYxfuREWPwyx4CS2HZNvD3jwVuvP/OpXXLsae2gWF7wdsxaqnxUcWtCWNrsmHlwct9AYzo7RFqedGjS//Vi+d2pnd79JB7mi7Y7G7cHOOxrj4k0SfVc1Lhb67NQMfSaH1fVpnLjsozt8WtfwVjU2Tu298+5vt3ozMOOrHh57htUe+Ngxl/yKZVVfmHRN4x0cGtMERnpf4vxQW+No3DPcSt6NSZvOD837UJ880UdcK1xgx0cd7/Chzy3uMWJxz8NlJ65b7MX0UTc0wmXV5Kj66byChcOuxu7fPpRzv3PsWPcqMa3Wn/npI66dfLcO4O1oLI5ZO/CuNbXrwybPfzu6mFf99cy1WoP0aP/b4WP+cFb3CvPjY7+Rs1XDxfsPGD7A2jH5tiZ2TFw0EddO/U2MnVyJZXdPN7+92HmXi7qhy84aNzZ9VuuPLnDsN3PP0L5i7VsrYxvjeYK+6VP7tWcasx2NpyY7dSwe2sBYxRFHdbNbf/5sizUOb6d2LuXkpj/RfWmCp7bbKuA//PHNx6/92q89+8xnPnN8E71zM7otuye0JwWeFHhS4EmBJwVup8CXvvSlZ5/73OeefepTnzr+Y5ZPfOITtwN/QnpS4EmBJwWeFHhS4A2igN+s+fznP398GOK38D796U+/QZg90XhS4EmBJwWeFHhS4P8tBfZ+zOoUq2/t/Fi+XzPxq5mrn8z71QdYfnrZN9orP43oG1aHX1WG4Zvtvk050X7wEgYufl3A2a/qrX5z4dddxObbyb4FeXDyC53mdvjmA5Zj5YNuPw1OX9+cOHBasTTGAYbztfrAmL8O7hvKVfNrZGLr28CVb4b6VQza+sZ1pW7wVy/4+LYMD5yuNb8a4tet1B9tfbO4ajSmNfNNu2/jVow+Dmuq+rkWR47o41A3/eTJtTj08StXTDziutbSWEwwdn79xv4HzyFXK/XXrzHKeb/GeO2aokH6wqGv+rsWR72Ipf9cBMZK3cDBx54Dr18zvjZX7RX2P/cF+q7wMV4NWhM0trauxcHF+na/U3f2iZU1DofRGMbOPkrfzN61auJSh3FZqWNxwaCPNeU+fK3G8Zev6rm2a8/49Ovy8rRyrzLnrfZRe4U9Bxf64nOtGU+XnitW91Hj7aO3uFfdYh/1rCTnzD668hMnas8ax6dfFb12/zM/DFg0oq81ca11T1A73e9W1lT7Fk7qeefXcd0XYODhWFmbao829p1+yndF43JFY3vgyt5FG4f9pjytaEwTNVPOV/90CZye+XsWWNWYzvaL7jMrGqsZ+zpt6LLy08LVsT9JYHz3zhU+8kQPx+pP1tJYTPLlHmOfWNkr1K98M/vxzjO/nNPGfr6iMQ70xEfed8yvpjOaWFMr9We8vYJG8gRrZV3BUINMDTpWzBq3j4oFl5XPB9QxPvYbWu8886s/OKxn0mvjUr/tpfbRlRo25y320dY4ja0Fx8r6tjZpjJOc2StWcIxVx3j1+csKDn1391ExqWHPSnJtja+sBTiO/lzhzvtx94X0kKsVw0Udiw0X9bdSg9aBI32s8bhdw0uedvfRNPbMb6+wrlb3P39LXRzuC91nromHLz72UAeN1c2KxrfaR60n60pM6nhlP4YhHmfaimvVeuani2fkFW3um3vtk6570GxoCtzfs+kmco/rg80WigVno4WzagpLkdsIuhFdiwWjhasoWjzX4vDHQzLFpjBWzGKz8c8H8RUcGwl9ccJnxdLCA+u82a9gGd8Bd9UsOnHtaKyGfUGijuGtmrpJY/laMXUiFnVDnx2T6zRWQ6sWH+t9dV3hYm3SeCcucRQTzBWDISZ5d+yYPOMj76trnKbqjj6rGGIoJn+L0BpdWVfG4GA94LRaN3B291EYDmuBvvBcr5hx9BGXOl7BMYYm3vS3r69wMQaWHKnh1TUFR0xqcOe+CQeP3X1UrbjP0BinFY1xMQ6WPDlWDIZDTNb4Tu203zivxiQGmnimkLPVnBtbrla1wUWe7MW+bKHRirWP3uJeZV2l8+oeSNNb7KO0gUMXOVsxXKxJf09Tzldzpd7kXA3Tecfg4CS+1TouLveq1RoWQ7kS0+reBUNMNFbHXq/Elcbdx1c1hgNDvnFbvXeqf7HQWN2sxCQGecalnK/E1T7c397d4dNebG2txmSc8e6dOxrTpP2GTquGA41xWl3jzW38LkbPtPis1h8+6k++aLO6H8NI4524xIGL+97OXqFm/OfUPmzcMdoWl/yvGD3gqJ1Vfc0rP3Dso6v3KvPDsd/AWl2b8qT+/B1qf9MfzrVY/MOhjdfXYpQPcdFEXOJbwTFm7sWruSouNah2VuOCQxeHnK/ERB/jrKfdfZQe6eO8ykd+xGR97+4VabOqMX08T3gfY9+Bs2K0EE/1t1o7arj9hk6rZn7aWONytWIwjLfOcdox+4T9uBrcwTqPvfkH3Ui+/PLLR9CrSXCzUBAKi3gri8UYBUk8SdhZLMYqcDfEFS5EN85GpMjFtlrkfdCtuBT8alxtRrRZvSEWF10sGFxW9DGGvh3nIn3sNRz1om5ovFp/eFhw3/zmN4/N/7Hzn/3ML9/yLl8rpk7aHOVqRd/mTV/nHRz10k1o9cFOLGmMz6rRp7hgrph9gsb2LnHtaONhoXW+qo26Ucf2LvGt8qluvvGNbxw36hUc2ohDrsS2c5O3P9DXQ8MKF7k1DoY1Dm+VTzkXl71wBQcXNffKK68cnFbXOByHfKvlnX0UB3lyrFpxtY+u1jEcsdBYLa5oXM6tA/vO6gNZOGrPOl/VGE77jbMYV8w4OcKHNqsa00MNus/s3MfhuN/5yRV5X7HuVfTd0cbc9tB0hrtickyb3X2UNvZjGq+u8fb0r33tawef1Vy1b9kD6bxaf/RUd+IR3+raFJc6pvHOmkofGtN6xawhutLYB7GrGtOUNurPWnB9rc6NgWGN02ZVY3HJE43l6loutDTGWFzkC58VsxbhuOd171zhY265ps9qvmGYuzUuptW9gr7tN6va4KKOaSym1foTl/d5xtN6x+wTDnxW609c1oO1gNOqxsam8Y425t+tHXmynl599dVnfhBkx2hbXKv3cfqqY7UDY3VNzX109RmQvtYAfWCsclFv8kTjl156aQvHvU79rdaw/NJm7qMrOW8t0EbOVvMNRyxwPOvsxKVmaNO9ajUuPHyWs7OP0sPaTp+V2jFm7qOre2Aa00f97Gjsh0Dc79TzKg4+9gra7Gjcs4k9Z3UfxUWuaGPfWcWxV4ipZ/6V2muML8M8V6RP7bc43/RPl7g5+/F1P3q++isCBRWW84758XcYOzhx2f1R+nB2uNDC+DA6X6uRcXI0sa7FyJ8uYdV27Xm3XprvFnGFUe2Efe05HLHtxFeOnHdsh8N5Xlg7fNLmVhrjt8snTudYr7ku1zta4+G41X7T+rwmjrPvbp7gpe9uXLS9FZ9dHDF1v/N6x3C5xbra5TFzBWsXb1fjNL0Vl12NjfeguGvi2eUSxi1wbll/uzUjHgdbxUqb3foL5xYat1fs1A4+cboFDqxVi8uuxuYv57t80ngXp9hWtblVTOHQeNd2a9j8dMFlN+fl23nHjN/lIqZdHmkD5xa1A2PXiqnzKl767HAKI512uYhpJ67G72AUSxir+hg39bmFNqtciml3TcGhS3vFakzhpPEqThrvxgVnF6MYboFDl45wV85hpNMKhjG30gcfWLtGY1g7FsYujvG7OadJPHb0Ccd5BweXjh2N08Z5h88lDjf9oNubv3lcmvCatrCuGXP2vcUbUpi34BLOmePO9U58je28ymN3/K112eVj/Dx2dLkFTvPvxnVLnXe53EqXcNJo93yLuHZ1jkPnnZjSZxcrnB0u6fJG4RKfN0JMcdnVZjeWOT4unWffNa93xzfXLXBuhfFGwYlH57RaOcO4Bc7K3Ocxt+ISzm5c4Zx5Xnt9Kxzz7sZ0LfeH/G/B5VYYt9T4oZgf03eLmMxzq5jeSHyKaZdTOI/Jx0M+uzzCfiPh4OJDg11Oxr8RMKbGu5x2x8fFeVebsHZxiqlzuNeed8c3XzjOOxbODkZjd7nAuQXGrXDS5hacboFxy7hg7dotYrqVxuG8EWLC4RZ8wnDetbB2cc7jb/pBN3BE/Tj7btC3CtivGexiNX71VxYSPRznHQvnFhi7XHCgSzqvcroFD3OnTecdPrv5PvPZ4XILfXZzNPnv6ps2t+CUNp0nz8e+Lp4djFvHtFt/xXQLjXe5pA1Ou1hhvBFyhUP3u10+5WkHx9iOx9b+Jb8wdriEW1xd75x3+eCyyydtduJo7C2wimdHG2NvhXOLmCbGalxhiGvHwum8imV8e8UqhnHxcN6xW+CEUe3s8rkFThrv6FNcOxi0MP4WMYWzo298bhXTblx4dOzElTY7cd2Cx9T3Vng7upz53AprB6ccdV7BStvOKxjGNF4d71g4Ya5gheG8a2Ht4uyub/PjAueWGq/GlS67cRWT867tcjF/ce3yiUt4q7EZH9YqxoxrB8NYXBw7Vjy7Gt9Cm5mfHT63xtnhMvM0ee3kbI696Qfd/qfMN7/5zcePsfsfdlf/x2n/+6cf7+9/Al35MXZjYLzvfe/b+h+e4fifbH/sx37s2Y/+6I++/isDU8THvIbzlre85fi7OHRa/V+9FYG4/M+v/hftlf8pFV//Y/Dz58+PX7un86r5NYP3vOc9R65W/3dm2tB31+DIEW1wWY3rTW960/E/9L7tbW87/qfoVV7ynMZ+nXbFxOB/C+5/xhXjqr31rW89borGq6FV8z/r4iO+1bh++Id/+KhBnHb+x3P6VDtqccXEQOP+h+gdjf2v4LD8/avV/Y+uP/IjP3LoQ+dVPvKEg33iB37gB5b2LnUC44Mf/ODBZzXfcmNNvv3tbz+0WckVHYyD4cED3modGydP4qLNCg4u8v3hD3/42Q/+4A8e62Gl/sTleO9733toLf8rOTfGfXfX4NgDYe3sozRVezRe/Z/KxYKPuoOFz6rJ10/8xE8cNQRnpQbNbb/poW4VQ0xqBw9xra4ra1y9hLWqDR4/9VM/9fp9ZgWne5X9Qu7FuGqeI3tzsvqsJCZ13P1qlY9nJRysh9XnrZ5pP/nJTx5rAeaKtW/BU4OrMZnb/kdjeVvZ/2CoPWOd6b3Kx3jPbjRezbdxuNCYvqsaW9O0EY+/FboSkzFw7BUwYK2uceuJLt7LiGllz8HHWPsfrVe5tA+758Gxd63wUTvP795/GCtnKxrDML41TuPVOnb/9hzA4KyYGGhCYzmzrlbN2pYv+u6Y9zB40WU158ZbD+JZfVYSg2eA9s/OK7Hh8fyudsS0mm/zw/D+Y7V+427f6m81r8bVe1Y628dW10NrwH6hBleMvjSx38Bb1Udu7H+40GcFhw7q9h3veMfxJbHXq9rIDU70tbZWcMQgV7SxFlbXOBzzw5GnnbhoUyydr807Pp655KoauhaDv1hgpY/X15oYcLCPytnOvmUsHHnf0dhnXGKphq6Nib/xPvcQm319de8qRzBX9xsay9Xuvcpaav9bybUYsg984APHGoe5GldY5/Pap29nlO9dKyRJlEwiriaSYDaQnWJowdvQ8FrlAsdYDzBiYmF/L+xHn4yXxJ0F15sb+uzEVa5ovVqgdOiBDAadVrQxhr7ZCkZj6YtHN+varznLE30sNnirhof1sKOxsa2F1TzFf24eOxrjYzyNVjnR1djWRByvPcOodlZjglFMqxjxFpcPD4qv9mvO6oYuzqv6mk9+xOPGKL4VMx6HHup29BGPXPUB1ipW+Ya3imEcTcSVTiv6WFPeJFvnOxq3j4ppNS4x7exXM/72QDHt1uBu7YjLIU+OFTOexu3HNF61W+2j7RE7GtOj/WtVGzrQwxs4WKvaxKN8reprHI3li63WnzjaR3FaNboaL0+72tgr4rTCJx478TSveGhM31U8eqhj41fzhE+52tUYDxrjVN6K95pza3J3P1XHMMS3o7GxvZe5Jo7pSw/vqZxXc2Wc8TSmkderZi8WV8cqTuuJxqtxVS84wFk1Y3vfusqluWHtcIHjWSl9nVdNrqudVZzWFA47cZm/2lnV2DjxWJ+r8aSl2hEbW+XTmuwc9rVnuloP+KxqLAaa2G+K61oe/GHQF4+dZ/7yDcNrx4qlx+4+SpO0Wc13McSl62vjMq41buwqjrFypf7otBqXcVMfuCuGQ/toebsWJy3gVNPXYuTvCyh4u+vT2sQFTvya47Fn+pYfOKsGI43DuxbLuPab1Xia01rwPCrfqzkP63xeV+mMdHdNdGQdO0Y8x04SzU94N8Rdu5XwCuIW1oLDa7VAbxUTLn3wtBPbrbTZfWMihltgwJEbN48du9VawOFWGluXu2vTZu3YNfW3G1fraTcmsdwiptbmbh3eCkcNuiHuGI3js4uzu6bMf4ucw7D33WL/g3WLe9Ut6o8+u7WXxnK+WzsTC96qla/V8Y3b3W/CucUeeIs9Cx+67j633WJNpc0t6q/9ZhcrnLitnLuP+zJhx26p8S1qp7h2951baUzbN4rGcnWLvSKNd/NF4917VVz8FNeu3eo+bn3vrvHd+k0L+uxqDOtWb/hvoTE+am+3/m6BgYt1tRuXPO1i4MJ2aw/GrrYw2C330d3nUXm6xdq8Rb5p0961s9ZxuWUd3+LZ+BZ1fKtcpfFuPd9qHxXXbh2rHV/s7hout3rm39VXLPjs3quqm11tjL9Fnu7jcdMPuv/rv/7r2b/+678++/u///vj1yBscisJ8Tf2fHv37//+70dhrCbDw8I//MM/HA+bHjjdBFYMn//4j/84fgXRNzur9m//9m/Hj+bbmHCxmK8148T1T//0T8/g0XzlRuvXKdMX5gpG3GlsAcvTSkziEUu2s/mLSWy4rGr8N3/zN0cd//M///PxZxL8ROyK+XUtcVkDuKy86bEOqj8YO5uBtZmt5sp4NecQj3zjda393d/93TP6qmN/0sef6lix9gljV29qU2MYOx/4/Od//ueRL7lXxyvayDd97Tn9lOWKNv/yL//yzPEXf/EXh77+5MeKWZ/2dLW381BF5/bAnQ8j1A1O8iRfjhWjMX38aYOV+5Q5cfnud797YFgPO+uzfbT7w7Ux0URMzOudXMmTGt7ZR/GAYY3L1eo9RizWBE729x37x3/8x2NNytPKvcrccx+Fs1p/1rd8tRev7BXudTR2lu9VjWn7jW9846hfMfmV7mutfdQeSJOd+zg+8s7SZ4UPLrv7KG3bk63xlfu4PKvdr371q8f9rl9hvTYmmsg3PHr7bYlVgwHP3mctrNQxXegjNvvoSg3jL6bqGB85v9bwcPzhH/7hcb/zq9hwro1raozTzr3KXgHD/reqsTzDgAVn9YOa8qR+5Wnlntca90wBx59MgnOtxnLrvoCHA9YKBhx7hVpWfzBWcOwRapnZQ1c1hiFPMOiyojEOasWzhdh2zPMNwwOn1XuefdTRfXMFx3h1zOi7eq9Sg+Kqdlaec3D567/+69dx/KmFVbP34cRWn92sTdqoY2tcbCsGwwGPxivaiMWh/oxf2Ytxtxa+853vHJ/BWF8f+9jHVkI6xuCC085ebDxtdvdROQpDnlbWQkJ4X2UdrD4ruVfZi9v33PNW9j982kc9U8BYiYvG8m59iml1jZcn94WdfVRcnvnFsvOslMbi8Rng6vq0DnpWwmklV7feR+0TNF6558m39SBfYlmtY3n60z/90wPHPUYdr+xdcC7ZTT/orjhtbm1ILZgSShiL05GVcD49ZEqmzc0mq7gqLP0wWBjGzSMffh6mCMcIlx+feRwOd/+cucDAxcJ1ng+ssO6LBx4sFh+boxuQa1wU19knf+e4nn1sJIqrAx7fxsbpEoY249PXRkLfyYVPGLBZXDprd/CjsXjwhOXML5/O4dTvOoweyLSFdY4pf+d4nLWxWdtMmNgs3rOPPvOyiRNPGGJyE/IBLL2qP2MuaaP97CM/ajgeuDTfJRxtaVPs5hYPHONh5RPGPHtt7PQpLvVX3LBmzrWLi+UT1/TTFx8a8XtMvo07a2OzF1MfEvrG9OwDf3KBM+PC13qqdvRdWuPFZfwlbcSED330z/pzHY8zTlhw84GDk9zT5uwTBn998yhWY+krLvtfNcy3eToXk/NZG2tcTL5UgGN/pjEchssZZ2Lo42OcD2GZ8eqGTT7FVTucXocjLnyc3RCb6yEcffziaR4YckaXtMnHnMV1ELj7J4zm0V4d90WothdpEw4uDIY8/e3f/u3rHFuf+vnHpTHa5jHj8kAmT/ov1XG+YZ9xzKX+GN/qj19t8Tka7v4JY+pXXOqHtX/xYbDh9NoZjv45FxwYNG6vqXaM0c/gscnlaLj7h4/DfOrG4XW+adK5cXHhV59x9hwc5HruXfryC8PYcLTlo/74MhiwztrUzyeu+WgTU3uO63KVj/HmY17DYObK9Ls30MSZj/7p8xiN4cCwF9u7XDvibT7XeBSXvrM29gk86IPD3EcvYWhrjhm3OayruMtX69wY/fj02nnixFPttY96BqwG+ebTOQznqZ950ldsrqsfvuySNtqnPnQ13rOxN1w+lGutX8LQlsa9xrW6EZdrcU2/4kmfxl7yKR61Vx1PbS5h6M8Hdtr0DAhnxv0YbfjQx3rASd3MfVRMcfG6mKqZ+MCQcxob7wcUYOX/kDYzLnPh4oDZvar5zjHBL+a4aJMrawGn7lVqhw97KK7pQ2MYNIajT43mc+aj3RFfc+ESRh9AnDmHwz/s81qgBz7ueXC8H2L8mq+4zrkKs3nai9MmPvDOGNrOcfERl7VAZzlvbZ65hBlOczWPuqMP64PGMLSZh82YLmlMG3myLq2F1idfY+dxAN79E5f0aR77Kb3pVez60i8u2s4Y+vj1bNz6ztc5n4nTPMWuT+z0kS95li94YfDp0HbG0IYLfa0pRhdYs77u0zg84+DQBZfqBpd8LmmjL33CoKs8OXAw9/QRT1jGsOaY2vBRfzgxWM3n+owTRud0o6/agaWOWXzy6azPeDb1wwUGLEfvHc4+4YTRPPD0icVBG9d0DsOYdNGXaU8Xr/XR1Lr0/JdGfPLjMw9Y9TnXB0cd46Ruwmge46odr7XPIxzatAeqmYlj3DkuGKzYvTYPbWljr4FDn3ibCw7zmsGp3+t8+PXMD8c88Y5zWOHUP3GsBdfmwC+cMDofZO7+4RdOfeaRI0cxTR9j+fBn+lhYXuvr/tC6wuWsX77OzZE+MMzTPtq96jH7aPPALC56xMWzQNrwKZ4ZUzzO/T4L0mdNuT/Ee87VnPfFhYv9D5/uVWqoOYs9fZqjfu3Vnxpk9JkY2viwGVdYzkzs7YFiuq/+zjHhcsZQM/Kl77HP/BOnuO0T7aP43dJu+kG3TcSbJT8Z5EHeh90e6rupCUiiBZOARCOOZDmIb+EK2jeu/S04CeVLAMLOIiWawmlD1tdm/81vfvPA8NDr1+3ModgVAx4445K1GGDxwccHRR6ebdqK3FwVqn5zTQxjzcNHOxxjfSskfj8FIa6wiqWHkrSBAQsO42d8GsI0Bg5f+uCj6CoYsdKHfpnxFu6f//mfH7mRo+bha/7mKC7YfCwIc+FCO8e3vvWtA9+HwuJqo+SDx9QHPo1hxRcGLlmbGxwWRjppw0FsFimO+mihZtSOXKs/2kwfmqWvMwzzOFzjykcNwvOaFnAy1+ZrQxGHuPh4zfjY0F599dVDY2sA5+rGXOKWK6+ztKOPOdS6NxXqD4Z++uCdfvSR90yfefgy/eZRfzAZfLo4WHM5xweOw7zaHPTAx5pQx9a5tcXPWDzE5TV+Dn2tXxj6xTU1pjUsZow80PescXsJPzj4VDv0TSPx4dLBn8HGRb4cdJEr+loTuKpPulRjMNLwNZTXcOjLFyae+PhtAHgO49v/jBP73LuMK998aQaHth6AesMupvjAwPms8YzL66kxjehLbxqLmw8ccTmYdvHgol87vo6XXnrp+ElE/KwrOjnu0wbf6WMu+lqfuFkr5hI/P7jmoxszPx7y2D5qLly+/e1vH/PSSzxw8oHDh04ZDIe5tJuHFvi8/PLLx/zdq2jAR/3xMwfDUZ/a0W+e9ps/+7M/O659049zsV/SuLjKO3x6OHARj5/2tJfCcvDBZe6jcMpV+tGHvvg5mqO45WBiiIsu5pj6qZe/+qu/OvYvPKzv8gUXH7Ez1wxG87nGl489UO3ws1/0G1Gu5QlWGPQVi3oXn/bWUvG7Foe5+BhfrviH1XpJv2J/5ZVXjrG0mvcq/eZwZLjQmEbMGH72m+bRP+vP+HP94QALpzjSxl5hjfvphT78hMXENfWpbtJGPy3sFbAcfjOGwcr48HWwNMbFa0Y/c8Ewj0M9Vhs4i1tbcfO5tI/i45AfNYWv+PnTjz7OGV3y1abfXH/5l3/5up/x5rpPG+PgOMxnbTrw8CzgfiVefcVND/HgMmOiSfdx7XzsE3DoY22aJx9z88HbnEyscMyFO+NjXTnsPQ4Y/BzVHz7GM2eczZd+cmWNuz+IQT9dWg/pCy8zVi7x8do4OGqPv/Y+FOaXfmonC8M8YqKNsbTBBSdju9+JiQ8eDpgwOqod17SBIU/0sRernfiaB1+8Z67SFwZ8PnIEw5nG5qn+4DjMlxlLPz501o+veIyngTzh4+AvR+aKi7M+GPRxDQcPz1zOzN6OMx+xOOoLKwxahqP2cGnfsYeKq7rAFydz4qfdkX5wrG+5sv/Z9+TJ3o4LM54us4Zh8XNmtHDQ1j0PD3PMfJkLhriKyXh+YvLaXDh7Nja/g37Oxc3HXGGYnzYO+Uo/urhXWetqznpor8in/Tgs2pQvbfrtxeJi/nNLPGFlYcBk5opLtY6v+93Ld/dx6wkPWOIyp7E0FltcnKu/YqcffTrUGr4wmPEO+c6MTb98zOVZSSzmwNPZYd5znowTU7WDLz+6WJs00qYmyuWlmMwDQ/wMBm3kSA0yNcjmPsoHnoPhncbw4NBCLtQOTRziwYcvzehCH+PDaa/Vpq+9QmzGOZ9rNJ0PkLt/cDCP+Rj9cFZ/7Snw6QOrWM5rQZ5mTZjHXszPPmgOfGFUW/iKa2rTXMWJi/E0Fk/Po/IAh7XG2yu0m0dsDBdrChefnahfhg8fBx/jad3cznBo6TUfnGHhgpvX1R+f8sRXbll5lFexxke+zWe8efTz5SMPaiKDjQcffMOhCw79dG77aNrALzYYDmbfzsSiju2j+NPF/ief/HERt3MxaU/j9JMHfjQ2Hgfz4M0HdljNDUf8+ejnZ88x3gG3fUDc+s0TF2e6wOCXj3x75qKRecSlbvIxlxyGwwdPfJwZ7dQfjeULNj/roXH0Y13jjAt9mDFyCcfnSu2jnpHl21y4lKtwjO1ZKR9awIKTJriYz7zioU8YuM48mUO/uF6+29ONM5425qIjHONpzBd/hoODnzY+dPFcYb9g9IUFh6Vx/mnTfSht7MX0YZ5H8Z57bftNcYUjV3y1i52fuNQdHq09cZpL/I5wjOUHz+v0FQ+88mgeWKw8iS3T55ATVo3KVXPle6vzTT/oFjwRJNhmIPnE9D8/C14Q2iVc4K6NUcQEJBR/D3Y2fuMtYjdY/7MsbEVH2BYvDOM8tElYPj5wt2hbfJKiYBSys/F4KJrEdfYBqaKRiPibTxIkxIODm3SbZMVbImHoq4BdwzGOLz5iw1OfIjcWts1Bm0Oh4WET9AEBUzTGist4Z/zFzZfuNhLtbSjwHc+fP3+9yOlJVzHhY25FR0Nxm/+cJ/PZdPCx2NPV/LTFFw4O8dYun/SDKdfwvSGXM9d4tjlW1GI0D52Ns4hsEHQ0D5ND88gnH3xoDIsfDG008z8/pzGfag+WujSP2LQbJ0+44wevmFybi37689FPv+d3GouL0c/YNMapOnWGI08O8zJtck1f8dPTeFhtyvj/+I//+BE/Pri2ZmBoo4kNkNauYZiHr5i1icEc4mdikSfn+MBpvfAx1vzmczBY+LbuWq8w9NEGxvM7bZj2uIjJOGPg+l93jWHyQDMHg6OO20u0waGxGqIdH+Pkk8baYfOB24ELLHOLg49xYoeBSx8+ueYDy54SP+1yBUcbntYCTnDkDqb6Ez9Tjx4mtNHB/LhavzTUXq0756/fvqTmjcNXTZgHhvnlWlzO2vCwj/KlBTwPeNZMOtBFbOqCqWEPtu3FxcTPvPBwFHu1cUkb+NY4vg71Rz+xe10d2W/slfDEAouPXMKgiYMfPfV7s++MD19nPvKAGxwPoTCYs37zOGhqfB9AGF+erAUaaJNrnOGx+t75znceGLRRJ3Q2B51xdNhv6AOLZnDMyeSGvmpHrvCBYT6v5QKG+Wgnd+aCYc0WF33UBCw5xVOO1QXjh4M1jodrHGhGf9cO/cancXHJOUzahIcTbfAT+8TBVUzw4MLpPmOMGPnrZ17bb8QMzxg8zdG9Xpt937qSW/zpQ+viMjJrmj8AAEAASURBVF5/e5sxDn96Ayf6wDcGH7xgmZ+G+tXFpTzhQpc4y4E4zGUOZm796k+bHJy1UX+4tA+kH5w0dtZu3cARlxrF1bU1AsPez/jKjbqxpvhVQ2LK0hgeHDWHhxqtLowTFz3S2bW4ulfRR23JJT+HtQBDTasX8eCUxnTw55Lw4S8HfBxMGy7uvXBcG2ue1hM/1+KVj7QRF674aNMnB8/v9kBa0kStwxO71/Jsf+OnTdx4wza3OPT5n+gZ3LQRvzHO2t/1rncdOeGHn/nknskVHDXoNVM7xmrnpxaLW+ziVd/44IGPg3404mOONBY7o7F7FSz++eDkmuEgdhppq+aqFzWh3X1GzvXjaK8Nw1mfeeSTFvhan3xdy4nX1ZY1Ji61pL248KGf2nLop42zXPBTR3DMK4ewnWnvMM5asXfRRh8MMYlTDDRubWqjjTxYszMuNQHHgScf84tJfdHY3ubATUywqz187BNxEQMc4+RLrvDnTxN8YWs/36tgeCbAm29cnI3BC3bPQbTER93Ih7jUi72iPz+En/rHhS40MrdaVBcw4FfHMMSpvT/poI1u5jAfTFjl3B5nvtrFLt7qT67MxfCQa/mAYS7xdp+GkX40cO1Qn+KSS9jGpjFtWuP6xCYP+WgLx3j3TvPxUcNqx5xMfvi7DzHjxMnXPK7hWwfWHm20yY08mLOat7asGTkxlvbmmnHBkHe+xUVjODjJi/qik7nMQUM5y2hjHhrjIk/lyzUccfETv7a0mVzEhKtDu5hpDM8ag8nkCxd1JCac+GozTzXoGg5taIK3NsZf3BkfnGDiZ43LN33iTItyxU8N4SIu+aQbXZzTy9l+I2fmxgGGsbjRXIzqt7hgiAkOMw4H+sJhNFU7fHBhtBCX+J1pNtc4Lta3w/oSr7noWuxqTTz40BIOXLzNgwsc+rz3ve895tVGPz54q7X8PDO0x8uBXIpdP3z7rNjmPkAfGPydYYibjzlw5pPGsOC0B+rnRxv6Gud5Rh2XB9rgag55YOJWg/zogav7EL7lyT7MTy74wPHZCQ7MWS3ww4d+eNiz4YmHVsZZ47RhfPDhI65ie//733/0q8n2URjw0tHa468maufv0E4btZzG5qEfbrQSo77WHhw8YImnw71K7HzxN7/x+s2jTtpHi1uNxoXO6aIG1ZO51H91rP70GeMsVvPgaHxccMVHXHzxUMfhOOOEDzPWPHy9dlZ3ctQ+ai7zqx25VRviNIe4zY2vfYAPDObsnti+Y4z56QeHFvhXo9aOGsA5Luc8Ga/fGS/1Z351bJ8Qu/Wjj+754YOH2NSXceYXO7xihGFu+XDGGTa+4rFOxN2fHIXTvUptMHVgLD9mnBo1R3HhKAfWlNd86Edbc6lFmlp3DtoYrz75wam+PBvDcK1fzHDEZ5zcyaXXTD8/sZmX4SJ2cWszt3HmoZn2xh8DbvDPTT/onnxKLgEK0Ll25wT0Oh9tjtoacwlbH998wuDbPF7zwSNfbY2R0K5rC8e5sV47+MfduPrPfLVnxs35G689C9u11/F3rq12bQrNHF5r74hPcVkIjmnGNC6MrpvLNQz9sM03ffi5FldjZozawoYTRryPQcOHbwZ3XhsLOz78XPPL8omvvo58nBvHX78F1Vy1uXbE1Zhprh348DHOJjltzhOe+fiy5pp+tU0+2lx35u91pg8uLgwPPmFoyyec8zz5GAcHHuvB+7i4+8e4yXfi8QmXjwMXPm2utGLwtTumxsZPn/gYo08dO2dwwmqs63zgh1F+ylcYfPk1zutZZ/z46C/fYTRm+tTWGHiZtrRJH2ftWZwbl3/X4dYuLnzSLSw8jHGO73kufY5ZO82DT+ONg+E6bZrHWf/UprHTx9jmb8ycS1tcvDYf/3y0XcIw5uxTPPG45ANbu3mcHcw8zHVxuZ77KB+HeRoXRjEaw844rc/m4TPj6rVzPs6uZ1xhn30ap33qN+fBSb/Da2Oy5gmnuKYP37Bh6JvX+rU1dl57nRnjEBectKnfWT8cBrPjaPjeP/rD0M+0wWSTY9fhTv+48MFl3hu08eUDr8M8YUyf5uc3fVwzOI3T33F0fu+f+BjDN0w1y8LV1zzGTHM9cfTZ1+PhurnhnufSX1tY/PLVz+IXR9f8nbPaqmMYuEyf4tBWe/zC4VNMzSdXPRyHMef3mm82ffCR73KuDzfW3LjMMV7nBzs+xvA936u0wYLb6zAbEwYe/BzmyPg3tnZjtGXazSOmiaGtMc7GFVucZv8ZA7625uIbF+3199o1H9fFRZPmOgZ8759w4U1cr9MgDEPikH9trvnNMTAy/eaa2ujTlt95ftf8pw8cbc0frnPmNS61eT0xmgdOdh6Tj3EO5jxxa9NeXJee2yaGeVw7m6N54IahBuujZ/PwcUyNz3yMy8+48A+Qu3+Kc7bH5+yjPR73zVMc+u/D0cf4tq/DZeE2DwwHmz60cWhTy3HLD86cJ5ww+GkLI97Ojox/ffN1/frMAycrhq6N0+YcxqV5Gtd8XcNprHnqx7/X+RSTsepC7WjL4DTOWD7O8au+XJsrfYzLZ85VW1iw+TKvw8Gjo34+xnW4ZsZoy7wORxuO6uYcV+PgO4rTGNfhhI1Pr/kw13MczPM8ruNTTMaaI/3CgBcXY7zOJo5xZz5xaX7X5SOMfLQbD8fRvPyaPxxtU6vpA8dYVgz1ay8GmHwv+WiPh7HNdcaJj/5e82GutcPqXiW+aXMcf8eMO74wGM5nbfgYN33iW67Sb8Z1xuFznntem981DL75xzl+2vnwZXHpunG148G8r7/kA5/p6/XRcPdPGGGe1xQ/Pg5m/OSrLdypX3jOrOtwXDe38a7hTm3O+uo3ZvoYq01fFla+2i/dg5tfv/EOeJnX5mq+7jH1zxi8dhhz5mKe5tIvrks+tfHpgJnpxyUMfKbpd+iPS/Pmp09bMWlvzNkHBq6tvfpvcf5fd+D/Hdkmok/2fbPmP4P5mZ/5meMbZp/ez80iUeZUguvQ3rcovpnwjZJvRabIj8EoSV/84hePbzL8hGs/UWAuYXfExfXcuF2by7cSuODlP1TAJb987sPQzgcfv+7n2ws/TYCLb31wyficTf/U7+tf//qz3//933/2q7/6q88+85nPPPv4xz9+xNe4+DizdJ0YYipXfYvj26nJZWocVjHnh6/jS1/60vFtm29yfOuWn3HziE/9rvWb62tf+5rLw3yDGm8N+ThnxdNZHy6+PRebnyBRe+KLr7Ev0hgOjX2T5dvJn/zJnzy+BbxUf5OPOc4+vnH0q0m+bfOtpW/oJ5fHaOybVN+I+SYPRj9JFg4ODliZvqmxdj405qffN3M244kz+RijLyzXjH6+CaWNNYUTnVlcnKedMfS/fPcrM75theWnhoqrcXGZWOE4M32+kaSx126a73nPe/5HTNqLOeyZpzB8Iysmffg4z3ku4cQnXD6+tbXG5e3d7373kftqlB/9+DHj56FNn29Y8fEt50c+8pFjn4iP/g7+085xlSf/Ado773768kMf+tD/yPlZ4+JxZuZxg6KxNe6b5X66Rj+/uJw1LuZ8xG09+MaaPh/96EcPjeMcjjNzrobjYw43TXXs/Pz586P+quPG8su0GR9W2GKyT1jrfpPAvtVP6vC5pE04YfhpCHXsfifXvon2EwPFnh8Ok1Ncios2Dvu6nwzppzbyM74DZmZ8hzZz9FMX/N03Z/+Zh+vmiIs2XPy6nzpsT7fO8zEXn8wYfWFp10YfOf+TP/mT1/WZGsPgl8UVTsbHPfyzn/3ss09+8pPH2vyFX/iFuo9zuZqNYcWZj5qRKxzkyb51XlczT5diMof6w9thv7HvNI+2ieE6LjMuXOTKHoiL+xQ+4Zgnje/D0G6N09jh/mJPnvNMDJiXuODrHvM7v/M7x3OJn7aw70wufMznCKe161q7n9qwpnDyJog26ZsPv6nPJT58/Pk7ew+zd/lJj/iE4ZxNnNrFZB9173Qfl3e5YnzCcR221+e4YFgLngM9u1kTU+OzNuHxCVd+YHzhC184athPyMlVliZxr31i6KOJ+xROxnzwgx88uMTnvrjwOPvQRR16PlF7531U7cS/mFzXZq5+Ykct49JPBMU/bbrufNYYTj+l5dnYvWbyTR/j02jWlnY/5eS++5u/+ZvPnt/dG9QfjSdfY2HVZlwxOesXt3UpX/DUDi738TljuIYjV575vW/oWaCfhiqGc1w4mCd+/Ho/ZE+G4x4x95ypMf/iiS8+YrI2PSv1m0DeW815wqnNuJkn/dY4nX/rt37ruN99+MMfPvaMyQeHsGDAO8fE58tf/vKxJq1L6+HsAyO7FJc2Gnvmt+d432CfuLRXnHHOc6lfaxSm9U3jqcNj9lE+cuU/1fIsYC34KbqJM3WJk/4ObX/0R3/07Nd//deP9SDfv/Irv5LrccbRMfUpnubK5ytf+coxxntN95nqT+MZw3U84GX2COvBe2B5guV5gDXP5HIJg5/9xr6l37qcaxPWfRqHx8c8nt3cg8s1TnzqdzbftFnH+uTJc7F7hH3vZ3/2Z7+v/vg9Ji7PgP3EomeunpXiMDFwKlfx40cbnKxRz6M0npxh8HMUq/HTR589i8ZqWQ37KdeZy7g4hzP5wPB8Lh76eKZw0IgZEwbfaWcca9N93PsYsf3SL/3SwTfOxjvCgxWGeerzHOk5Xd7tN7jAyMe4aqeYnDv0w6KJ+4z9wk/Ce84pLj548DtbfLV3/7WPes9qjZdv/cZ3dO0c39qsKYf3VfL0/O5+ZR+McxgzT8amTzj87KPG6et5wHU+U19t9fFvHlzcX9yDvf9tbeXL7zEauzfItT9X+M675zZrfGocRtzgO3DJ+MiT2jGexnOviLNzOM7lCV585ct+at+Tc+fmCueMMWPOxzOFe5yaUYPzHmN8tROnS3GpY+9/HTS2xh1zvnIF5xKGduvJvuW1+8vUBpfHamyduz+oPxqfPwOEX1xw8Ulj1/ph4OM5SZ77/KWYGs83o3+xhcPvt3/7t4/15d4pVzjdym76E92ST3gfqCiIFu4kOwM8t3etGPs1BYVQYdb/GAxjCO/G40EeDisB57M+yZjYvTa2D6d7oGu8cZNfGNozvnwUpA3FxojbxOA7cRp76RwvXOYmwre5KqzzHPnQxIfBtHac/ZrjPP/0w9e1m6lcl6t8zuewao8LHPpm+i/56L8vLv5wPLzj4Y3bpbhepDEc2tggzaWmz2Pidx8XPPkYS2M5upTvcPgzeOc24/ryQDy48JnmenI89/PVZm3Ged546w8jn0s4fPqAiE6z/vLvPDnO1/rlSFw2ZTjNnR8fx5nLxPbaGhAXg3Huv9R+OH/vnzBwaW1f4vIiHP2w7HvWt/p5qP7KdeOcGQzaqGPjrasZV/F1fm3U9/+r33hceli4lHN+U+OJ6zVN2PO7BzEanWPKf3KMTX3O+sVlndMmrS/5apv6TB/j3JDdGOHNmJpv5i+c+mB5rW7VsbhoVJxzLn5Tm/rCMMZN2RtsZ3U858lfW5zq78wn7fozBeKqrbnm2ets4njtQyKc74s7HsbnE5YzDD7qjy4eNs4553cJ58yFPjCef692zhqHcZ/GzcPPIWdnDD7mnXNrY7PNa2O9aXM+a5x/nLo+Y2h/7D7K95LG2s0jV+3vznOufJzvw+AvP8Y6Ox7CgHXurw1GH85cwjHO8RCXYrEmHWI8z+f6rDEO0/jgYo2zszYT41LtNKccq2N7qBrGKctnttU3z/ysa35q+dIa5+M4c2kOeGrO84D9r2eT8zyu55jztT487MM0oc9Z48af2y/NhQeMtGmss1guYeQTNzGpY7xaU+e55pjZ12v9cNpzvJ5jvJ41M8f12hkHuaZx7z9mf5gPxdVc3evcqy75X+JznkvO7RW40MZ1HDpPnNZWffC8FhM+3stYm+I8+3QdxuTitXnUrg871fF5Tzeez33jYfBRd8a758HzGp9pYZ3buo6rZ2Nj06V2fmeMS7z4GGuvUDNnjS/hnDnkQ18Y7NIaL094sMn1aLj7hw8MGsM4a9y4S2PPbcUmvkumP06XcMPrfZW8pXN4Z4xLGvM1j72Cv3xPTs0jjw9pw0/tNvYajZujOMWidmBdiik/50sGD18577UYz/MYe9b4jGeMD4q8r2cz5+FNjPN41/zoa51XN+cxfMK7hBGO+msftR7OY7qe8dYWBn3122/weqzGZxwY6sX9oXvMjCv/+2pHP39jfflE4/RtbGd+vU6fee01bZz7MsK80/TNMbOv18bQJG1oNcf0unPj5rXXcHCGg9dj4zrjwO95LQ3OPtrvs3zluPcw9+2jZ71gNr7X4pj6nMdMLg/tNzjct482Z2dzn7H0mQsfOHh4nUbGsIlxvq7PuR/Es0ZpdTY+jof2QOPsFc7WuXNzNHf6nONpPv70VXfsoX20MZfO5hELbWhd/Z19+T3EBQ/7DU5pe45p6gLf9dnHWM9JfT7q+pb2/RnbQBc0ss49AM2AQJ+vL02nAATqrEDPY87XlzD4GGvxPhbnEi4eisBN0Ydy5wScx5yv42acYvDGIj71db5vbP3OcOgLS6GeNxI+cB7C0icmNyB455jCcH7Imkeh4yGu87zn60t4fOibXRpTW+d851kc6s6NA5fVuIzvW7FLG0AcOk8OvdYnT2l8yffcdr6GlabFc46pMZ2b/9JZzWRnHO1hdM53nvXRR2yraxOe2nWDth68Ps/ZdefJYb7GYdbO7PPa+MdgFJMx92nzIhxj3XjcGFrn5zFddzbmbLTFgS5en33P1+fxXRvrJqYG8TrHFU7nxs2zMXB8WO68st/Ag9M+Sp8zFz6Tx3ytj2lzuMfAuLQ28zsGfG9Mr+dZHLQRl9yf+TR/5zm21zDUsA9PYbVW63dufOfZ12t9DvcqmA/hNObSGQYe7KGHk8bex4kW4iqmszbGz7HzddjOYlHDNHZ2Pa1xnWdfr/U5cFB/tDnbQ+PzDceDptewZlxhdG7cpfPcRy/5z7b5emKZ272KLu3ts9/rxnY+97tuj9jZb+DjYF3ZJ6yHs8Wh87nftfy2j/Kb+upvbGdt95n6y851oz2MzvnOs/0hTqtrCh4c460HeOc5u+48OfTaOLnqQwj1N+2hsdOPpmms/ayxNlgvwtNfnmGc/R+DYa7uCTQ6r6m4OL/IGkvj+/i8CIPGcGisfrw+22PiSmMxWVdnjc9anefo2jjPJjBgXRo32+brMJzTRg3CeYjPfRjaqz86nTHMw+e+8fVX//0AR3Gdx52vjZ+m33OJs+M+Po25D884uVbLcWlM5/vG1u889z0xni2Mzud+1/qqv4c0vjT2Upt8r3KJj/rDy7GjsXUptksap0nnS7FoK0der8ZlDmOrnXNML+JgbgbD/bfXl8Zpu9R+DBr/wPG8xeTsbI/BSJt0Po85X5/n6Fp+xLZzr6ru+uxkVWOc8fC8hBeccxxddy6OztrF0zO/15fszPGSzzX76KXx2syTtsV09r0vlukX3575L8UF5zFY9q58L/lfaptcGitPYru0xvm/CIcPjcUirvTWnk2M+bp+Z+049LlSWp19HrrW1zg4MM8a3zf/Jdx+2hmG4zy2684To9f4yJXY3Isv+dbWubHz3F6h7RyTtofG6md8rPPHaPwQHgz7n2ccfmffrju/Nvv3/6tf/fWDj5fi+v5Rj2+56Z8uefy0T56rCvQrsC/f/bqUX6FwA3hREa3O9TTuSYEnBZ4UeFLgSYH/mwr49c7Pfe5zzz71qU8dvxr3iU984v8mnae5nxR4UuBJgScFnhT4P6KAX7X//Oc/f3xQ4ycJP/3pT/8fmecJ9EmBJwWeFHhS4EmB/98V+P6vHzci9jdo/M0WfyfKT3H55uLSN5wvmsKvCzr8vR/fXvjG/toPc33D6vC3xXxL1TdVL5r73A8jLs79mYQVPnTxo/l9q7OijTG+DeqnynwDsoLjb3D5W0q+dXPgdK31Lba/jwfDNzvOK9r4m0OZn7pbMXx8EeBvecUFn2vN3xuSa/VMZzW4Ysb7W1M4yBFO15p6gdPfQOonNK7F4d/fdfLaFyR94+n6GrPGHdaUuFY0Nl5cDrqs1B/O6p/GTDziutZgqBmc1G4/9XktDn9rSs4cuKxoQxN87H/20UvfID+GG5z2Lrla3UfpYx+1FuRqpW7mPkobcV27T4gZjr9j6Btka0H9rfAx3h5oTfhW273qWhxc5AgGbe3LdL7W4DAaw7AW1M21+sCxT4SH04oZP/fR1fs4jdWfv/vnJ7Dso9dqjD8+YcFbNTj9HX7arGhsbvWXre6juKgd+YrLyl5hz+peZW2u1J9YrElxtZ+v1M7cR+W5n7pLq2vOnpXknFnnKz/hYf+zxmnsuQ2na9eU+WHActB35T5OGxr7+6nlaSXf7Vs4qaF+WgnPa629opyvrE21517lvofL6poqV/DsNz3fXhMTjeljjZenFY3pal2Ja/depY7FZJ9YvVcZ7/CcY03d99NgL9JKzcDo/gLnWqOxo3tVzzgr66q92NqW7xUMuXKvki/PbbBW9gp7sRpk9FnRxlgYngf6qbvV9w60gCXvO2a/YWrPnr6yxlsPNJInWI5rzX5jTTG6rN6r1F/3qmrnWi4wxENfWtu7Vs2agse6l1+L1X3cGsVlRV9zzn1UDa/ex3secK+CsbI27cXto/TxzM+uwVJ7DvkOw/hrMI5J7/6Ra/rYL+wV7jPX4uAiR/b19r6VXBXX3EdX1qbYxFMc8tXr4n7MGR91LLadfVTd0Jk+ntus8RU+7aPGu4ev7KNp3H2m9/UrfPwdavnBZfeZ37NSGq/UztxH6bOijZroedQ+YS2s7Mcw8HGmj+eTVbPG7Rk0dg9e0ea+uW/6h1AEa9H5Y+sWjOsVM854N2lFsWpE8yYbxuoDg8VirE0AH9erRhsPQWLrxngtlhu7QlCUuKzitJHQBp9Vw6H/RIhOK/oYQ9+OFYz4e3iRpx2N3ZzLN51WTR3Lt7zDXDH5FYtNAM6Opa+ztbFq+LiROa+u8d4cl6tVLvQprlV9aCEWuYK1Y/LcOl9dm9aROrauVjHEAAcfOPBW1hVtcPBlFozVujE3PuqmffRaPvwdMKwHeKt8jFOD4rLGr+VCX2Pc5D0EybkaWjVYcx9dwYEh3w68dsx9gcY7axwf2tIYzmquxGGsvWZ1v8HFISZrXO24XjG5bs9ZxTCvHLX/4bNi7aP2rj5EWMGhKy5is85XzD5xq31U/aXx6h5I01vso2oYTs9uq9q0FmCt1rF1QGN7ID47BkcN4rW6NmkMw94lptX1UK7EtLp3tUfYb9TxKh8x0Eb9WRPs2rj4O8IQ32odi6P7uFxdyyX+xopH/Xm9YjQWS/+xoNcrfMwt1/TBZxXDOHuF+vvf7N1Jj2zbVe3xg95HQHJdnOu6BFxQmUoywh0aCISgCzQQHdqmQYPPYFpAg46F3HULCQlR2IDl6xLj6/r6uqaQRY1ovvxt+3+8iJd5TsZccXiX93JJK3c115hjjjnX2jsiMiN3NFZzrTdTbXCRqzTeWY/pIx59p1kn0ng6x/k3H9w7aTOt4+YUPjvaiGOtnYk+YlA3cGi009RvtSP/k9Z9XO1M1y1+5QefnXWUNurOnDIvduamdYu+4priyHcY9qc4l1pH1TFtbKf5FoNYvAnrXjWNC44c6bSeNjjmgzzJPT6TRg+1nD6TXBmDw+46CkcccMyHaUx0kCcxmefT9Q8feYKzo7E8t95M11FcxEEbeVfLkwbDemN+quOdBkOe8JlqfJP/i77RTXTC+U/jgpbMSRMkLMmcJkAi9SbLlAv+xhLfjR7mtClyMYltOukUuYfMJ5988sEbCBM+YsIFp+mDHb/0oMtOvuHQt+542loEaDy9CYnHhzX+0/PO5OWfxhaCaR2rE7HgIVc7DY803qlj9YLPzkOvRS2N6T1t9CmmqT5pHM6Ui3Hqj87yPl2s1Y1YrF0wprmC4UX/U089dbwZO8ExBh83Z7FN1y041hx142Y24UJf42CoH3g7OOakuNTxJC6+5fmZq6+RUsPT+oOj99CxE5eY5EnfaWIRm7VnWsdiEguN8XI8acbhgNNOXHDUnrh2NG6dsJ3GRAeaqOMdjdVu6439acPF/e4rX/nKsWZMcFpHzU+cdtp6r5rWnxzD2V1H4TQf6DRpcqPuPvGJT9z7xje+Ma5j9aZe1B6ddxoc8ezMBfcGc5LGcKatex6NpnO8PNH4q1/96tZ6TJvm1TQmuZIna86OxupfnmisjqZrDg7Wm3I+iSsuX/ziFx/8QtOUj1zTZ3rfxJ9v46u/yX0cDk1w0dXitBlLYzW8sx77rUMYeO008VgnaDTVhn/zQVximq7HxqbxjjbiUDvm53St4N86rI6/9KUv7Uh8cCiuqTb0lSMa7+RpXUentSMGa4U5Rd/p/BaH1x9PP/30vU9/+tNbOPJtHd3Vhiato5Ok00KuYNhO8w1HLHDUzk5cftHGe0J+O3yaK+PMJ69j5H4al3GrPlM+6zqKz7TRtWf+HY2/9rWvHeuFN7ynOLToXrWzjtK39WZnHZWr3XsVLcTkHoPTTrMOWyusyztxXcfhom90c+AGXb/O4d25OwXuFLhT4E6BOwX+X1Hg7n73/0om7+K4U+BOgTsF7hR4lAJ397xHKXR3/X+KAmr5rj0+Be70fXza3iH/9yhwd797/Do/To0v+kZ3RH1Xy93i9ngL407fx6sv9DuN/3s0vtP58elM2zt9H6++3e/udH58Ot8hP34F7ur38Wp8txY/Xn1Dv6vjlHg8W/q653Xfezxe7lDvFLhT4H+6Aq3Fbf+nx/Ns5n+n8ePLTtq2fXye7pAfhwLn/0eJR7BQCL5H2nZaFL6E3HdQf/d3f/f4HyHk/7nPfe7xpfjTfy4Cx9idfwJDMji+nB+W2Cb/MAWOcb583pfZ205x8KAvjOmX2RfXc57znCMmmJOcG7PzJfZ4aHD65xs09l3mk+aL+X0Zvn+8MsXg11ga00WfNPkVi39QIk8TffNL4/7sxouUaYuP7fQfBqwa2582+lQ707mQxubU7ou3/hnNrjZqz9qF2zTncqPu/PMMfCaNHur4+c9//jG3phqLARcam1vTmIyD4c+u4E3r2Dg8xLWzjuJTjnZikhvrqPoR1wTLGDH5E7npnwziAUf9NS+mc5zGYqExXtNcxQmPKZcw/EMk9TzVGI71Jn0neYqLfxyEj7k5vc+oXVym/0wGF02u5Ryn6fNA9WJ+ytNUG3w8K/Xns9OcyzEc97zmKOxzGxza4KGOJ03ty3HrHz6TBke9VIM7Gotldx1Vd9Ys96qd+zhtaGy7o7Ec0VgdT+uGpjRWNzvPXHDkSf3o0/WPJuKhMZxJzo0x1noDaydXsMSiT7hU956N5Uh808a/urEGim86r2hSfqba4GIsjXGarqNpQZtpPGGYCxpexde1c7bmg7jENJ1XrVv87mhDE7Wjbqa5ogU+vhZhGk/69czmeFrLuGhqCJ/pvKJH66ianjT+zSXrjdimXIyDA2On9uTb61+5sj/lc7qOTrThW65o4z41rR04YoEjX/anDR/67miMj2cl2511lB7pYwvv3GZM6+g6tyY4dPWPyOV+R+P03dVYPN3Hp7Wj7nr9MV1Hacy/NR0nuZo0mqpf+ZrGk9+eS3DZyVV46/aib3QL1oPdS17ykq1FgGAmmzdobKdNUeJDuJ0kGNuEm0zc+EukeHYWEhNWYb30pS89OE1vrOHY7mhDD3naLXT61nY0tgiYJDsa05cm6ma6AIgFRlhTjYvFTWiKka7rC8gdjeVavnZyHhd5mj6Qicscr3amMRmHh1xNMdK4FwI79VftuZntLPg4qJsXvehFxzo4ic0YGnvBZC5MMGhjnLjkikYTnMbAoA28zqX/bbfGqV9xWQMnOMbg8sIXvnDrw4T0wWVnTsGhbQ9Bt9XiOjvzk747dUwf2ooLzkRj3IxTg7SBN21w3KvMqZ3aWderaUxikKuecabznCY40GVHG2Nf8IIXHJzkatLkyFjr6DSe/NJ490NZOe7+vcOHNs0HOZu0uHhua55PcOS6/OzOc7Wzu47SlSaes3fmVBrb4jVpuBhL455JJzhpbDvNt7GaOsaJNubHpIlLzmkMK+xzsWhLF3MCn0lLY88U7n07fFonYE5jMs7cpO2OxvKMh0anaYNBY3g7OOYlbfWdJkfajjbGqz/PkmKa1rFY4rMTF/9r7eB3bqOHN0+rnXPHr/Yw+lC2Glqv32afHmrZ+CkGP+LCR56mGjeXrDfqeGduqhl4vnN3gmOMLt80nmCkP21aR+kzwTKGrq3F01zle3027lx8b7vFxdj6bcetdsa6V4lnZ60wPn1oPY0Jh0uso/zDwWtHH29Ow9hZL/h375WvnXV01XU6x+VePLSBh8+kpQke0/tCfn0gYY7vPJ+Edbr9rqsb6uw/RJ0iXR17YeJL5C1qPThMC/0a+LtTdwrcKXCnwJ0Cdwo8axTwWyb+OYgHBTd9D2h37bIKfPSjH733rne969473vGOe6985SvvvfWtb72sgzu0OwXuFLhT4E6BRyrg5aLun9S5313iBe4jnf5/ZvA3f/M3997znvccUb/85S+/98u//Mv/nylwF+6dAncK3Cnw7FHAP1z0XqY3c93z7t7XfPbk5jZM/tdvXbXbGN7GxgOQN7u9K7/zAOTNA/8d13+R7R3+2/g/tcHHf/KE4Q0ID2bnNhj4fPOb3zz+Q65PQKbNfyD2X05Nlvq5WD5E8F9kP/e5zx0ai2kSl4nrP8iKrXydyyX7L3/5y8eHG31Kde4iQGNccNJ9anYuRlz8F2O5ogmMiTZh+O+v6tgnXpPmDTA5lzMaT3B8cORFBX3g0WbaYPjPyjT2QdT0Ezj/Xdd/Zy5HE43VsDzRGI9+8+7c2OgDR0zWjIk+ckNjeadPv3VyLhf2/js4fcxz+Z5oo17g+E/auEzzRBM8/Gd5MfqtiHObuWnsM888c+RbTOX9HKzWUTUo937TY9r8l3H6xGXKhz5f/epXj9prvTiXU/e71r5prvh1r1LP/UbFuXHRWO1ZJ8wFc3zazClzPF0mdYwPLu4P9BHXuTHhb434q7/6q3svfvGLj99A8Bdj0ybf5nrPJxM+1nS1o1u3Jhj4mwew+nBkorH1Ss5hqT1xTZp6+cIXvnDEJGfrb63fFq97ldqh8QQjX9ZicdHYPJ/Mq3UdtfZNMPARSxqraXzObZ6z4Hz6058+npGbD+fiWG9oYm76T/eTNT2fYpJ3MdFmUsfigmNNdu+d1DA+ak486tj9ZrJ2qT85/+QnP3k818pT61cx32ZLDxq7d9J5515lfsMonkkNVjtf//rXj/mtdiZNTPJUa93p+LZbdYKTWKZrOl/WdfUnZ/SZ1B8ca4XXij37TTT2PKHTyPipxupYXOapOprgqJlPfepTBxfz+/u///uFOWqeIcVE4+55EyBz07Nb95eJxtYJcwofLaxz+VgfxEXraudcDOPUjI6T36ydNvNbbOKS78kaaGwa76yj5lPrqBps3TknNuuo+e1ZSZtgGCdP5qY1R/cbm5NmHsl3a/F0nRATnc1P94bJ3MRfrq3FxpsHk7kAR1ye+fGS80lcMNSwuPQpDj6e28zxXotP4lI7avBrX/vacW+YznEY8iQ+fZorY3Hpdf1EY9qIS6PJ5JniGHz1w/ONubCjsfndvUo8U23UnTo2T6ca08X6ic/uM7/3KXrtYH5On0/Set1e9NfPCKegkH3e85533MiQVRwVWA8ASBBX6zob1+EQTUJd86DZzcOYFcN449aejQRKgLEmXA9lbNlk1/Epl667oYrLQiKx7OO8cmG/8mHTOVyMh4WLa/VsYNWcKyZ2mnPGw7Eg+dMrWAqdbTYrp1MMNri40dO3Im+BZM9PXOJmHB7hZWMLh70bIq2zc23tMIzvumPjdDePmocONrqWr/Zt43FqU9304ByfxvIFr7bixJW+6kb3Zyb9SU9jaHZdq0Zd4yeNLWrGwMlfNnFpmzbstG4cNIbjOD9siqfxjbNdtXFdDbPXzKlTm665zt711cZ5cahB+Wohqv6MWTt747Xiss/P+kBGl/68yHVtjSsM509x6FHt4CNf2TwMAxZcNjDUDRxjHYfBppjYNq4tOy0bOPQRH41b/7IJo+Pr/DTH1Z8awiE749a4HGvX2cCRcw+b1olqh612iuP82sUk3zi4mZlT1olurGyLe41rxcimusEHL1xcK66H4bBZr8Mwvjd51vpb4zqCvPpx6sd54+VKXNZRc6r7g+urNsbX2OGiiUnN0Lc/AaMPvppxK85x8upHMbsOKxv51nqDJrs19rg41/UVR0zZ08e1xuSHDzZaXG07Jy5rIJ1xMV7cqw2smnH5Cc85Gss1jXFRg3qNn9p1GK6x0flTh54NsnXd/tqd0/CIU9dhyJd6KU/iYpc2bDXntHDsu8aOLtlZb7Q1bjY1dvFYbcQkV63r7B62VoSHb42f1gr5kqvuwdmsGnfOdo2LDW29kKSvvPnuvnizTx/7tRXD9eYUjcUC99RGnGmXxrarNrCa43z1Yd+pTTxONc5H2phX4tLik03bsOISN1xo03yg/22fB/IFm3/3hF5Iqj/50vhK32I5Llz9KOZsVo3TPD9sisc1rThsw8oGHzly3Dy4CSNe+QqDxuqYxr431/Ww+F/jcqzFJW5s0pjOmnvnyrd4XIuL8XXnaAyHxuoPRusNuzjDyje8MLKhiZjUMY1ojkt8rovJtXBWP+oYVvcHNmzZaHxp+e66rcZOTGkMR0wP09jYcMLAWa6sN92/4TwspjDigqtOD288qV/3TnhwwsI5jfg/xel6XPBwfygm19cOQ4MTlmM2+KgZ9ReXU5uVSzi4sosLfas9fNKYvVae7BtzyiUbuRJXWvQ6JF/XxRUXNuHjrJ51+/lz/TSeY9DVDzb5LS71p8mVNec6m8Pg6sd1cTkndvNAXNY+WOaXtsbT+OPC1Q/5rIVhTmmuPexeFVZx22rpggse8tRrGTZpY3xtjTkbuqoZfHDBrzwYV1zwtPyvWGxcVzfyrtG4+3gcwjgMrn7AqOeHvnDE1Tq68lnjigu8VWM2eMDR2bl3ntrk03g21Yx9GOY3HPrQeMXIxtg1rlMcPmiq/ry5Z361jrLV43GKE5brrsGRJ5zkTTxpw0ZjUwu/bX6Mbx3t6yNgsdP4ynbFWvUTg3WUNj1f45KGcTY+bvbD4Mt5fPmDo1nX1c0p57SJY9fDcZ02nbcGrtoUz8ql62Hwj4+awaevVsuusWncONtsYOBCY7WcPt6zKPb82Gpw4w2nc+GYC41Vh9mexhS/uMQPDs64uEepnVVj1xvbNn8wuu6aDx/hW2/Uzorj+tqNrYXnOi7VX19ZA/M0drZa8XbdORj0bR3Fwzp6asNWgxVOW+fERg8ax/eme9W3kL71k5/sw1A3OOGC36lN8aw4MOIcH3kyvzpe7Xf3L/pGt2B9WuE3Kt70pjcdk7cXuIlDXGJoAnJeESoI+yVSArzwIoaikITGwKgInTOOyBWfayac7k0IGK6ZLPzo/OiEjRs+cWEDx3VFZbHuoZVNdjDwqcHIB78lzeLoBb9CNza+2bBjU1tx4oeP8X0q1Jfarw8MxWSrwdfFXsNXcfbClq2bGV588X2qsbHFLD42tElj9nywyY5N+tjXcFkfIrsuppoPSejDVmPDTw3WqnHnuwGJq8kPhz9jdDjtG8cHmzVueVI3cHwK7UGqT+CMiQucmvEtFM7Rw3yAgVdv5q4a00/Xwkq7NIbTXODXQxCd8eaTNnXHtfw4Vx3T2L7mjQwYabxq47pjHFynXw2HHl7SrfozppiKh/9TDHzF5AMx3U3eDdpDYq36w7e4bMXeMV+0rXbwWf/xRLrYNga+eHByzjUYaSxm86oazQYPnFYc/tI5jeGYo+aXXLFZ5171hweNXOfT1jE+9LXoq0FYWjm3z0bs5RInPT/2XceBNl6UyhEsGhd7GPA046o/x2lj3PoGTW88sWcTH2M05081pl3rKDydTfGLBQ67Gl2qwWqrfLPrBY540o8dG9ta+mbDF//4iEvNsEkb4+DjA0c8utY6AMP8pu1nPvOZ43thewAqdvbpY1vDo7jh86XLN1zjb9ImHsaVK9yNk09145ruvlnsjk/1dS4eNNTYNB+sg2oKBl/Z8MWmBqccxA8OfdKYNmpQXJoxp3MBhs4mnLQJD6Z9nNjAWXMVp+u04Y/GYuoFKXsawKzn2xaO65rrNDan+NX8A9HmpnNs+Kk5h2txOU4/awU+1VR5Z6Ov+sBLnzVuawUcXUw6f7W4wKsZj3Nxtlb4zSD6mlc0rTaMZaOvrbjhFDce7nliUSNs4iPuNMw3vNPa4lvt2WrV8Vo719UfffjjR1d73cuthXQu7jWmtMFJZ1PDwVjzSsfVM+3pvR5GOMbCwbfYm1N+g8azgG4dzSdd6s7VYIjLOTHJJ427l8OtRtmEUa7CwgOWYzzFRR9bY+SaH3bpx1fjjXGNne7YuLRRx32PJf1gaXiwg6mFR7+O2ag7+opN8zxQvo3FMwy+4YgbJ/t80MJ88BrEWGuOnOObDTv+4sHXisOH63ioHfGlMTsNBj541PhIn7QREww646LxSxs2fMHuvHNh2Gp8uVfhQ+N0oV91waZuTHmkAUydH7HAwJVva0U6GC/uNO78micxiwnOJz7xiSOmV73qVf/Hh5j5s9Vg4cKvli/rhFrRxaWxMY7NdRqLbdWPNupGXJ5pW/9Wm9bR+LhWzp3jR47gaGLGqRw4V57sGxMPcaUVHHxwcY6W5rmYHBtHYz0u8GDAy192fOpw8c2P8fRZMVxjA0fj27iejc0D63q8jWVzGhcObE5rhz7isvZpNComfuITx9N42PS6wXialCvHGhu86rDwOY0dZ7WDg6524LGthvGpwVnXJNfUsXjMT/gwT2uUHTwNhs7PqcbqBp5GY3jpR+PuwYfB1Y+44us6P/Q1x8VlHS0HfNKjnLN3TrMtD47p13xoHfXa6tQGhq7BwBUXftKmtYJu7lOtFezjnDYrDt5s4OCj/jxjyz1ufJVPODBWHDx0OF03ji5yhBdOMOiIM7u1jvmHkc7FZWzrqNdmMGhTPleNi8m25zP78hyGXGvFYx8Xcdvyq6Xxqo2a0L3+Zev+YK3AO/3CclwrJnau46yOYev+8Ts+rhd38+oUY9WvuoFFm7isNq2j+MDmL1+w5RyOWu51vbqhX1qseQoDVziac/xUf3yIMz58Fzd/jbFVW+zhuUab5rlrXueFw54uKwbsMOwbzxcbr/FoYS6oP3XjmD+cw7JvbL08OE+baofGsF1nqzlO43Bc50/Lz7qO4kvj1SaMxsCHU52Gg498Oxaj2NjpzolfX5u4NZiuyaf1T77gW7tOa4IdvJqxaecc3zhbJ9i6Xl4as7u96Hd0u2l85StfOR6CCKK7Mb7xjW88bgAS6QFJQAJzrFA8LHlIsSj781kvuDysCpr4Xuh445w4Cvev//qvj4IxniCE9Y+U/Gmzxcck8+fS3oRQFBLHz+tf//oDiy8vOPBgV2Lh+U40N04Jg2OB9cZ9yTJR/CMWC4pi9acnOBePhMLXX/GKVxwFAMP3riksOPzB5+c1r3nNsTDg+ZGPfORBPtmJ25u+9+/fP+JUUPSjM/seXl772tceXOjgzz38yRHuGv1w9r2muInxL//yLw+fipMucCwCuNjH05/OmQTsdcVHX3GLzWIm1/QzeV0X16tf/eoHvMUN47Of/ezhm42awNcbBI6ffvrpIxdyVROzfD7xxBOHb7XgT36bwPjQhn6w1IBYPvjBDx66mHxqBU92b3jDG46xxrMJh8bqUz51i5UFjT/68qOe9Le97W0HXxrSj48WbYuNuPyJoX3t4x//+BG7+GlsIRKX+nJTw5ku6jA+sP0jJbzpjIN8il3d09eiZj7BsO8rbNSxfPNDUxz4ERMdYPjzHbXKhybfatDc09SUGqVjtW4+iv17v/d7Dy3o8/73v//ggo96w/P+VX2aC+pTTYgJBj46jb/ne77n0Iimxa0+HKtRsfzET/zEgzG+l1ddwRQTX2oTF/aaGvVJq/g1+ojrZS972cFLbbmu06GGC05i+/znP3/kiT5yksbquBuja3yIDRddPulLZ9iuP/PMM0fsdKIzH3Sxdmm0/dCHPnTUGX3Ers75MbfoIY9PPfXUoR8+dIEhJvWuVuhr3sHDt/oyx/FyDoa44eGjPmGpUVvH8u1BVMeXvvevcimncMwDfmDwpa7k4fu+7/uO2NQHbfix5lR/YrWWmHvqFF/zgNZi4sua5Cso1KB6t+ZbA/hzncbG08b3MqeNerc+0Y7uMOhj3qgX69LHPvYxFI7Gn7VGTP5ppLGw1I75ZQ7TA0+cxWQMbdQee1zopf/Ij/zIMY4fNeq6uUAv2rAxP+HQ03oidhpqciNefMWGg3lJP/5oyCb96CMPxvvTLtc18cuV2MVGP3HhXY2qKWuOOlVv1gFzTw0ZT2dj6ay+xIID/cSkbvirRtU6vrrYYWiwzSX68gnXfJBv6wpcetD4B3/wB48xNP7ABz7wYB2tJsxt84UGzlmv3e/f+973Hvdv94S3v/3thy95U5dqQvz4FBd95Z1+uLhOZ9zpA9/92ZwS35on18WNi5hpqJn/ujrFTRMvP3jRQZ7kgHbxEbf41QVd6SEutScXuMiBunA/M841zwPio5W5x8bcYw/Hcwl/YmLDB84/9EM/dHDzg8bVqOPWURrTTxzybQ6rH3GzMa+qUXGpPXOTXzY4WEvUuJqXA1zUGC6uqwn3XnE5hiEPfFWj5g0/9IOr1j1PsYGjGa97fqONef7hD3/4v2jMlzXlLW95y4P7Ln1g6NZieXK/EzfNnrlar/mjNX78i+fNb37zMZ9xpI310bzgW6xsrANywgYXnORKsy7x0fMmja3H1krxG6//wA/8wMGZrXsV/fBZ71Wve93rHsyd/rRTDeLCt5irUbm3jsgBPxobPM1z9zRxmpPmpjqu/mBYS9S69YoN/WgCg4bmkuvmuXjlyHqiJlwXk1rnRy06xw872vANS3xqFC+dHz5xFpc4rI30i6/5yacGV43iLKfs3WPELiZ2cNWW5wVczB3znx92cYHn/mId0I1n4/4gb7raMR903PkSl3nhOs70pd/9qzWZdt1j0sY464w6ttayUVPWNprocPBs3W49ETtbx+pPvLRR83RQF/GGI155YEMr9a1G3bOsBWzEhAdOtFBT6pMfXNmc5slzrzzqsFyXc5zky/qmwbB2tQbKg5qgkXoy7/hSp/w45x4ll/ev9DM3rdnixj+NXaePfNGVnecp++qYFmx0sYlbLXjN5LpG42LHGcfmOByNfmzcq6qBP/3TPz24lHMx01/M4sPTPVHtiF9MbKxtYoOJr1ypHzzqtBEXPrQV0+/93u8dnI39uZ/7ueO+AAMuXcyV5kP5VJ9qR6Nt6y0/xtFf/dEPXzWIc3lip4bVjvsQ/egm77b0sVbBaR2FYS6Imza4yAP93B8cw3/yyScPvjTQ1LBuHcBNE3c16tgcbj2Bh7N1VK3zC1vt0siahJd7r2vmX3Mcfs+s6tXrKfVVHlwXtzxY39S1+WAt5osfTb5dt+5o1mu5sBWj1jrCn/zoXgtqagmWOYerfNNNrqz/MNhY0/Gx9uMrD90T1Qe+OKo79yHHOv3UnvuVXLouX+oYDhtcXC8PalQu8Wb/zNXcxKeYWqM9L+AlD2zwNodpnH984fBJPxrj3Zxxrfkg9/Rl5/6Ar9a93rOZGudHfak92ohDnbOjY/dm6yge5Yq27OhozeMLF/q1joqlddRYdcGfnK2102t//HqPAaYcqAkxqT/H6o4fvDRxweJHLfPZfYrO+BgnD16XwtPZ4OKeFRd4npPEJi7jaexeJW5dLl1XX3JMQ89mraO2+MqFeaNedGukOlODcl6NsqGHeHqeopW48Lx/tV5bb+UGZ8+I5h+s1mu1w57vP//zPz+2cuCcOmjuwZVnNQqDNmJST9Ysc0/+1aa6EZsGR+81k9qgjbrCR65gG2tdkwd6W0volzZ09rza+k8T2sgpLXGBgw/9rAOwcFY7NOo+w5f5Yu6t66h93RopbnmiIT34kktxi8d4XDzDaMa5j7Njo/Gve+6VA+Os1zg171pHxY4XPfgRu7jEpAbdM2lMP+tw+YTDBmfPrOKnFf3UqDzwC8NYNWirWdfkAueaulFf/BlnbsJi4z4oXjb8Xap9592fSyFe4SDfxCOQ/ZrjunPrJHZcMWXTcRi2nWOvwVj9rDan+98a8S0/rjVWkYRrWzs9l59sut75cNbr2djWi+/UT8ddD8f5xrbN56mN8+LSwjkOvv2jc+G0vc6mc43p2LZzjXfcfnaOnU+XbE6vO1+7CeNhOMaG3fi24WZDGzVa7tnVGtM525VbGM51ft1fcZxf8cI8tWFHnzQ6tQu/bZhw7Dsvls47XjHW883NUxtY4duux8fBt380Lr9hZ7NirPtdt22Mbcf5PE5828a5h9VxHBrb8SluPMJet2zr7FaM63BObcO67nx4q01cutb21GbFW21Oz694Ydiy69o65jqb5sPq52EY8Gr5aS6t59f9uKg/7dRX55xf54FjbY3huv3D6Nt2jVnPXcc5Dm1XG+f0tf7W67AbV0zxWu06t+I0Ln75yrbr4XR+1di57OBk49x6HEbnVl+tBdfZrHiNCcO1/DgXr8aUv8Z13rYWRjbOr/unditG+9mcjuPfuVr2zl23z67zp3kKo20YHTfOcfsrH+fWMatN+6c2K7axxWN/bev49q+zca7z674xp9grF/u1zjc+vNPr7OpsTjEc07jz19nkAzctvFNf5arrKyfnHFfjYYZh27nqt+PVJux1y25t+ep8OM7XsllxTq9nE46x2bfvWuey73i1CWO1cb3WmNPter08sdGyXfed44vOtvHLpnNts3e9Fu7p9vQ6DK2azd659q/buq51beWynm+/663rjo2t2c+mGr3JpnHZd7z6cq7z4XSubecfhnNqE998rVjZ5tfWueZCx10/xSju6+zYxrP9U5z8t3U9m/Zd0x6Vh9W+/WPg1Q/HKxfnT226nr/T68a4Vt21zd51zXFj1/1vXf3WT+dPxxlz2sKxvc5+Pd++bW09Z3/tpzYrvv2H4Zxeh+VcPb+O19a4zmd/arOeb/+UzxrLug9r9W98x9llc3qcbXy63j1mHZeNbRxttcat+11TN65f5yucdR09AL/9o+un29Um3+uWveacto7vOHvH9rPpvOP2s1ntVnvXa42x1cJZr5+OXW1OfaRNuCvOw+5V7MJq7KlfNp1r2xjXavHrWsddX88717FtrXON7bjrts51PrvOZ5fNumW7tjCco181uNrYz0f2HWfnfHPBvmbb/npsbONt1+a49dP5bE9twg7nJj/ruNXGecfr+PYbk2984rRiZG9bC7Nr2YeVbcfGrTb2w2g/m86H0XG+bV3r/HWcs8l/NmGG1fU4rNts8pOtrXO1jtexnctmxejcTTYrTraX2l70N7p9ouETFJ+u+WTEu/I+wfKJg3fnid6nPeukY+PTRDY+SegTWZ84eIffp2W2BPLpCz99WlEifVLhkwafKvhUBY5PPXzSwr9PRnx64tMNvnyq4ROSPjUiKCyfMLHxiU+fvvhU16dIbH3q65MW/uD4RIQv8YThvA4LX3xw9gmJT1rE4hMhceti0X1yVMMlHvw59mmbT6Hp4lM6n5z4VMhv2vBHH3EVGyx66PxpcIzHxycp4sQThnxZzHD26Qre7HVFSF/2fOErdt2nQzjyERd2xus+EQwDPj8wYNIOht8+qPmkhy+8jKMZPqtsdyieAABAAElEQVTGtNFhscFZXH16RBd5p6/cG6vLI/s6bfiST+f4eebqE2v62PfJsph8QoUvG35g8anRXVzit68Zr47NB1rw4VOs6gsOXeQKlmONjrQxhsY4yBPezvmEVVxi5xMGjdUqfhoO/PDpXDWhZvhyzqe6fNFHU1v48hkX81Hnzzndp6Q+xVOr6pi2tMbHWHOkmPjRaQwDXxg494k/nXChjU+ANWPgw8NLS2M48DTaqB9YmvOwxC6frjWHYdbCaL1Rf+LCBcf79+8fdUVvx82nda3ApxqFzQ+c5rhjv12jPumkqRfalW9atI7Aar5Uw2x9ki0eeaKxsfjgQh++dXyqP8e0UTO6GrT2PXH12wByJSZdvunLr+acmhA3PPOu+ek3V8wD482FauM6bWCJG192bGDR2NyhjbWLr+J3jg0Na8bjIv5qXFx+ywFvMdEWDv3ooZ+uo+YTP7ocwGIj32rn/lW+1TH98JWXtGmO04YmflsiP7SVK7/BYV7CoI36gmOMWhdbGssNPjjbwhKz7lNteRbTuo7SBQYb4zUcYdBIXOn3zNXa5ZrmN1roRxvn5AEfNaQ5ZywMWGKlK23cZ+Revukin/LAJo3zYyteWPnCh4by5VN98xKWOS4GY9QCvPiYv7r4s6Gx3zr73d/93eM3xMyHn/zJnzz80Nf4NIYZp/QVf9qIxxqIqzzqruMdxponXMTMRjPndPHky2918KU7Z7y6Kibn+KNx9yH6iavfWMKDvq7bGmN8a6Bjtade1BZtxE1fcwp3vJqfdK7xw1bX4NCNxuKDja+1xm+wiEPMPefwyYZ2fMDhX1cXMGDioD7lFJ6Y5RxfGOxdr5Ydxyf9nFOjfJnjdNLMre7juDiPr/06f9WOHOjmJo3oKB5x0be6ic8aU9qICR9j+YIjfjGb43o2rps3aWwcLvIp7zjKdbVsXsoVffhjK2ac6ZM2YochNh1fHDyPmldqRP3RRo3CoV/rrfGw8HRd7I754c9zBd6uiUce7LvuvJjjIgbXdPNFDswrXOReHXpuK0/4GsMPO/aw6moUL50fNaN2xCfm1lP2uIi3eoBrnHyqreKGgYvfevKbSV436HKgw8aFPsVFI5yzqT7dF3B3rHasa/Th13h+8NBs13UUXxri43mAXzzMhWqdjc5GwwcOHnzR2TG+tBW/fHmmgNP8xac65lOjPZx1LVGjfPktTGNp12/I8Y2juHByXF/zJD9s+PNbd/DLufjx0mCYN+pTDGqcxmzgVsdeN8TVXHCdPuaRuMVsvGZLE3HhzkbHiS7iM6/40bNRM+I+XY+rndZZdSzfmvVYDZoT+Td/7dfFhDs7+863Tli7nBdLGuONi9hpGK5t9aeW2dD2D/7gD4554ZntV3/1Vw88/uhHF3XZfMDZNXWja+XJ/U6DrQZx4o/f8mS/zg6W3NJGV39is/WcLjZ1IW4YdFN7bKsbGNZKx85b++TKXNfUoOtw2Gh8iKl1VG3TDV94OBrPn9eLrunVjvpxHSd8wrVtvuBMP3bu47CsH34DW8xqjL35QGO9hoPrakdTo9YBc9y+5pkUDn94iKc5fhhc/cBTp7VxfHjeUhvw5FzM1Rb98GRHG/x0sahR+1r1Zyv/ePRMwJYdLrSpdpyv/uzjkMZeN/ScJE900tnA4CPftvjKBxz66Z6N8cHdb7fSTo3CcY4NDeRWo4nOznkdZ+sxn+53rqVhsaRxfGCodXxoxpf6pa+5bq2wXunyqrkGT97ghLXWqBoWj3XUXKCdOsaH/TofYIrLedrwo4u5+el1FQxYcpmN67jQOh7wxNQ6KCa9v+I0X/xWs+v4yDH9xJW+tvSniy2+uvW65yXaqB28Vht1UTy2uMbHMc604U89m5dioo/r2uk6qg7kii9xyhUu5qj6o5t800dcaosuNBS7FjbOOMHDxXVc1KDz4jIvXYfDR7UH4zRP61rimcIY8ZqftnjBNT9h4WVfYys2teOcuNSfTgNcjBcfLP7lgU+2jo2H3301bWDwx4a+fNBYc06NhuG4dZQ+eLnWHLcG0h6HNKaP2qGxjj9t4PAFwzEO9HX/pTWurV0wtNYtsdXYqU/x42csPl5/wPbs5zmHzaXaRX+j2+RRSBYjN1VEnZMwjTiCM3kEWHOdiJoxhHVMHMlRDI6NJ4Rj48MoCSWAkMbxI4k4SRDs/EhEgsfDFkY2rttXTBKPp/3VxuRjFxcYxoRhy5dCVBT0wAUvY7XwKtbj5NWPcMSn8aPocTHWfhOXLbviasI513gY9umnWQwUeDqlny1+q8bs49m+sXjQmr2bIix2Gr72bWv80zFOcuJ6nNjZX2tGTOI81TgMW37oZ2JqNC42x+kDRwursa5r4hBPixMudF59xXXFMDYf9tW5xpYmq8bOw3OOfuE4f6qx6zibC+zFSK/4hFG+w4aTDf3oKY7s8FKL2bju3MpljSc7XGDouJQ/12HQ3LlwnNdXPmzo3EMFveHmQwyu87HiOM9HdnDgWnC7JgY2Gh5iL+bj5NWPVT824szGvrhg2NeaU2xrpzHBxFkcFm5zy778xBdXOdCKi4/88MnGGmNfztWxGkg/tnjIXRgrfvu08XCo+zNiD5n+vAnuagOj2J3nhw/71Q1/vUA2x/mO83XaiO9UP7iatYs2p+so/diItcZHftKGbw+1tMEFN2O1uMvf2sIpPpzp6ryHKlzkrrpg55g2q8bOa/kxzjk23sCV6+ov2+vmJ7/pYStX4uZTfZyuo2IW/6rNysM+7nDFFW94zmn4lM9ict71bGz5op91FDd4cKp9NnyxWXHgs7fNFxt4HszEpbum2dJKC6expzbWBzh06vkhX7b4uRYOTOeLC1/H9PMihw40Noau2nV5wsP1+BgPa10ncXNOY2ffvNfig0cY2dDG+mc+0Jh/fFyvr346Z6vBFLd5gCO/9DUmG3ZhxKVr9NAc09QawL944OqrDX50W3FWbVxn77rumhhXG/rJY+tN/o2LFx+OxSI2TQzVHzuYpxo7H4brMFpjaIxL2OxcFy/cNSb+Vj50wNe5cs/3mlM2xW28Fs/2+fICgz8ayzm8ODuPH7u1iaU6ph8e4nEOXhpnQ19jVhw+Vr784uxFHqxqz1gt/WzXBiOceBWHex4u/LrGp+74Jo3DZkNjHYdqsJiq7evqJj60M854OokPN/vhsHFdvGuLr3OuszfWeeuguOiuazBxqm6cMyY/aaP+PPM7tt4YB1/Lhp+1hWMLH2f1xp83PXAxN4xP42onfYztWltjNHzKk3Fxto9bMRmnFbN981CubOHY98YejuwagxvOK9Z6Pf3gGKvLl3EaTs7hGUbn41uM9PM80fNAeNnTbeXiPJ7phxce6rdYHevZ2sLQ4pOu8XGs/hx7pmBPHz1cW8frfIAZF/tsqlGcaIXLaqN+nY+Lcfwba6vRwRhjneMTP+c151w/jStds4FZHtyv7MPKF4zT9Q92PRw8rDW17lXp5zx+YiquMPjQHLtXyak31Mo1//ho9DW+uWCMBqN9+rEpx+mw2sDmB17N+OJ2Tp5gmAvWUk1crS/w0u+4+O0fzhU3H9nwycepxmxP66ZY2oKmQ80bTPSU35Vz9/pV4/jAkltb9aWOxWMdwzNfruFanHy6dqqfc8arGzGYq3zpGv3srxqzO9WGb2+E0dg6mq4w0u+6dRQ2Drbioit7azp7+sSZ3U0as6k1F7zmhNEYnGHAh1v9NQ5GcVVb9PO6ikbiokc29mHRem1iWW0cG59/fOLrmvFwyjcs53HV4iXH1lF29nHUVxvxrjhpa6vTWL3hbk7QoZrM3+l643zc7RePrdd59L5O414HHAS//UMs+cHdsfi9/sCJxrTIHwzYa0zpAbJrctkvJYiRDvBwDOumNRAOTnCNc5/q9S9uepxxk8v4OB8+HP6sNzAa4ziN89W6tuKwN76t3PBny2da8Jcv9YnfihMGG9fZm9/mlBj5to0fG7kIw7g4tO96eXaPMM9P5w/bnfadGbyD8u2xRFAcCopwFcMKTYSHNRgJI4GEkpAakdbjzq9b4uuwJLKJsvrOZj23Ythnw5/iFo9j3NbGh35TM143Dg/+Sn6+V5tH4cTFpMFJIa7+H8UHvrwYZzwuMFdN8VmPr+PEBn9dnmDBceyaZvsoPq7T1fgafmE457pzD2vs2dDYJDnV2NhsHoYj7jBMztP6M/ZRXNjAoTFt6CL/p5qWf/bXNXzZGA8H3rn1B5d+adwCIobV/zka41O+8TFWi+9xcMOPbIrJi3V6n2q6crsB6uDPf7WjllacR9Ue3MbIswVWLKcaO6c/jFM2cPILZ835o+oPhkYbNzNrl5yfYoR/GN/wA5YHhWeeeeb4zRV/maDhoGsPi8d1fuCwx0Vs+DSeTXE/DIuN69WNeM7VGIaGk3y7IcKD5ZxWbKfYx8Vv/2BTXOIRFxx1s8a1ar6Ot7/6MS89GMLhd60/tnzFz/Fpg0UbHUbzynF8bqsx+3XtOo3hNlxgiAOORiMxFYPr+mmcp3Gxx5u21c4pn0dhwDRGh5e+tKnhsh53ft2u+skXv3gZt9ZVMa5j133XdTnqwS1u2cF7WFz4amKhLT62jtc4HqWx63yLQ3N8ulY4z+ZRjY2x6wPv6bhivwnLdWPEQh+xnOrwKAzY6af+emPkXG3KKW08hKs/8Z3qux7fFFfauG/2PHAa16lW12GljQd6Occtnuxvow0bjcbuD+6dtFnbbXDW2hFXdROftvlb8duH4bo45InG9k+1uY3GbMTRmgNn1ZSvOOX/dIsL32xpHB/nndOK52Gc+HGdxvQ15lyN08ZYc8G2mOKw2pzG0nE28iNPxXSqMcxwG7tu4RiDg9qjM8x1zKMw4MkJO1v3PHh0co6PGg1POXbNNl+txWxhluPiZndTY6NXN+Y5PnLXuGwexgW+6+KoNR86tn0UBhsxGJvGMNdaw2c9Nua0saGDDo/fU9+PwoC5auwYLzhp49yj8oSLRuNqxxavrsX1MLzhB1u+jW1Nj886BO6jmtitw+YVXnDXcbfRho2x8qQ5PtU4/R7GJ/3MpzjAbV/cunM3tfSr/uizYhgH4zZx8UvXNIZ5GtejcMRtDF7WG7Gd8q+GHobFBh958roK5ilOsT9KG1itFeKjR82+63Hq/LrNxtjW0evq72HxhCcOutLGVkyr70fFBCe+/MGh0WlcYT6ME19io42tTnNbzTZfx4lrfqw2cq12rltHH4UDmg09zE9xiam5kOvTeux822IwtnUUn/RgdxuNs6EfnOZG2sA55ebc2lbtvd9mrPhwW/nEeR277ufT2GqndTQcNvrD9Om6sZ5NtB2N5Yk26q+cx5uvNf7Or1vX8VU39O54tRFfMa7n131j4agZz7V0cu6S7aJfXXIpYhKgS6aAHyXUw/x6ADIejuRNWlwskg8rxEdhdwOKy5QPPzjVJjhiSV/jdwqLxuVpwkUcaWP/UROMzU1NTGKTc1wmfGBUg9XOTf4edh6GuNJ3onE8ytXOXFg1Tp+H8b/pGn31nToOQ3y7GtOmNqmdNMZJm2Dkf60dOJP6wwcXWOuDSz4etTXeb3/9/u///r13v/vdx59W/vzP//y9X//1X7/3xNWfXZ1TQ7A0N6DyNIkJBqz0edRDBvubmjqGNdUXrvFpHM40rpt4nnv+EuvoOhfOyfMpVzj0gUGXiTY01uVrp3Z8dcm73vWuez/1Uz91fJWPf3I1bepYLMU1wVnX0d21Yldj46vlNJ7EVJ7KNaxzW/nGSdvVBp42zVW6TNfRw/nVj1XjnnO6dttt2uzOBf7wuYTGxVXOp3Mczq7G5QrWjsb0McfDmMS0aozXs+FehYfaMafENmnlyXh9qs3E93VjWovxmKw3Yaq96s+5SVzG01hLn+PgzB/lKX1tz22+iuA973nPwcdfR//Kr/zKuRAP7FeN4/Tg4hk71U5r+kRjGLp2CY1xmNaOPJVzGMV1hiQPTMNxYnqvogtOtrhM9OU/DDg0nswrGJraMX6CcQBc/aBNsU3fO1lztasNrEuso2FUg8V7zhaXS9yraFzbyZWY5GrymjP/YrqExmG0ZtlOWjjG7tTOxPd1Y+RK75liMs/lSNcusY7uaEzf5jc+O+uo+oNHE3U80QaH69p3fjXquqtnnpNAZP3JlU8ukJ0UaAFeItg4hHlmSIe5sRXDZHxjcKlN+fiTLX9+7T+F/9iP/djxHVxNmrBvs+X/EvryFc40pjBuw/tRNuUJlymfFhL1DGNSw3gamzaP4n3T9WLYxYEPoxZux+dsi8uYKQ6NW/Th7GoMY9qKYdVnilUcLdgTHHzCids5OHT94z/+42ON8NUl/lTK/yp473vfe+/Xfu3XHvzm3G0w+RcLbXCa8MnPGlfnJtsdbfK3crE/iYsuHlT9xoo12E1+50bfHJ9wKa606Xi6LddTbfgtjkvUDq31HvCmcTXH4zbBCWMydh1zKY3L0U5M1TJO+iTG/E/GrrrYx6EWbse33RoXzhSDL2PXflv/q131a73Qwlttbrtv7CU0XjnYnzTj0ngyvjHhrJy6ds62OrYO47UTF43h7bS0mfLgu7H4tD/hZGwYUxx6WIN9kE7jfvtqgheXSSzrmDWu9fw5++XpnDHX2V6CS7itGR1PtqvGkxzl8xJxhRHmdBvOTjy09ZysluHsPLettTPlZNzad7Rp3dvhwr/aWWM7l1NrRTpP3+gWRzymMeHe2HVOnBtTOGGE+X8Th741vKZtt274TY/0mXKBs4sRnzSJ24ST+50Gyz1vinWpOi6mSSyNuYTGMIop3Om2N7rhVYtTrNNx33k1cXplcGzCeZO771CdvihtgRT4OonPpQQnjCkXPo3FA9ZOCwMebpNmwvny9yeffPL4Dq2pPvwbq0+5xP8SGsdlGk9cjMdnR2MvRtWx7x3a4bNqPK0/GNXfDhf6GF/fyTk+NIYxxTHeG4Q0tj9t/BfTVB8YxbTDRQxrrqbahJHG52hjrN8M9kGYf+bhu+TgWDP8Qw3fndabLefgGkPfaUyrNhP/K1c8xCTWKZ9yjov9KY4a9v2B1ovduMQkNnFNm7H1KYZxeMRlqg0cY+mymys48YE7bZfQOG1sdxpNLlHH8dnJEy7WYnVs/Zg0/otpV5tisp3GhYvxNJ5i0MHY+MCcNBh4+O5Uawa8SYOTxvB2Ghwdpj5pxl1CYzx2NQ5jV2M6hLWrcdqk81Rj43GxnTa5CmOKY5yY+mdW9qetfO9g8L1qM63j4sJlioFLGu/iFNc0T8ZreMj5Lp9nm8bi0af6yJP7nF8C0XdaXHY0xsd4udqpv7WOd7Qp3zjtNM9+9PVsMW3NqZ7Vd3CKa1fj1tEdnOLaqRtaqGN9V5+0sZ3GZdyKM81VGLva4EOX3XnldbP33tTyVBtaNMd3NDYWziW02b030KKYbHdaa7Fa3tH4Og7/67eu2nUXJue8qeLNlQ996EMP/oGBTz/ObQJWWLCI13cQnYNTMTz11FNHkfvEdvKJIhyL9De+8Y3jzSLfTedTjHM/0ZE4/53Zf1z1aQU+k0+RfbH+Zz/72eNP2/yDOd+H7vt1zm3lqhddfgP/3CYm+vhtUS+Q6Sumc7WB4T+Ve3jWfVfouRi44+MNPbnyiRedJ7/t7rdg/ZOIz3/+88f3Bqm/SVM3z1x9RzJtLCi+y+jcJj9yhY954cv+J9rwaz75EIrGvg+JPpPmn5TQuPETjY03H/xXeN8z1T+pOJePm5h8icmNqH/EcA4ODONxsu7gMtXY/KSPee67rybaqBv/pd6cMBfU8m35lJvf+I3fOOIxJ8xLNUTrN7/5zQeedew2zfqrBv05rXxbayafJreO+m/ctOk7z24bF66tN1/84hePf0YUl+rwNvFkIy5zwX89L0/n4ohJDbvfte6ZV+c2OLp7lZu8mtHP0YZPGP7jtnmgT9ctOsuTtZQm+qSOrXnedPrUpz51/BZEv/13rj64/MVf/MXxj8/o+7KXvexciAe1Yw7ghEs5OxdsvVdN11EamwfWrp4DJs8natic91decCbPAuK37n3wgx988F/SPVec21pH5YvG0/s4v+aVuKzL7ptpdA4nc8B8cN/zvc3q+Nw5xZ+1ExfzwfjJfdy9Wyzve9/7jvXT85b73rmtdUu+cRLXJCZ+/XUgjdQifc9d/2CICw/POdYbOBM+eLjnicu6MVm73KfcO//kT/7keN1w3Xef4vyoZh0Vk/mJT3PhnLi6V5nfMPoey8m90/OjGnz66aeP+W2dODdX+Jjj7p329Un9uT+Z2+9///uPrWel6breWiw+uTpH33JoPnhuo7OagTHR2HObtcIcVcOT1600VX9f+MIXjvpTR5P1WN15FrC20+WHf/iHC/fsrXyrHXOj56VzQcRlraBxukzW4+YUjeVpog3u1gca01pck7XCuuX1nXXLuvOSl7zkXFke2Ks/+ohLTJNnJdrAcO/0GuacZ/4HRK52zE041hxzQ/2c28xxc9L7DJp71bnrjXHy5N5r3VKHntvk/Zx5rvbgyJN50f3uHAxcNDlvHRWTdfRcnO6/6s/6afwk39YGWF5X0VsNT55P6GMdFZf1vddV34r49j9xUXveZ2gtnqyj5qMapA99J/eG03XU8eRelcZe49HGvJpoTEWvP6wTashr58n6R2P3GbXseUDtTHDMb3PBeiOeiTY0lSu147l9eq9Su907e+a/fdX9V8uPfOQjRw3S2Ouqyeuh/4r4naOLfnUJWMmbFlO0JEFRENEit9Mks0ROcRQBDFg7DYaYxCbGaaOvCXLuIr36ExMuigmfnUYXODCnjTaXaOoFHzFN+chNfYdTGrsRTm6GfK9zYYpRDOs82Kk/ccHaqeP0bRvHc7fGVzs7MYnFfJjceFbOcPCBNeUDozo+F8OHTh//+MePF0nWh/WBWd68CYDbK1/5yluv0ziYUzidyydtjGs+XGIdrZZ3+NAZF7ymbb3f7azH/ONSXFM+YkrrKYZx1V94UyzaimsXh39xTfMdf1zkCa8plhw1tm3452xpbC7uaGNs6439nSaW+gTH2PhMxq9jaCMubaqxHFfHUwz+w5EreNOGQ3U35WNcGu/m23jxxGkSVxjm1TQmfi+hMf86rJ2Y8EljOd9papg2O3zSJpwpHzHBKOdTnO55u6/zaAtr8obKyr05vqNx+YYLZ9qMvYTGU/+n41pDL/FcKy46Tef5qrH9aeNf7aibae20VrSdcjFO/aXztHbosdbxlA//cHbuVTTBp3xPuRiXvrbTZqx49B2ctBHXNE9iWLWZ8jGuuNTOFAefsHYw4Kz1N8Wi66oP3EmD0zoKb9rEoW7cZ6Yx8d29Ds5Ou4TG9Gi92dVmV2Oatt7s6EtTOYexi3Ndfi76Rrci0CuK6xze5pxABU1A252mIBTDDk5c8NlpeBTTNJnpO73Bx7+YdrWBdwmNdyZsMdleQuMmW9sV/5x94+V7V+M1V+f4P7Xd5REePmFN6zhtp+PjYjwu2vQmBKOYwp1ucdHlfRpbMXUzuy0XPn1a7JNRn4r68Gn9VBSuN8Gf+9znHr+x4bdPHqWZMTouNNppaYznTjNe3+VTXMU45bR7v8svjYsLp0flpnHrlia68TutGt7FSuPdXO3Eso69RO3QZldfnGjSvJriwVhztcZ67j4OUx58GYsPjc2JnSYmfaelDY1349rVOG3X7TS2NL6EPrD0aRMPHpfUeDeunVzTwfhqRy3vtN26WflcQuP1/rIT1yXuebh4HbObb7m61Dqa3lNt1I64xLQzr/K/W8u4eI7AZwdLLLu105y6lMbpnFbnbulRP3fsak/baniqcdqIaafxj0u5mmCliTlVXBOcxsDbnQt44LPT0qa1YoollrSBudPC2cEoXzsYxqax+KZxGZc+OzmHUw1PuaQHnN33y6yh9XAn21WbaVwwmpdTDNzTGNY0VzCMp/Hk9eqphvB2YjrF6/iib3QjSLAKNCf/N7eXFO2SWDua4BGXtjt4u2NXPlOsZ0McK3d8ppN/xbF/CX1OMSfHl+RxiXyl8S7W7viJljeNweVSfM7B8cmsN7j/6I/+6N4f/uEfHn9uuN54/EaPmz0b2+c///n3fvZnf/bWXxlzDpebtHH+Uvpcgk9cdrCM7X63g5M2D9Puf+q1XV2KG84u1rMFo5gusd3VBAcY7neX0OdSMRVX2wnuJeK5BEYa77yomMT/3zXmEhrt5Lk4YaTxJfDCnW4voQvfl8KZxrGOw8U9j86X0HgX4xLaXAJj1egS+7u6xOHZFFsxtY3jdLuDky6XeJ23w2Ma+03jLsXlEji0bT2+ie9tzl+CS34ugXUJDHwugQND363jS3C5pMZh7W7TZwdHDftw9xIa7+q8xrOLtaNJYy/Fgbb6Gl8+drcXfaPbmym+3+d5z3ve+PvABOSNGF/T4HuUfMfP+obNbQPu0xfffeQ7bHb+dMtYv/0oCRMuOBuHhySKbfobT8YbC8tva07jMs73BNF35ysxxCXn9JlyoY/xuw0X8YhLTNNP8cRD5/I+5cU/LuVqgiOm3bmQ32rYMdxpi4/ttI7N7b43ld7Txn+1M813GsOBsaON+lM7MKba4ACn7217lDb8+Q3uP/uzPzu+R9FvCcjNaRxx8l2UvnPsx3/8xw/t1OdNzRh8fGcWTtOY4DSf7OuTZpw8iQ/eDo71U1zTOo6L35BXw/SZtGJY71WdOxdPTD0snDs2e77VROvobs77vrVpTMbhIDZ92uB0z9u9V5lz2k5MYtnVWBxyJefqeNqM9eEXPtbmSZMjOMbvzE2+xVSOpvWXNrddR2+KGY65TZtp/cGgi++C9b3GUxz1RuPu5dP6EysOtMVtiuPeAIfG9qete17zc4ITBo19V+nOekxjNdi9fMKHpuVpR+PWPhpPcXAxthqe5qo5/pznPOf4zlM6TWsHF+Onc0FO+JbntJmuFTjIlTbVBhdjq2F6T5u6w2lHG77FlEbTPMGRp/I11RhGGtufNv7TeKqP3FiH8ZjmO/7rOjPFwqN7jPimueIfjnvNVBv+6WNOwZhyMc6znzcJbac4+IhHbPanzXjxtFZMcMQgVzBsp3zgGAvHfWaKI4b+FwrMqcbG4eF1jNxP+Ri36jPhY4xcNcd31lF8xCTv05ho7HkiTpOYYBh36XsVrSftVOMpDk3F5H61kycx+F8oPkCXrymfm7SY34mvQUQOSQ9Bgp8G3mTZWazRk8wmiyKdtAqih94JRmNootFpZ9I1YUzeaUHIjYcOcU3zVFw0hkNj3M5txhh/iUYTce1o3E01faa86AFD3qd5ai6EM+ViXAuS/UmejNOqHTFN55V4qmN6T9taO1Muq8Y781IMNOnF8RRLHHJlXsF4VK68yeWN7g984APHP3NwszAPrmuw/TOLJ5988viHW24uD5t7fOPQw8KjuFzns3N8y/s0T+HA8PAMZ8rHOLkSl3qe4uDin5N0n4njZLuuo5PxxaT+9J22rqPTfOFjbA8uU43FoQZ37ndpYa1p3ZryMV929cVHPCufOJ6zFUvr+s59HI4PbHDSJ636o88OF77FFMZ/1zp6U8x44LPzYQIMurzwhS883iC8hMa7NYgTbXfWUWO7V10CR0xTbcSjBmm8+yaN+SBf0zXCOLHA0Ha1wcf9Ac600cd6Q1/7k6ZecPHc4N5nf9qMxwPGVGe+L1F/NPFMoU21MVZ+djWGo+G0oy8MGmuwdjTGQ1zim67HdG0+7Ggsjmpvqg///jkdnGk8h7An2k6x8FHHNJ5i4CM/cHbWUf7hWG/UzbTB8exn6zWJvE1qsHzTaIqRNuK5xDoKQ+3RadKKgz5qsOMJlg8RNBg7bV1HpzVID7qkz5QPnN11NE3h4LSjjw/FaEKjqTa0qP7U8hRHLJdYR/mnjZjwmbQ0MXaKkV8fJnjGptF0XoV1uv2uqwVx7xXxKeLd8WNVwH9J9Z963/3ud9/7zd/8zXtvfOMbtwvssRK+A79T4E6Bx6qA387+8Ic/fO+d73znsRZ0w3ETcnO3dQPRNb/x7Y3xX/qlX7r3oz/6o8f2sRK8A79TYEOBj370o/d++7d/+9473vGO45+ovuUtb9lAuxt6p8CdAncK3Clwp8CzUwGv797znvccz24vf/nL757Pnp1pumN1p8CdAncK3CnwP0CB2dv4NwTmE3Fvovznf/7ng0/yvMlybvPeu+5TQON74+ZcHPb+4yoMnxBMP9HBRWx92jDhYYx4YMVlwscYGN6o8r289J7oIxYx9UbYJE/pcAmNaVObxNNYOGKDIbaJxv/2b/921A19/VlQvxWRj9tuq+F4TD6lgqGXq11t4l4NdnzOttoJY6Lxf/zHfxz1a63w21c+2Z60tGnsRJ9VYzg+MZ02eQqvGjwXy/g0ftgn0ezM/6985Sv3nrn6J5RqlX15gRGOc2ljjtD7m9/85r2/+7u/u/fP//zPxyfwXT/ly4857jqcaYNziXVUzNpU3/jTBhbNpusfXdSwT8VXjfNxzvYS6yh9azu5usQ6ike1s6MxDLmij77TjLde7dTOpe5VcqXHZbKO0iV95Htax+aBrzTy2xRy1W8JnaM1Hno1CGfaVo3FNdEmXfDBZYKB/6pxz5LnxiUe/e///u8Pbae/8XRJjcuTmKbaXErjcGg91Vg8+t/+7d8e9zM1PK1BPOrmxLTJOZyd+ivnsKwV0zmOB4zm0wQnLp6R4ez8Rqw1R93psKZt1RjGpJbVjdg0uky0MRaGuHY0hiOGS9zvVo3FNNEGH/qon+Ka4DSf4O1qLOc46JPaMV4Ne42Hi79QmLa1dtLnXKy0sd1ZK4xXg7bimmjTPKiOJxjix+Hf//3fj/cq6P2CF7zgXFke2OOC185abLyOyyXW0Z3ntgJTf/SFNW1evzUfvZZu/1w8uuzW36U1bj6p5WnrmX/6LMCvtaK1xmu9qcbWCj0uExw50rXdddS8CmOisXzHRyw7dfwP//APB5Y5ro53sA5xlh/z2bWAtCuB3oD9x3/8x2NBUhCTRjxYFgEFMQ0YjjchCCeJk6LCH46CsBDsLLQwxNWbIhM+4sCnNwphTt6IVZwWAAuJPinycitPcrSjsThq03wbL0c6bVskw73t9l/+5V/u/eu//uu9f/qnfzrqb6IvX6vGtMHn3LbOBeN3tFk1nnCJuxqGReNpzt043KB9jYbv1Nx5o7u48JnqI6ZL3BDhyLvttP7kXA03r25aJ/hh88zVm9yf/exnj4f15iHfrunWQDVMY9jVlBvL1772tWO9tiY9TDvrOoyduuGXxrTZXUdhxeUmfarXm7Z40OZhcd80tvP0db/zZ7CP0rAxN21xcb+bzim4YqqlT8fnbC+xjvKnRsUlJn3axEVr9bPTjMeDNtO6ab3BYweHxq05cTo3ttYaWD3nnIvBHo8vf/nLxwOmN2Gnb3TLUzH1MD/hIx5zXKPNJFfGw1E3O1xWjeFM5hUentk+//nP33vpS196rDlTTjRWg+KbYtBVXJfQGB9znC4TbeJCI916PMGp9mjs++Zbj8+tHZqkse3uvQpG95hzudAmPjTe+WoD+TYXxEPfyXocF/c8fz4NS0yTuFqLp2sfbTQ1A4vGEx4w5EjXzKmJNsZeQmM44pArfad1r5LvnTqmDY3lfLoew5ArTa6mGhu/Wzt4+GDX6zza7LzRDUvetR1t6CNfO3VsfuKjw5mso+KAY73pvQrnzm008RrPL9R4/WBNns5P+Ya3U8OtXbvrqDyFMdU3LeFYb+Rq0sTkNTRd1Z43CKdNzVR/MKa5kidxeb04nePi2r1XpYPaEcvOs5L3hMSi/uBM805jcRk/1WZdR3fuVWlcPBM+MMSEE42ndSxXfkFB/Xmfwn1mB6vct53NrkafbH16542TT37yk/fe+ta3Hr9h2DvziajoiLK2FmQ2rrn5KCy/bei7cV784hc/eKAiLAxbzZbACqfiyYbdJz7xieOf3vn+F51tfkzIuISHi+uwXJdEb3jiIj5fFaIwsnNdbzxO8ShRcBS3N6Qs+L7TVVweWtkaG2fjNcd46HDwzgaW2PDRvTBlp4lH51Mr3vUGYbyY5MpYheV71fNj3HV5wrWOi6LU/amdPMPwW6XZ4JCG7LXiYaPhSr8vfOELx7Efr3zlKw8upzbFxCZt5EKDb3H96le/esTm+0a9WO83p1zXxVVzXO2UK/GoPQ/ybiBwxOaGX4OBi/E1fGgMT2Ojjr/0pS8dC75cu9HzU674Ev+Kk3a2zntxjIvfBINx//79g0sYtMMFTs01flb9XP/iF7/4oC6eeOKJBy8EjYOBz6nG4llrh8YeED28qGO1Q2d28cBpbfikn5hcpw19YakZ86HvnTL2Jo3XhR1ffGisifllL3vZA42v0wbPMOzTBYZ48KHZK17xigc3s2zYrRo7z7b6Ezt/5hQ885zG6i/9xF5c+IZBn/INBw8590b06173uqN+4mwcP7iw1X/xF3/x3s/8zM88qD+4fJmXn/rUp+598IMfvPe2t73t3k//9E8/sIGDC78eSGipVTcwYFsrxGId9d2n5njrDZt0SRvnwhGX7hrOHnrdzOjz+te//uDCX76yOwCufqQLG/G4jo83MvDtA5IexvFlVyxwHJ/isBMTjZ9++ul7r3rVq44aNr9wCSM8OM7DkUvXXRPHN77xjeNDBvcoddz3HLPXcWGr12hezxc7+fKGuRdd5gMbPhtPQ/Ya7DCyoY/6y+ZFL3rRAxtjXOen687lI41do7G/ErAOyjdOcr7aqJ0VJ43haa7R2Dz/zGc+c8xL/3wWTtfDCCeN1bp9jQ0+Yoen2+eHDW0cp29YuBabc2xgmQ9yaC0WV3bX5UlMXceFfrqayY8/LceXXTanGsPRWyuMrXbMcVyso+4zbFzX43QAX/0Qz7qWuN6Ldc8B/gm4Z5zWWuNoF57jmzQ2HhaN4Prtq/Qzjn46LA0OLra6a2KydllLxUEbNnA0NvQrV85VN+lXPq3peGjeGLZGZYMDnitOcfHnvN46Ki7rDYw458e2mPjCZ9UPB+uE5yUfzrrnrXPcGFxgwKqVb1tNHsyF9Te6W2/SL20c1+gIwznX+VIz+Dh+zWte83/Un/N6zVg5qP6K3TOtnODhHi5uvlzX0z8+rsHRi5c2revW0Z6VjGFTzu2Hg1d5cI5NH3rTyDpq7TrlC0MLq7kJA1/1p47p41kCji2+bNIlbeIDR2zFLm7aWP+sN294wxuO2qv+jMc5Pjily6oNPp75cbp///6x9sXH2FXj4lo1do4Nbeji2faJq2cKcZUrMeDLTtdgOE/jGi5y5cOsntusFfhqaROGczDWZzJ+6CGej3zkI8c96tWvfvWxjsrVmq/mRDiu5Yt2uvsCjmJxLy+fxuDD36pxOYLlvI6Pe5457rnNHG+tuEljca2++Pn6179+zG++zW8aF49zt1lHm+Ney3Svcy8Xd7WVzjCLrfpLH+fpI2cw8WODt+YanDVXxtbZuM7Os1J5tKbTGpZm/Jon5041dg4Pc8qc8JzjHm6eazDic5y4+sEfnOpPPGKw9lm3NPqow2ycO9XYOTGlj2N88RGX2jTe/YEdn/zgtGqDj7hX/WC4P5hb8B2f1uipxvDjg0uxm1O4a9Yt93KYa/2VaxzKE7y40sb9hT7WUWuy2NinH9tw+HJtnZ+06bUrLDUs5+EYc6oPDukLT8zmt3lFY3PB8wk/rrOXb1zYas5rcMQWDj7WHHPT61gdl+aV8fUD4OpHeUw/vnDxzEXj1772tQ9qmG36iUuLS7liQzN+WketF55NPP8VF5viglmDl8ZscPF8I+e9/jAX+NGMhVOe2ooZJx0XfOnjdZU8wZJzOOkX1sqlXMFxHRaNHRvnGRCG7vqKERfX2MPKhrae+WHRBhfr6IpzqjF/8Sl29ym15/nNvDTH04+NeRYPxzBwoY9913CBI+fWCfOpdZRNNYO7Ft6qcXHz9+lPf/rAF1cxwREPrLWtGK6nj/c0aSHX7nliKnb+s41L+VDvnVP/Xv/qcVlfV8W5uNIGhpYf67Ba1uhLo2yce5TGbNSeee4X5NQfHmoHbx2HdI4/PqfrqJjwMS/oIS5bWmnmApxicg6+6+w019lZj+3LwWp/GG3+uOgb3bgQBUkLrn0BSITgHCtgiWDjmHgWHALqrkmARBJPAi3+EsrWOMdNOsewPagrYjbEMtl0k8bW+W4eMI3ny7V449MDP6xsJAAnWBZtxa4w4OAo1uKBxY+JYILCVFQrBv5NbDbG4gy75pgesMJxjq/iwclx+okRR+fFpvGjoNZPrGlrHO7x5kdcbG/Kk5jZKVJc+EljORAjf2JPP3z4gqnBN7HY4IunyVIe2LDnhz+NfjjLRzjVCyznmihwYLYQuOZNI3HqONpqtvjyoztOFz6NFSMsb/hozjnmDx8xNHFbjNmpc3Y0ppXOB41xh4Or2Pl1rMk1bcRvTPrBYYN/D4jpl4bGOyematQ5GGmcHzXIl9rRxOImJ670Ud+wvCAyTneTpxE8W7GLS17xXedD2sBp/sKgKTu8HMOC25+2GQcbJ13jhw9c7GvVn62mLo1Lw+LmC6ZmiwssnXbyQA88YOBSjWYDqxotLn56k1+9uC7vbKtZ8Vn/NPqsGqddN1/aG8cGFhz5Lk90lBvxuE4b+MbJk7hg4icudaa5Zqzj9cWt+oRBM5hsWkvo0DW+8BKb83qY/OhywK+uhQNTHPDFwg6ufdpVO86xk4da64haph0/tJEnxzA0mtDIubDDcI2+67qVruIuT+zpIzZjxMwfbTXxqgVzPD/qxJrdPSE76424YeEKh0+NPuLCFy9Y1TEb+8axwUdPG3zlOxy6ZIen8dmw655IY8d40Fd84dCFD1jO00Nc4pcz9vioq2zYsYFRh1FM+OGsvtJY7dCPP804uRR/fFynsxqlExv+jWWHP056c8Z5PlzTYGnmb/qxkYfsaKV2xFVtXJcnXGgYZ37lRy9umPQVu3P0g11MuJQjc4KNa2xoLGd0ck7M3c9wZmNrDP3FkzbFzT8+4m9+enFaox/bcMSsNtUovTU8jOVH3mDBpA2fzjtml764mgswYNLP9e55zUNrn/jZl7ty5RyN6ae2NPrB0WFoYsRBLjT5ax11XoejWwONKw9waJw9ffGlh2s42cclPu719uGyoY2exvTLBh82/OmaXNGFxvTTqh2+y7nrjtnSz3nb1nDjehHDputyWg2qEXVFQ5xx4AsnzTl4aljsjulHU711Aw9NztOPZuz1rvEDj2b44MJX++qje4z94oZpnAaPfo75TWN8aCyP9umjGcsPrpq8GNsch8GGJuqvY/u0qTZw1OVyjUtdtVa4jgN/uNPTWmd+68Y5j5/4qr8w6Ow8HLnBCZ59zXg29BPP+sxvHB6to7CNFQfOMO07T2Nx0QEfnS189dkcd8xePDjDiHtrHwzn+RCvMbrz3uSKt3HiYUdvPtUI/OrLvms0E49WrtjANQ6OLVu+1UB8YDgHO43huC4uOXWefnSt/uxbR4y3TWPn42JLN/myLjnmBwZOxYIzjWtxgckGhlzhot6co4/8pCV+OJsz7I2lnTmuGcO/OhYXW8dpaysfuKkJGJrxcq1rNBULPzTWXFt9wcKPjdj5dq48OdaaBzjhorMxFqYtf80FMeKHE1vX6CEea7GWNux0NmJht66jsHFK43BoDA+O8eJSO3zDcY52NHAeT1t+5NGWH2uofdfkWp5w5k+MYq5Gw2Crxdl1+mlyI9/828cPNw0W3DROXzi0ax0VA19waFjdO9/9AQ4f7JyHodPHm1OaY/rp6SNeddvrHXbFzY8xbPihI634MF5nw681Kv3Y0MQ1WOkLG476gQnHdTHhr5mHtNP5po3r7NKnPJq/rvNjHLu0NJ6dXNCD9mxg6ppaoDN+bHBe71Wto55h2GhsykFxwWsNxJGeNMare5I8yGcxuY6TVlzdx+HShp/qxj7+1btcGM8HLK3Yih1O+uDddZhipw3d+RKrhot6pwsbeaINHDk2Nr2NhSku+/iIHYbzmjmJT3MzX9WOvKoHvozTzbP2bcXKxnxxjB++aQyLfzzkHGd8ceVPCy+N8WFDV1j0ESeNren80Y8PGI0XVxiuG+d6W/nR6UDD6hg/fNjZ13AQG39i0vlPYxg48gkLB8fO4+pYrLh2H4LhOk2aM66zM8eN0djgUVyuywG+9p0Xe3my5dN1drgbzwe+7PHUWwfsu6aHA5tvuaSTJge62OInj7q4NbUlT+KDIdeNPwwu8OOib3QrjrqJk1ACEoBAnC+Zjtn75Ic4kkY4C4hPkCsEorboE8UnIiVaQhSUT1L50NkoKhgSKKns+SCiRLZQ+XRPqyh8Yi3hEqFwJZG/is+nXn3yAcd1v2lRIuEoBjfnCthkYSPhcBxLJFs2YsAZdjwqPAWMs/M4i4l+dLOlp8kJT+z0Wz/xqajg0BFOnx7jI0a+acgWzmmejDG2uE0GYxSn32gUO740ponYYbVQ+3QPBs6u63INk35yZVsTo8ld3DjyY4sbLDlyM2yBxIfGbPCpfpxXO8ZlUy7p7obgjQExOW8cLnKErxj5k9Ma/fjRxUA7McmDMc7Ji7FpzLb4xY6P/MWTD92bvWLqJm48ffARF85qhs/04wcnx3wY29Y5GMXFr3NqBB4dNbmiMT984MKPHMiFY+dpzJaW9FIv+No6h0vzAQc1KU9pA6N8p4kxxqov3HT64a2mHMOhGyz7Ghwayhd+OIiT39YSN1Y9XNfEpT7hGNt6A4OdeQhLZ4MDG+tAOPTHFxY7uskBPnSFVW7F7tj5NKYdLmqPvs0p87f1ho3fNKKv+uLTOXqFg59ufDHhSFuawnNsnDisb+w1OOxojR+MYsata3SuXumlvlpH5UjM6smY2hNXv3mm4c0vX2KRf02N+A1xMeGjptg8c/UbcBrO5q0u5/E3jk984OENUx7o61q/4Q+HHQwPtPRhQxNjxWesPPFv3VI31aicw8NFzMbDgWGs3+qAI1/8Ny9g0IKWMMSla843X+DJUfrBpS+fYhYbrLThzzkNJ7m0ZaP+6NyDJBvnu3/QATb9aOkYluviTmNxqX947PDjgy0b45yDQ6dwXPOCgE8Njprgk50Y4al3eMapYVjihq/+6Cxf+YQhP+zEB4+W6oaWzqtf+DDjo/6sbfjA9wyAMy3Fhp+6Y8/nmie+deflUJ40vs1xW3x13MQn/47hprFj+OY/fejsHB3Y4IF/9ec8G2OcV1v4OsZVPLQRN5+44M0nG/OUfW9086U2nYPn2HzEFZ/WAeP09BSrY7VBP9g0ly9a0oYtjNaM9BMLe9fF6DqfdJQDuGxhaNYRfHFyTiww2NJDk1/xil8MOOAiLjbOwZEnnJ03no1x+GQvpzjRAxfY9vHF0XUYjtOUnfj50fhng69uzllTWmvh8IGP2DXXYDhfjOJ2LA/4uo6P47Bh4OJcGPTBhQ2Nq1Fba4e5oHbCMFfwpR8b+qgdcYkFPhv2/LnOl3U0DDGkS3OKjflZHuyraXXBhvZi4ottceHQPc1++jaH+WILBzd6yZ/YNLF333AdBht1RZvyy6/1WmNvPD60Ma7mt+la+9nIRRrz1TM/XL5cd67aUydef9BX/TgPR27wooN5WGNDd1qd3qtgeK5IP7qJAx7ctIRRDGJSg7byRTedxhp+/MOSq3yLR31WW2ysbTDE6bwazQ9NYPBDF/yNEaN1iT/n+RB7+pSr9GsdFZPGn7iNFxe+6ReGc56TxCVXNOWfn2KSV2stW3ZscGMjZs01a4WY8IIvBjmFg7+42ffcaxwb64QOA098rVuwnJMb2sTH/arYbVtz6Mi+fv/+/SN+c885dnBwwN+aoB5gaLiaK+pdox/9vUbBSwx842zrmE1x0XrNE53iIqZqxzkc1DpO4sJdvNYCNVJM6zoqzzSmH79wjMNX/ThX/lpTxGH9EG95EC8uYrIPhx+1zk7HRTzyzi/ddDb4uW4rLlu+1R8uagympkb4qEbxhGFt0ozDw3qCk1b981ed4mefP1sce26jOQ7mFF+6WI2nD63ZWOuMoyE+cPDQ+Swmc1fOHWutDeITl07nNXYY6kc3Dr5uX4xr3PyqM+fUufrEGT7O/KWxsa7BaT2hMT84sPNeCztYjsWCjzotD2qmGlRbfMkNWzatxepdPuinxk/vVa7zQSO64ssPHHxwp3HrPv3YyB/OxurisR5r/Hcfog0MNSRe85M9TH7w1uQTBh7iphE9xS3ncNiKVTwaGzh4iJdmOpxev7ERi7HwNDZw6QdL3GHgjovYPaeLW32xMb45jg/+7PhbbdQxHH408wAP8cOGI6bioadmzrhurFzawreFjwss/uiQfnLrmMbs+EljfsSqwdZpzM62ecVfOPZd0/CGoUZxMR72mif8XeeHTtm5z6iv1grX2OhyQh88dPVsHBv+xUNjdSRPGjs2cg7bFh/zjS7WNq3c0DkbmjnPj0ZTGPzAdIwnDDUhRuda29IGpnUUdxoYb+6vtWBs84pd9yDb9GNvLvDpXHOq+xCOMKz75oMmFnpUD67JzyXbd12R+dbT+wVQBWzC+BPsN73pTQ8KOIG5ELCkc6sTjChNGAJXYBYSCfKGCFHYGgNDErUwiCtBJdLkIKA/OSCs7gbTZMFBgUh0OLa4sMHHdXYmhA7TVwmw4Y+d8RVdOHgYz0aDY/JbKNgqSl2Bs5FgXbHVHMeDP8058Xz0ox+99zu/8zv33vnOdx46W4jZ0od+Op+aiUCTiso5XORKcZlMrvUmBXvtujzhKi4dF5NaPE899dQRiwIVV/HjoLOTJw2XbpiOcaXh5z73OYdH86dbMHRNDvgp587BEXM3B9cs6ia5+rG4WkDFxgZfHGgcF+fg8CM253H1FR9NYn8aTN8ebviG0SLimO5042vVDw/zQf5wOP3TQfUkfn7jlMY44SdXbr7qj25elOEido129IGDhyYmPlf9XKcxTO3+1cM1PF2TJ3zSyTk4ujrVcBRTi6R8WxzNLXHTpHzCwUfHtfpLY3NBXG4OT1y9KeWFYgs/XzSGUc7TGBecNDWhTmFp/PjTGXGr0bShTw1OGDjjK276yjlsX38iXzCygQHPeM1Wrlb9XHczw8v+/SuNxZ1+4ikuOsCIK19i1T3w05k+/kzKeH7EZxxsvNlWb7bsbOG67s+LP/axj9173/ved+/tb3/7vV/4hV84+BSDWpf39DFW3eDCBj596WPd+d/s3d2vft9V1/1t7nMPIPJgi35LWwQKioAWEgIlED3RSEI45MRwYExMOOgfcP8FGGM0nph4YoKnStAIpKA8VcFiLRQoLb8CtULLk/hweu/Xat+/Thb76Rpz1faOv5GsPde11pif+RmfMeZc61r72te2RphX8lRtGKf6SxctHHxtfGxybU3H37yiMQ2NG4/WCuPriwss2hmHfuanfdcFc9x5OOmHb0YvOHS2eW0sa4WbmNfuH6z7k2c4NuPywcMYMB3DUczyiYtNPO95z3vu/vk//+d33/u933vUsbVLrvjqoxaMZ8vE1DyHw8d4rpvmkzXUG5j0q3/awMEpDH75iAd/Zq0wlrgZ3Y3Vea1z+qexeGnsTYm1xxw3v605xsNXP+fCgS1e5xsLDh86W3de3c8FccFiYYTnWBqrY/ExXNTxP/7H//june985/G1Vt/5nd95jMNH/3LFH65NDsQuNj5iVxf+XN5x9wLuLfC1PZQnMdGlmJp3/qS32K031Z/x1Yw503ltPFor8DG/zXNzHBf6yv3qA4eOTKxiaR2FgbN1i85ig0Pj9VpFfxz4rzjmHr2ZvtY+Outrc58Tbz7GEn9x4YMLDJscwOnaoK91nY99Vp7WuVDdqB1GP2uFP1u1z3wQQk3QmdGENmKKT/PNPpcsPQAAQABJREFUeM0Fa03XK3/yLObWSBjlE454bGKRBwYbZzFZK4zZ3KQRf1aeypVj+BhPzhgMGv/cz/3c3av7ueBewLbqh7fY46JfGPycw6frA96+5o1P+vGBw4+FpYb5MefF7k0JjdWcuUBfuUo/OWfF6RwcrbH5qT81hpN1lHZyoA/90pg2YsjSzzHj0JdGtLQOe0PfXNCXjzEZXPjO05fWuMi1ufDe97730Nb655rFJ/2KHU5xiZuPrfpzHwmLjv25fPVXHvCwsTDokzb6uzcREy60kQM+YuLnXAYLB+dtXuPrOkNjnPpQEI3FLQYc8ebLioU+xUgbGrsflWv6u5Ybh4+Y5KoadswmFxmu5rg1WR07p/6s6eqvfOHBJ23gFDcsfI3na6SqqVf3c6K4+YjHeGFo+YrNOLSzicv7GLVjvTG/WyucFw/OK45aqNYddx4Gzsw66h4HTkZ/ePxttMcHTnUt3/zcn9QflrjwxqX5ADes6hieY+9///uPewr5cn35e3/v7x36GpOd8+1YOhqLVaO9r5If90vGqo7PeTI2HOPIV/xaQ62n7tPVTtfxNSb6yDU9YKhRBofG+lsDmRq0lrZWOEZ/eHAYrPJd7NWg64NYxSXv/HBPG/Wjfzg4hyEH8uQ6rtX3G77hG/5YjfKBYcv0N+aqn3XJHOfP0qcaFc9axzjFG57zxjC3+dHaOlod86dfcfF3rO08P9UMjWGpQesfjatReZB3GwwccNV6jQtN9FfH7kO7P+Fjw0V/NRYPsVfHfJyjjTy5x7H/Ld/yLYcPP5a+tBMjo4180Dht8Hnt/r4WZl/rIu/yjQc/cTF8GAw+WvVkLOuoOWquqxnaWZPrk8ZpA8e5NMZRfuBYR+WatnTGm6++cHBixWU+4ZI2YqaJZyc4wDJOPviGdQDd/4BPl+ao8/x8/YlzctxXmeGTfvgwXGzpouUDx9xzz69+Xt2vxeaLGgyHz1ljseCDM8NF7cGij2tezwicT7800cIQTzXhmP7l3DqDh2cw/MSIC/204WppDA8f59QLLF/PIQ5x0dp5OM2F+IRRDuQHjrh+5md+5ugn39Wg2OGoL3yM1xqIhw13+I7T1hroXgkX5+gsD3zkwpjVDmxc+DEY5mX3tY71zC0fx2jHF6YNjviNgxOji80aSBP9XR+MZ8NBPOvcVGPrOoorPu4j1Zh+np3IpVwxx+EUk2PO2fBh9IX18z//88druXafI59X2acq9CI0IgpScTZRKoaGEJwgJSAjEBGZfRgSRSA4XjufD8z6ax03toQyr43jNS4WEDiw8+Ffv6PT/Q9YK459pi8uikVBON45mN0UHM73P4zROI7Z56Og8NKKoWLAI58wcAnH+XD0LzYYtvTjV4z0Y47V/zhw/0MfE5YutLWJbfUzxjlPqzZ89cHRQi8+OjmWNs7B0JYv+53HB1/WxcS+sVcf+9WE8wzOytfrNHacxvrAYo7ZHMvW2uk8/3Rd9+ujdVzfYqqvNqtWxLXirXHxEX84+jovFgaPj1xZDOCIsfN8yne15Jjz6zj2ccaluijn/Bkfx85xrWPhY3xzAQ5ecIubb/kvJuc6/6mRPnUzs2pSXJ3XPqbxysdYxql2ijOfh7TBhV+c+BhLvYjJOTE6vvrAdCwLp9fOw2kOuEDAcSzTZ9XYa/3iq3UMhrhcHNJ45bxqzD8Lx2tc+dFWX/VhfzXHOuc4rMZpXx+41lEa4bNqw9/59RiscOx3TlzdEFhHO84HBr5rDPZ7jQ9//eTbDQg8/Kp9vvzontExHOdYOPTtTb+8OJ8PLvweqmM+4qtOzAcc5BrOGns4zTvj48OHweLjtXVUTDZj58Mfvnbls46Trxzlg48+GQzjdd5x5/NZ48LBcXg0xofxsaVxWA/h0ELcq8YHyKdx1rmwYsPPxFAc+NOqOPgZ13nHWHzwDUfrvNqhsX3xlRv92n8sT3z0M576a5xVGz7yQJvOO7Zq4zU+fHBQxzSmhTic01cf2Mxrx22Zff7mo33c7Ncnv5doLHb94GltjuGQeS224jKm83Eyvn5ioSH9xVhdwuHj9VnjdRzn8YBDGyYGfTP+j8XFBwZe9GXGk/v0dQxGOV9jKh4+9vmIo5hobOzVDy6M4nLOtsYFRz8tnew/pI04V+y1ju2nDX7Gw83xzL5xV+wzlzQWizWwfNdH/3isXBwvJseNBYNZA6s/5+onXrjVcDzD8TqN5du4cNZc6V+++YfleDj29REPDPtpHJdVm47B07fX9vFRf7DhVMf5wHeuugkjLvyMpebgwFOLdHac8eUHO4PneOcc55+PN4NwVj4w4PNb62/FgEML+lr/cIJRjhtHnxXD8dVowYzZ/QA+sIvLeRrCT5/0cI6ln3XUPv6w9cvOGI6njX2YXqexvOMCB2Y+cPDL1tqBYZMXfRsf92KtHwx915jOGsOh36oxHH5MW67ChWfcfIpLDDTVrhj6OaZPuXJM//h7rS/O3RvD8Dpt+PBf8+QYHBxYLR/zuzm+arPGtGpT33D0kas4r2vFMdj9Dz5njdNj9bEvLlq2NV7aOJ6dMWhjLPlyP+q1GLWZfbGtesFZNXYehvlEG0bjxs5/1Tgu+rLGqP6cpxNc+zYGE6dV4+PE8mPVGO/mZhjhOCcP4YupfWOIAa/mOD6Oh5PG2o7BhlNc/PGBJRbz86xx4541DSNt1Ip8ew9sv/GNyQcH2Cw+2vBXHMc9fIODm9f1SeNqtOO18I0j12kDY9XBmOItT7X0KC77jG/3/PisPiv3w/n+Bx6Oh1NcxeG1GPiwzufvGD5h52Pc1lHH1I0Y4ql/PvqnR3z0Yfk4Th8xwckcL0/p4lj87LPqpXU0jfnxwZ9PeQrL+GHwkRcc4LTPJ33CqL+xnY9P9aAVj350EoPajo8237DOcfHRl7bqx5oB41w7YoVhWzFw8xpnMWUw4azGh525FJdz+jhf/a0aO88XNzGfcZxnYpYDcxMe7eCkLx8YsMJwzOuVC3/9YLhHgbn667Nrn1nZd5Hu+xPYbxgQ9+YW8TVoQxDjKSNAhaQllC2T7PV1x9c2H2O95f43dxJiW8U9i732bx8ODIkUmyRURPmI7xxj52qNRQu/qbDgp0t8jGPD8SkrLvHjhYstHH1fwkf/Jlr+5xiey1Pa8Hv16tXBR1wrl/bP2GuMfMTt003ZOb98wsrn3OJjfJ9SsSg9pLE+z2ksHnUnTyZcC8A63pnfeq59PhYkn0wSP/5nTc+v61tbTOaSBQ2OuFZz7Cl9+aaf+svUDfzM/kviol8XMfuww9E+xycfuqpBc0ps57y8hIuxxFHtwF41fY6L2PGHoZ98wThrnH4rdrrV5mP9UzfqR4yOZ7Cfist5G130dRGizRnjpXHxM966xUX7HE5ayI1PFuF01gYGe4k2XRBpQ/PVijG89Zx9XOLrN88uhPikWT5en2tpxcpfX5zxkPd1XD5PxeM809dGExhydc5vnFcO6z6s8uNaZR9eevBtf+W4YtiPs/rLzjHAeYk2xvcpHnPTvnHjUOxP4cSHNuLBo2t53LRnrdZz7acNDrjEp/PF3euH2nzw8CkTseBWTPo8lyc+/G0+JZXRIU3yeYk24pArcz0u5Te8p3CKqRtVueJ/1vT8Ot5rSxcczE834l1rVp/n9HG+fD+2jj6HkX40Vn/d7NJqzZXYn4rLeWOJR921jqarcdJvjfGhfThyRBMaV4+r73merefa1681/aEHEC/VRo77xRF9aLNaNfoUp2KHA8PY+qVPWjv+mPG1FctDdeP8S+Lio2bUD41xX/nDidNTfJovzQm5P8fl9Yp9xss/jbtfX/2eiyltxOPeBAYuHYfVfpxX/PbzoY3agWE783+ODzzjmA9a27nP+XUc1ta49NHfJ7lbMxzHNbPP5zFrLPfG8Gzn+dw4j2GkDQ4+dSrnrTtxyecpLvCN7dPFMHp91vjM73A8/eCDg0+jPaQxPmfcE8Txkh+NYMC0v1r6rcfO++navXF4acPf/nPa8LHGuOe3BtIbdub8S2LiA8M6wbw+a3p+3Rhrq59Y1tpZ9XmJNmkRl16v47wEJ43Vn3t+tl6raPOcxs4bqzWr93pTjVuPW0fPmj6XK+NaY7o/Fs/5GvNSbYxlPvhlAh5wxJul32Oc0gYfn3imsf3V0gmnxyyc1lF1PFlH4YhBjlqPjbvGZD9Oj/Fx3ryzveXT9/wPxcXvMW1gO2+81r3846N9Llerj+cD1kH6OH4LDj78WyOsEzQ6199L1hs+eIu9/TW/4rQ9ZbgY2/bq1auD21njp7SFvWoHw5j4iG3lY6znsPjo5/lU95PwHGda21NxOS8e9QeDeX0e+zmN6ycG1yoYa6zOG+uM6/hq+six9c89TvzOPqtW67n2xWyzdvllFj5P6VC/W9qnnzrfgnTviyCyCsq+wCeWyHCmGMbVt0m7I5y+FriXFNBT8cLwxgLeNC4FxVq0YU6sItV3yqVxy9OOxtM44lArR7sTxQMIN2UeqFmcpkYPCwGbalyt1E656LdqPOUDxwKofmBMcehrsfbQaGde0WWNC79bTQzFdGvfs7/a6wHNVBsxwcHJ/tTwcHNordjRSBzW9Wk88ReL+ZQ+Hb+1bU7uaGNM+tJmikPb1nM1DG/HrrhWqZsrbF1Hd/JO2x2NxWJ82rrOtJ5OY9Qf3jTnxl3n0o42V8xx67BYYO1wocs73vGOY12faqMfDs/d2L4kd+s1YYdPGu9oc4XGrQ/f+I3feFzvpvNUHObCFRqv69VUn2ovjV6S24d8wpnqAlNfPGhsn+aTuFaNd69V1oquEQ/F/ZJjzSvXh+lcMA5trKE7GHHxUMS+GppojM/uWg6DrdeqTx25/ad6aT5M4zEqTXo/tIPTQz1YO9a9EowdPs2t8j/htK5bO1z0rXamOGrGw9Me0EziqQ9tsimftIFF46npC8M25VK/7kenXKw3HoJ5MKeew53gyffuWlzt7q6jchXGTkx0cG+8g6Fvv8yCt4N1xTpqfHlPH5wmJldXrKPGVjs7usDwTAiGbWd+mpfqp1qEfau1Vui3E9cVGsNovbk1jrO/D9OZ4+pHLV5pe+/MT0yQtKD5bSKyO8kMC8aO4QMD3rQo4qIV19RwWXlM+eDgBlo7xSim+tdOYusiBmOKAyPbyfka15RLuu7Ub7EUFy6T2hFPMe3ogk9c7O/k6sxnonOxTHURA4vLp1596o1G+y9tV431idtL+69+NIbHJvnWb+WzW4OwdnIdH28IpvHAYLikzw5WGFfFNcUpz8W2vj4CvvGHuOKinRiMbEfjchWP2rBf2sLpzeQUo7H038W4WuOdtWLVeBoXjLadtcL4blh3MOJRDe5qA49N877yuSIueFMcMejrBt683NXmSo2v4ILPDo48l6/pXKhWrtQYp511lC7VTfy0t1i6wJrOBePBqW6mOHGxptunzTRfK5db9Dj7Flf1N+FTnmDDmWDEC9YOl3B2ecBZNabTNK40rn9tXF/ShsF3J7YVB4/J/KxfeXoJ/8d88LGxCRf9wqh2JvquOPCK0fFb7Mzllr6rr/Hp68Fc+qznb9m33rCpvvriQF8bbjsahwF3iqOvuGi0U4c7muCQpU9cJnGttbOjMU7NBfsTLvoxOKy4jhc3/ug9DIwdvdO4eGpvoROGPvhMMPQNJ10mOOVby8I6Xtz4wzrB8JhweWq4vafIJ2TfPeML1/0DAl9S7oH3xBSVP3fxpeq+l25iJbF/zOAj8RODo68vbhdbCZ1g+fJ7/wxBbE2+W3G8GfWQ228C2VRjMdFXnvCZGj3oAgfmRB99+nJ87Y6pF3GJqYvjrXhiEZN/tLSjjdzgIu9THHWir7rBa8f0T+dJnho7Pub7VGN58o89aNw/uQj/lpY+xTTFWTXerT/f/0ZneZ9qYx6JxdoFYydXLhjyNV0njI2Df/aE03TdgtM6Ku/TmPTrnz7Bm/Ip5+Ka4tA2fWgMZ2IwbFeso+qvbcKlPnK9u46KiSY0xmmaKzj6wppqLC44YlI/cLyeWOuNdhqTcWliLuzMT2tw6439qdHDWtw/E5rgNKeuvlZNNRZT6yiMab7DUTtyNjFrqDz3Tw5hTiyN1R6ddwwf8eAy1dh1BYa6sf+51FgMONDYWjrVWAy0aV5NNYYDwxzHZarNqvEOjr64lPNJXNXxRz/60eOfUNFpWjvmkzo2R6fa6Kd/+Z5yoUnrOr2npi+N3d/urMfuLfSf1nD8i2lHY1jyXB2rgYnBiM+ONnKudsyt6fMBMcBwb2Lt2jHaFtdUG3rAofG0hsWg/uDsXKtaR+lC3+nchCNHNPYP9HZwXOvMcZhTHNqoQXFN11Fjh6Gd5huOWHBRO/YnBoc2NjhTbfRTN7vrKD1WfaZ81nV0ugYam65ios9UY3lxT/Hx+39i6h+r7uS8eyUxTfms16qdddT41ht5n+LA0J++5vqOmQvWCmuX/F9pl36iuwL333p9148n9JOPoLfo+2+efTfY5Am/JPzWb/3WwcWfz0y4mCzikgALibjYrXzg+G+9Lhy+p2f6myEPuH3dQ/8leloQJov//urPQ/yZSX8KdktxiclmEcDLnynJ+UQb+ma+S/BWDH1xsaiZvL7jU2z9lijsl7Qw2vxiYfrng+qYxrS1TXAsiBYQDyH03/kKCfXX4rrzp0UWNvkyF8Q10dhi1sL2lvvvKRPXxFx0qh2/ae27q27BgtENGYxp/RnTgm+Om19Tbaw3atjNoXimv7U1h2z4TG8W1Iu+/ou2P5Hzp7CT39qam+JSx7SxHrNb5nnrDQzrnvUclwkfccm5uORJ3ic4OMES0/RmgQ5wXKvUnuuDdedWg9HNrn1zfGL6dnNoTYczmePmFV1orH/5upUTPrCaV7f25w/D5mbVL4rxkXPbrWYdhcWm65b+1kA3zq7nanCSc2uxnKtl17z1T9Vvicvc9AEF8dj6vtpbMNZ1lL7Wrlvm9zqWa0P3Ns3P9fxL9sWkjq0X5hV9J3zUXW8kXfMm13Frgzx98IMfPP4zvbqb3I+2btHHvjxNYqKfmqExfaf3A+JyrXKvThdxTfiUK5zUzWTtcp2CQ2NfS0DfSc7NTTzMT/PLterWmGDY3JvAsubAmFxjxKV2XB/EM41JHVv//Bm2XOF0q5njNPag23sz9TepY+O6N9bXJt+3agyDxua4ddTaB2uypq9v1OVoEhMu5gONe986XY9psXO9ow2z9sGS6517N/UnX9Z1ONpbzTywVjD6TLVRg7iIydaHvm7hI08wzHGxuHZOTUzmBFM3E22sM/RRy+JRg5P5sK6jrnnTdZQ+1htfUWStmHBxfbL+qUHx+SpQdguWOSXfMMRmvZleY8Skjj/2sY8deZquo/JEG//vhb6TfBcXHDG1/t2izSHm/Y/muJqZ3nPh477WfYV5aV5N1lHXKrlOHzi3xoSLXFtHXXun16o0hmNeuq/F5VY+dPaMS55huH5ODJ/ulVq7JhqrP+sWo89kHcVFrmjTOjHBgWHN8j6PPrCm5n2i+1E1PH0/9NjYt1+tHkO6P25hU6AWE4S9nph+BHShnyzUxpRIm0nnwmGxnJq+EokPzMlEMTZtYIhtqo3F2cT3MERh4TMx+cEFhkk3tTTGa0dj+l5hLmZyvqMxDNpYTOg0NXrAcQGi88To21yYLIrrmOpvJ0dh0US+YE3rWEzyRGN6T8341Y4anFgaw9nVWFzVz1Qb/arjKcaqw06eaIODi6vYvJ6YfnjQ2JzwerKO6gcDF3g7fNSxuLRTHFrQp22qjfHNBzcbxTXRpxzt1o21YncdpYVY0niiTX3oA8s2NRjV3g6O+qteaiec5CqNp9dgtdt6sxOTvtZi6990HVVzYqLx5EHRqqGYbGxay/pVx1MM49Mmjek9MePr640Ofaa5Um80VoM7MYkBDk5yNa1jcVTH05hwEQuNxTV5wxVGGnsDOM3VqrFcMcduXY/1EY85TpupxtXOLg4OMOg8XW/EAMea3rXqEGjwg7a7NYxPc3xH4+aUMOBMLY29b51q3NiwdrjAUX/q1jatPzjmUuvWNGcw8Anv2Bn8MH7z8tY52XBheFYxfW8WVuuW1zvaVMdTDOOrl65VnhNMrDneWjGtm+amtcIvkrye5Es/dSPnUy50oOvutcr46pg22mmu4NjgeKi3ExddPGOwTc346gYfNTSNS7/0ofU0Lhxw8exuZx01Pn3wmnKhKQzrxM69kvHX+pvyWdfRnesDTaq/qcZiaL3Zvee3TtBn91niQ3Ng9vTtIaT7YxYxk82bpcmCFqy+Ye3gwGsB2MGJy85Cgks4O1zOOFOsuIhpioELC2MHZ1fbTzH54xrv8EmfcCdtGGLbiS+cnXjwD2cSy9rnapyduFYuuzgr1hrvLfswdnGuwFg5w9ux4rkKZ2cuiKP5tMsnrB0cNwtuNqY3LWte1rimnPTDZdo/PldwWbHcJO6+oRTTlXHF79aWNlfkWyywdmJKEzg7tnKZ8lm5TDGKIT5e72CtdRz2rW1crtL4ipzD2K1BcbXdqkn+qzb2pxZO7S7OVRrv5lz/3fdDtNjVZcXYyVM4YtrVWP82uFMLYyeuMKYc6leetDt84F2BIS5We7wY/FjjGnQ/uoThxY424ezmDE5Y05iKJX2viOsKLvhcwWUHQxzlyHqxY1fm6SptyvlOXLtcjE2bq/TpWjXN+8plipGeaXMFzm6u9G+L36QVS3FN+usTxrR//cLR2qaWLjsYxk6XXT4PxXHpg2433rbdN/7h7P4WRsAwdnHwCechEV96rLi0U6sIaqc4cdnVxvhh7MS103fVoLh28NK2dsW/ZX/lssNH3zS+Zfyzb3zOx299fQVO2tbeyiH/lYv9qYWzg2HsK3DCkPPPB8PnyvrbjesqPrTd4aJ2farNn+H6jfhLHuTi7jfyH/7wh48/G/P61atXx2Z/3eDfavqz2lv757/y2MWi8S/90i8d+vj6G3/6508APxeGi20nprTZ5R/OFVx2MIqjtXhSdzCKZ1ffFStu0xanXT7FtaNxmnYzP40nbXZjWsffiSt98dmxVeMpn7PGvZ7wujKuK3IVn0ks9Vk17tikheM93m5cV/K5istEj7XPGpP9z7XFoXbKZ41rF2Pav34rl2lc1gbbVetxPGrjektbXLf0OfuGUXs+/9LX+u/OKWOl885aDGc3nhVjN66rtMFplwuMKzWOjxgnVp7g7FpYUy6Nj8sun11d4iKWsDp2a5sut/Y7+4dTez7/0tf11+7YVXX8EIdLH3Qj6jdC3vTvXEDg6O/Bwe5vAsOAObXiesmDjKfGEIttVxsYfW8lrInpt/KZYNTnCo1xucLg4DPVBQf9/flEdTzlVd3s5NvY+qfxlIt+tNmZB41dXNopHi7+1IXGO7mPS/HF8ZYWxlUawxHPjtYrn1vieMwXJ9vEcLE1p+xPTV+6wNqxMHa4GL+4tBMsffyJsu9Y9meiT33lg5sAf+Jl8/UFv/Zrv3bnf1lYxz0oZ83xCZcD4P6HPBtrBwNWdaydYumnP118h29/xu/P0zwooZ1c8nnOwnqJ71NYV2n81BgvPSeW3XmVLjvrDb5wrMXW5On8jEsav1SHh/zEs/vmZOVjf2ryZHtprT40jvH177sHd+q4ujGHdix9driEIec7Goezq7FYaKyOp3GtXKZzobyI5yptwpnqrB8MnKYY4qIrfa3rU43h4LGTbxgMh11tYODCdrRZNd7RJh47XGAUEy47WOlzBUaxaSeGQ3Uz1RiG+t253sU9bbye6lNM1XHYt7Zw4rOjDRxcphjxlif3FT7cMbW0gWV/avpeERdNytMuHzi7cbUOX5Gr3bjoseqzk6vq7/NF43I1jUm/K7SBoWbYVdpMa6d84xOng9jgh7UYnnreieuhof/U/ZvivcfwC6rFzPdM+a4VX0o+LQw38DZYgp58Z5+wbL6DC4YNn1sNBi4eUGh9Z9A0Cb7nB0YX10lxefPXd/TQpcXg1rg8bKBvBYrTxNIYDgztRB/fFZRNv1tMfw9T6BOXyeQr13BorHYmJtdyvqNx+cYJjjdxU8NFvhicSZ70xUX90HhddJ17qfWwS9sDlpf2Xf3o0/f+iWeiTxrjAmOn/swpeHKPy6T+1J2Nzh4G0niSq1/4hV+4e//733/3H//jf7x717vedffd3/3dq3Qv2lcvNt/fay7I1YQLDJo0t6brKBxrhRYf+k75yHffAzfFkW8YdLEWP7SOqgdx//RP//TxyeYf/MEfPHzVx/d///ffve1tb7t761vfemgcxvRaZZwMp6ldsY6Wc/cDatE/iftH/+gfHbH6Rz5/5+/8neMfGD/3z13e97733f2Df/AP7r7zO7/z7u1vf/vdO9/5zlFY+OCiXmgzzfl6rdpZR9WOfMVlsla0jlov4Oxcq8SFg21SO1euo+u1yjyf3Cut62jrzWStCEdrfj80x58rSNrYaKy/PE3yrYbl3MZcH6am9uCV84k21nS6qGXXTVgTnFVja5+c32r0bY7Tl847GuMkvulfn+DSPb91Qg1P6hgHmzUZDn2mGuOTLpNrTHXsH1DRuF9WTvh4b5Ym1psJBo1bR9VfeLfWDgwaM/pMtNEXhjne/Nbeah/4wAfu/sW/+BfHvHJf8H3f9323Qrzu73rHzIOpxvpbK2jUPdekjmGYU4wuE230bR0t19O1Ap9yvrOOmpc4MRpP1hzreWtg9/wH4I0/wtDSd3odT2NzYVo35mY5h7ezjppTcgVjsk6QUX+6qOPpOiomuZLz5sIk3/jA8r5KnnbvI+GxSb71w6V7/quuVfQR2yRfV6yjxeU6g4N5NeECxz/p1Nd1oeuM47dY80H9hfG5XkddH8Rkm6zH5nXrKH3ENTVcaISLdWeizWNj3/7k9zGk++OIRRDZKdH6mSjtPzHsg6cq6DB2cPQVl6SG++CgzxxUSOkyxdHPwtoiO8VZb3ym2gjX+BZXGLYpH/peYTQWW3wmmOUIjm1qOHSTMNVFvzVXUy76TRayh8ajT7ymcYlJXxrtaAxjt3bWWKbxpBNtWqzFNjH95Epr2+W0g9HY0xvD4oeDh1zRJ9zOv7TVr3zDmxocueqmbsoHhot79RwfMbqp9slt/7Hbw9rf+Z3fOR58fPu3f/vdl33Zl9198Rd/8d1XfdVXvf6fqq+4VuFzhcERE42nOtNUXxp7mO+/y9Pkt3/7t48b/H/2z/7Zna8y8Yn4b/3Wbz1+ifzYmyFYbdP49O+NAF5eT6z603eKoS+N9U9nx2616k5rmxo9uo5PYyoW7RQj/uu1aoolJhqX6x2c9b4ijre0xsaj+zb7Uyvn0/71q16musBJ4+KbYsG5QmPjX7GO0gYn6/jUcOl6B2tHGxyqnR0cc3ynfowtlh7G7cS13htPY9KvOb7DpesdneFMTd9djY2t7nbiiX/Xqp2YYKmZ3bjKE7wdPnK+1g68Ww1G682tfc/+cFonpnE1J2vPY7z0tfGLa8qFNvrurjfr3Eyfl8ax+sFpHbU/NTGpQRhTnYuJNmFN+cDaff9hbDx2DZe1bryeGI313a0dOLvrDf647K4VcHqAW3yO3Wq4VDM7OGpXf1Z7Kxf+aQNjigOjurG/Y+u1ahfrzGN/hiyIxEJwTcRy+sW7V2AYDI4ktH/sDH6scQ26v96FLmwnifpWlPF6fYAbdta+O3wMeYXGaXNDCA+6imuN7UGnZw6m8RU4XYSmGuu3O58Kd9V4ygdWuuxg6HtVrta4ivWW9mqNu6mb6kOXq97o0GHKIw317yLUsUlb3Uz6rn1251RY+IhrR5+HMPrkiE9IeND9y7/8y3c//MM/fNxwedjrk8lf+7Vfe/fq1avX13KcPp/W0ebUjjZioo+43vSmNx0P9sX/7/7dvzv+0uA973nPcdyD7q/4iq84vrvbTWk3g+exvT4fM8YtdkXtpM0t4z7kSxvbTkxr/x0cfXe1gUEbnHZt1XgaV9rAmmKIA87uetz46dPrW3XSL4xb+579V43P5176Gh/6pPVL+539Vo3P5176Ok3Ld69f2n/1g9F1fD1+634a73DRF84VGu9eY3CxXfHwoPXmVk3P/rSx7WhM22wHR99djeOh3eGi/6rxDtZV9ReHWhxvNX3XuG7tzx+GTVy7dkXtNLevqOOuVdO40qY6nuLoV1w7GPru5htG+d7lpD9t4O3aVRrv8tBf7e3W31o7O/romzY7OOIKx/7U1ve/O3zUzm79yVH3JjtcrtAYRjFNta2fuLKduMJY20sfdHtj708xfGLrLW95y/FbnckC1Z9m+i5Tv/Hy5nhiiuG3fuu3jk+K+dPVScHD8Ck0XPzJgTfsU/PnD2LzqTUTZ6KNP+H53d/93Tt/3uZhyRd8wRe8/tumW3j5E0a5csOKS7+xugUjX59Y9Bu8P/2n//QR061FSmMxZV/4hV84vojIk9h8dY58T3L+sY997M6fZto8gPmiL/qiqN3U+pMOOacvHmrwVlN7cP7oj/7owJDvqf3e7/3e6wuk7wVeF5ZbMP2JiTpUx2p4UsfWCHzk3Vrx5je/+RYKr/vSR56YBXeijweT5nZ/4vRn/syfeR3/1h15Kme4TOrPGkFf89NDwIm+6aEvHGvz1Pwly2/8xm8c3yVtXk1sXUfVs0/yTu0Tn/jE8dc11gk1LO8To7FPWdPYOjgx2oZBa1x+9Ed/9O4Xf/EX7/7Nv/k3B671493vfvfdX/7Lf/nJuM0J6/D0zzNpTFutzbVzauoYljWdxtO1AoZ8mQv4/Pk//+fvvvd7v/fIn3h/5md+5u7nf/7nj68xkQfn//bf/tt3X/IlX3I8GMdfLOao+dmfYk/j8l3h8uSeQnvrtcq467VKXNP6o7GYcJleq9Qwja1f6mZ6HcfD18vAcJ3yJ/O32rqO0uS5r6R5Ct+aDo+Vq6f8HzpnHVUvdLbeTGvY2klfrU+yTq7j+srVe9/73kNbfCY41mJY4rLvr0KmBsPc6l50Useude635AsXWBNLX621eHKdMQ9s//7f//vjL2Ze3f8icfLnyjQRkw2edWlq7nHE5J5ieq2iMQxY5tR0XReP+1FzXJ4m1zxz0uafKVtraGPtmqyjrpvWYJvrzARDXtzzW7/UnxqezHP9aczMS+9nJqZePvnJTx51R98JDh3EIFfWrh3DBV7vPybaGJ8+uLjewZCzW816owaZ2pleq9SfuMRU7dzKBY+PfvSjR+3A+IZv+IZbIV73V3/mKOt95+snX7iDj/pzjXC/ONHXUDC6XvWe/IUUXndrjrs/My8nazEwmngv7f5P7r/t277t9TFu3YHher7z/GVdR63Hk7mJt1hai6vBW+PJ/zd/8zePtcJ7mYm5VlmLrXs298/TddQ1XGzWUXN8cj+gdloDrRWuvxNTx+6zrcWuVdNcGfvjH//4Ec/OvZL/p0QPPLqWT+Kyhlov0niyHluLzXG2s46aD67BMFyrJvcVMNSMnNNnWsdi8f4DjvuT7t0cv8Juv1o9MaqFSBIskN6cKHLiEZEIJqVATAb7mcVCwm0wLPotJoJebxj0Mwnc5K/WgmMc54wDy4IkGca0YDtvnBZzPqvB4eNCw0dfxWkRwKsLmfPxhVE82uLpYgVHYcLA3WtxmTR89bHBz7xOEz5MXC6ENjg0gmEh4MuK1RjMoieedaHARZ5o47gc6V/sxn4oT+IpblzEncYw9BMXLH588ICV4RNf+/rj7KYuUzf6F3cY8LLyCIs5Rz+LCF1wgSM+9eO1TexapoVjHON5jSt9YbXpc9bPeOGIw8ZHy8oPjY1vKyb66Fvs4WhxWfWD42Ga2gnHOHwYDFy0jb3GxIe+NhhpGNaqn7E6rx8cG1+GH03MB5z4yruLET+vjYNLhlMY9mHQeNXWPs1hFUN5io/jNlzgMTj8qh2aWLTpbCvu5kKc6AcDHq5w1I24HIdRjXoNB8aqsb7l037n4cCjJa5iSj+xOE4DG4sr7s7Doa35KV+96cIHF/2Ki7+xmbb6sx8H2vL32n4++ojHeM7rY2suOA8/HDcd+YgJ31UbGKud9XNeTHIF0w00H/HDwSMNwzGGDae0oR9d+OorV87nw4/Pao/hyLe4rBOtFWJkOBojjXF0jn6OyYN1xrXutddeO27ovXbj8J//838+YvULHN9F7abGTZ8a96CVhQcHns3NlHy7dlbnxuST39H50z/KB6zOq7/8/TKLT+fzeQojH28k1QsMMa/1pz9tVjtzgcMHhjc7tBGbnBWTc24av+7rvu6Yx+rDGxrfT+oNjV8yfvmXf/mhqZy2yU11Qzd1vNafsas/uefjvH7WY7WCQ3xgrfkuLrrxdZ41jvozBjMXjMWPiRnPzmvjyo85phbkysbgtO54zQcO7qw8qov0c14N09GWH6zMcVi2zourfDoGJwxcaeZY+/oWezj6qQtY+NAvPtYvffHA1z5rvVlrR3/nV/340bic4loNwqGJsda44sEPPh886ENj6w0uxe18fOyLoQ1GGotLXapfOYNNn3zwwQWGLUtjvnjygaGFY58+xuEbFzE7lrUO8KmGaYMTXDUsJhrqhx8/eOFo0zgf5+nD3xhwqvX0E/tqMGzNKX70FYt5pX5t8BrbOPikMTzn0s++cWiCjzq0FsOwMX35rPrqhy8utMHFvQCcNKYRjHzw4KddrZrg55yNxmGpnbQxrvPiai5o40IfPG3dm2iNsc4H5/VzbjWxpLPjxqr2aAxHX/rxZbiIy8aKN/0aR65g8Kv2jFVMxoKdOZ6fY3S14ey6p2acly/x48bg80sfOM7hZb+aaC3WF9dz3HIehtZ5GPy9xlW9yJXaoQkcm/HyWbngR7fyxcd5awSs1eBlzvFtg4GLccQUjpoRlxircWPxx7fYw9UvbeB5TT+x87VVP4/lG5a+Z/30db+16m8sGzvnydhwistrm9jpC8sY5RzuGhNfx2y4pp/jNFZ/tsbmBysTJzz+LBx84TlOF1jNhbV28BazuNSy/uHgsupnLLnSisl+edBPfxusTH++xmTlSe3gxdJHDYrFhu9q+vOD57xxYOBizaIJvjCKAb7x+HdM/2oMvv7WChhy1pq++oQDC47NOGmDCxwbjWlOV5z48ntIY+OHwweOuPHBJW5it8HCgZ+tnNPFeHzEykff3jd4viBP/Gxpkv54sDC0abyuozRxfNWmuNIGDp5rjaoTc6G1S//eg/CHiYt2tWor/cRsPDj8nYeFb/rB4LPaipN+OOmDK83TRn8+qzZ0pq1x+PGx0dg6an7iYZPPNQ8rDk7GxEfLxISLfHtf1TiwmLGdK9dafXGBk091Qxvx058fvloxlauj06d/xAVe2uAMR9/uTZynlXP8Vlv1dZ424vK+Tj8Y+NCm8fjExz5sPG38xGmjjXmOT/pq6cT0FXv6wDEmDOa4PKk/tcz0Mc6qMR/HmT7OwzGOfceMww8X+2Li06Z/NXoA3f/AxzgwGH2qGxj60icN+dAFTnwca4zirkZh2YdvrCvt0gfdArLIugny5r7gEhhxglRABBeQG6WSCmMtCD497OYD02QhiHM2whBYa+NjHDgS6TU/PrgQ2jE8+KyWj4lRArrIG9cbcz5nvvCYcRSNcWB4DaeYYDDn8ODHR/+4eG1zrsVmxeFXfMZyQcNH7PRTMAqMVVRNBMeclycXD/31kQOcsofyxLe4V/1orL/xFTnO6YdHkzKOcTKWsWlikc18amVdAPIp5/xoYzPeqp9cWUyMxXBqsUnj9NUWczUhbvrgpG0764eLrTEap3H1EzeN9aUdjdbYWyjwwoWpLTHhlcbVHwxzQdzGMxZtwmlsfe0XGx98aAyT+YUNH2MxsYh51Vh/W/rhqPbi03g44wNbvvnYd97xMIwDI77Go7dWH/E5r5/juODOHKNdsTvGR79qxzgeKMKxry8fWwYHBoOXNmrG5lja4M744Iyn/sw544SFK41pU814g8yPfkxsZ41hFBvNjAXDZl6JRz+8YNmncTj62pyTSy3jI25cYNYnH33ElF8cwoJTTahjXMRK12LmkzbGWc25sPjgUt3Y79Oe/GzVjnWJ6YurzXjihoOLfONNV36MDwycW2+OE/c/YPDFPRzjdNPhwXLj0ZkPbWzGdM5xm7nsvHHE48GsB9TwfHLAP//0YNdvtv/aX/trd3/1r/7V4xM6+skZv/CK2xg2OOa3nKudci6uaqOYtJ3XFrtrL37FYAznvQ7Dfpb+acOHtmLBVYw4NafC5sPCahwtgyPPcvGRj3zkwDSvqvfD6f6H62mfbvAbfb7+earvMP8rf+WvHF/z4iYTVpu8GIeOxlF7jsUNtnMsbZzHxXq81jE/sTsvpuLS13HjaJkcyaH6K+5+mbDWaOufPvzUnvPq0Guc+TQf4micsw9fffCA0VpS3N6YyBM8fW00zmijVvmz4oGViV1cfHHAxzG+9hld+IRDN2NpbZ1vHYUj3+HlI4dnjfGND43xgJNf66jxGD1wEZd91jjmGY760heOnFtv+PLDhY8YjWW/OJyHkfFpzdHSxPnVR0zNYf1g0S1OjvGRIy3usNa/qjIOzs7rz7Tx9doYzotJ3vG2VpTTfGAZi8Fwvhp0TD9x0wemWBpHS1fHcVyNX7HB4IOHzfWhdVQuxU9vMRmLr75tcomX12JKY7xh93DZeXxoBiPTt3tOx/gYB86qcZz4648PrLPhgzMc+tEYFkxrlBpd50I84Yhzfd/gtbH0h8N3fc9AYz7G4rMa7cpHGpvfaVzM/NKyutEy52zNT8fEDMdciN8aE76rxrBpdl5LxALHdYY23SvhbDzYePOzb4NjW/XTt7VYP3liqzZnjathsRkj/Zrj3gelD8x8VpzGKD4+4qavuJi+xhBTxoevTUx45geLiSmNccOle2Px66u2+MFgtcajDx995bJ6Vc/Gg8HO+XYMl+rG6/LZvTHtqkG+xjXWmifHimn1UaNdq9SDeMXG1pjsOycOfNMPrphpHB9+abzqJ3YbEy+cNfbWCrUjJjy7Bhv3vI7CtvFrP/3kFC/4dDjXqLHgZfyqQcfwhKH++DK64MFP3HzS2HkcaGgsm/P40JcfjcwpttYEHsbgXxz6pzF/scgVjWHJh5yLHScGw3g2OOUqTHWjrzq2phtDf1zEz+pvPP1YWPwYH2PBopF93OiTj1jE5TytmHict3WeJvLN1/UORrUuRpzP6yj905gPPmKCJS5rRbGlTZy16aE1lhbHcgTDcRxxhQHPa7rAyPR1rhZfPrDgeC1P9M0HDgw+mXNtjZVP/ejMYBU3jPTVqj+c8zE+bdSxjTb8xMQvjVccY6xx8y8Pq8Y0sjV+GF7bcKi+xGAs9dA62thynoa0EWex4sKch4e3fuolLrh2H7lqxSduHa+lrfM27/Ng08Z6w7zmqz8ffHBzzDnbug6oUfpWf60VuMHQV+xalv4wGB/nxWS9YHzoR+MsDP42PjDwyXDFx7wSp837PNxX/WDBcNxWPPZhyKf1Rj2Lo3taGAyuc2ojwxcOf+accfjBlcer7TORX438Bt5nVYEK77M6yP/F4G/o+38m+W/o/H9G5zdGuV4BNxz/5b/8l7sf/MEfPL5+wwXbTeT3fM/3HH9C6OsJfD+3h9/rDZULuRsBrZsINzb6+goo/d0AdWPHx01bN3xrFG5cnF993LjAZG46Ou9149jP4qHVzzhuTtyQufHAA6dulPjYxLNa4+AUTjd/HlR/6EMfOm7m1xsy4/BlbiA98P7u7/7uu3/5L//l8WfFP/ADP3D3r//1vz5u5HD/5m/+5j92s7aO/8b+vgLW4jfss6NA17k3NP7s6LuipvV67I39NxT4/6MCb6wXn92svbFWvKHvZ1eBN9DfUOANBV6iQGtx7Uv6vNTn0gfd3ix7I+u383474E2y194EZ57m99qbXEF5st8xb5T18ca3N9reZPNj/Jz3hpw9hMFHH4YHLFsPBhznY1y/SVvNMXEwrdf6etPu9fk3pDA9CMCjN+0rBt769QCDP7weHBinxPLJYOnHn4Ujdn2ds6+P/fTh7zgO9Uvb48D9D/31ow3fYgqD3zlPHTMWg8mHwYEhLsdWH3xWjYvj6Hj/w3l8YGSrNo4Vazl3zPiNA9NrMRmLHy5ex3H1KU9a/XDovLFt+sXN69W8NkY48YGR8Ulj++XNeJkc6QMnrLN+fMwjvz17LN9xh9t+2jhWHDRpnLVG+ODl2Fnj+BabmPDxYE4rtny0+PIxTn1WLo6JsQ03+/qw+qTxY3z46ucBWLVjHP0a7/xaH+Z4nBufNrCcU0OOx8U+67XW1nHnGosmjqcDjpk+Z4356ctw0rc8eRCIiz75wNCH0cZrptVfm4+x0wMunM7rA0efsBufD3NcH0ZjvGyw+DI+xun1cfD+B59w7KsHfa3p/MXV+Pro77XjTF/YcfMajvNw1J8Wv/SIQxgH0P0PGPFZcWCIS87UX/35FFMaO7aeh+lBMg7G9x2P8MxTD8D96Z4Ht69evTo4Nu+KDRZMZgyb/yeBO07NKz7O6a9dLQxt5/2mv7H6tF3jOK7GVztj5NNv6X0KApf0CFusq6XPeSz59nUtPhXZ3KhfXGD6BAfNfFIQNn+fwv2mb/qmo2Z85zke8ljdNGY1Djd+fKodMXqdtvblTUz5hKnN9Ou8Y8ZWb/pmXjvO8OHf+hcX58OJMx96uK+A5zU+4RgbdhiOh5GPuKt15+w7tprXMMJpfG0mZn544mC/fK8+9sOxX+3Yh5E28gpLTHg1lmP2zxo7nvE3Pk2qMbhrHxiOrfNh5WIfJgw+cNImP60YYYkpjo6vxkccMJyDY+zV+BjvzGfFSp/iO2vjPH/nWXxW/ewbS1w4Gw/OWT8+GRzb6mMcGqs/uRJPMegXh2orLBidg+E1DFzM87QpbuOWN1yLScun18YWh7jgr7mKzznf+ho/jLRJ1zAdj0/+9SmutG8sr3FpDHwc89pm3zjitjHjNQ6f4igmLc0dZ6vPceDTP2DgyfjYN75x1msVHOdZ3LTMufW8Y/SDg4ftHJNxHtJY3wx/Zlzv8VwbcKp+OieG9OlYcXvdWPribKNfPmkTRhrrl09aF5N7JXHhkg75hGNs5nj62NdHHacnf3xW41O+tfrhUx++9NF31XitC31wq09xObbGlR98G1zHssYtTsf1dzyzjzMuDIatPjjATJu4wIlLPjR2X2OjE5wMhhj5wtDawuDntT5wuubDwc+5jI91Ii6Ow1ljNxYftWO/LR/x2W/8+DjWWLTRz3i9r6dDfYyblrWOwVhf809jeMzr9o3HB/ZqcXQMptf0sC92OuHmNYMD0+vzOno4fPqHPsYyF/jCwSccbnBwqg6c83rVRh9G49aKsw//cOt79jEWTsbqvUzjwuefVl4z+jrO4KcNHt0rFUM++oh1NRjxCYcPfX0KtforBn2NJZZax7wuPi198Vi1Wf2NWcz6Zzg2lv3yGw4+q08anONafeCtWPjRxjHW+eqveYVv+HzsGwcH85PWauAxnGKqr9fG5m8s44gLpjg773jnHfM6jmnstbHdb+Fh0wdn5/jhu9bAMcD9D+PzYVp9xIRL+yvOcxj5wvVeyrjw8Cl/+NhgGbP5aT8uzttPY/dKaWwMVlxiL08dOxw+7eM8DvmsGufHBw/2kMaO41+u6bNq7Dy+cfOa4dPmtZjDoJHN2MXNp2PxcYyOjmde6+cYP7kvvnx228+Mtot03x9RSfAG1Y2QJBAjI5KAnjLi6if4it3rDMb6uuNrS2jjSCYeitS2coFvayKu/dt3HhYMCeDr5m41fM8FsZ63D0dh4+BmAR5+9RNTPue+62s+9LVQ05oOXofD9yV8FLV4XHzwSKvGekme6EKPNMZFXMbXn+FrW3VvjFr+YtE3wy8Mx5y3PWX40NgiYkx4uDU2PBu9HjPn00Orrxaf1c6v13Pt68figcvaz1jpV59zm8bqpvoT42rlu/HWc+2nHy4tIHSgU2b/uXmVfrjYx8v4eDItzdI87LUtblrYPODSnvPyVDzh0a9cO2Z/1Tht8n+o5YMT01ZHq2/6PcWpsWniRuixNwVPaWxsGwx4dLbe4Jjh+JzGfKtd48Hy+jz2U3mCoZ8+dPZQV/3gttpLNKYfLJsLI21cXFfr/GOc0sZ4OMDBB7ZzLJ/zHFnHyQeOfX++BW+tG/5Pzc3G80+D+lNKnzYWl3/aacPv7W9/+93XfM3XHP9o9bG4Vm7+ORLufRJ7PfeSfXN7/dPAs8YvwcjHn9dZS8VHK/mZGE08wPfQ/6m8+NS7XxC89tprh46+uuQbv/Eb7/7m3/ybd/5hjwfvahEXucnk4ql5yY9P+VQzMGqb+ytm2OdWP5v8tI7iVD3wb604911fG5MW1gk4uKiPlQOf85q4YhhTzaqz+sr3eY6fX68Y7dMPFzj24Z65OGd7zJzDCW+bejnn+6n+4aZfc9zx8p6PcZ6Kq7UEBl8aW0fXGna8mgj33IqDjzj0xR/Oeezn6i8cuoqP//n6+xJt1B7e6gUfuT9rnH5r/s5x6YsLfbqvKH98nS/ec99e42GDYUz36rQ5jwv3udj0aT7Zp++qKS5nzeNRy0cfnPCBQxv79Gcv0YYPrNaH3pQ2jrZ1YD227qcNP/rgAg+2c6z2nL8VB29+5jUsaymNz+vCcxrDoR+N/YkwLjiteXkuJrzoy09fv4jEPaw05ke/M0fHs/imMUzYK0a5qs+55Wsc2tCFwXPMxvJ5igsf2tA1PcRlfqz2XP3B0UeLBzwx0SqTS8eeMv3Fjos2bdY+8VyPnffTDxeY+pzXnOfypJ+NHtYJW7XoOBOTGNc4z1z40kbfcgPzrOlZ84dw6Cc2cYmpesz3JdrwgWM8tQPvXCNwbU+ZWMRgjnsvzeCkBW1sYn3MYNhaJ+zTaY2Dfs9pDD/9ygluZ43j9hgfMeNLH/djeKnl1VZu6/F1Hw7exjcmfc46FPtjnDpvPO8T3aPgs1o+T+WKHjDEwQ+O/bM2fJ6LTQzndVT9ZPiccTtXi0N8+7DMOa7m72PawOLTeLQu71pW3E/FxMeGj7kA77yOrj4H8CM/YFS7rjO0qiZ1wfE8z85Q1YwWj+bFGgOOK+4Zw2s+NnVMY1qdNX4OYx3TV1HCk1sxrjmnjzw9liux6KufebC+d3U8s/+UPmnjXqvxYa5x5BPmQy0fuhiPxuVpjfe5mOCKl5941I79c+3DXHEf4iMWGz/62FxrrrQ/dT9pP/WRhAtQQSEocMQJarvVogRLfwJOTVHoP+ViXHza1sK8lZN44MTn1v78YYjJDbgCx2eiDx7pu6MNTvIdhnZiuGSTeOq7auzYhI8LoZhsFoQWlcZ4abtqrM8kLhisXE0wDoBPY7S/g1NcYUw0bsFXyy9ZDOP9UHtF7RQT/N05DgMefSba6Bufae3h4DuPPUD0ncfvete7jq+FcHxiraPlfIJRTPruaGxesqm+R+f7H/jAwmWSJ+vEv/23//bun/7Tf3r37ne/++5Lv/RLjwfD/+k//afjqzre8573HA+e3Uh8x3d8x/HpZP8V3euHDBc8djUOexJTfdd1dAfnMY3F6mtffu7nfu6o0w9+8IPHLwT888m/9bf+1vEd5x6yu5nyzz3/4T/8h8f3dfvlwTvf+c5o3txeUTtXrDeIrxp7PdGZvm0784Eu3px0P/HYTTueTxku6bMzx8Mw1nQ+pAusnXU0HO10fuJg84so2npTuBNX+uxoXFximtSe3ISBz3QdXXF2NI6LhyL07Y0Y/FstLO2OxnSBsTM3cYdhju5qjE/53sm5+wH9d/iIJw7TuUAbMe3Wn/5Z+vT6llaedjX+wAc+cHwdGn3e+ta33n3f933fLRT+mC8MJqYdjYtrp45h2OJT7o8DN/7YrR056n0eHucHNLfQuaJ20oaw/7sAAEAASURBVEZ7hcZwdnKuP41xmdYNjPXBlYdyU6uOd9ZiYxfXzrp1BUY6XPG+yrOg5tL0vg0fdSy2nfqDc4U+MHbXUVzYFbUjT4zOOzUoJttu/dEnPuX+OHDDjys0htG2s96g3Ye0aOOZ0HTdeUiCz/wq6qGzn+NjBJwmcaV+BU7JXHFv3YeRTTnRw5u2HnJ/PuhTXDtcwkifnXYXy0QzyWp3uFzZdzcuXK7EgDXNeQt9Ou/oVExTLjtjf7b77mgcN7rsaJO+4e22V+NN+ezyWPurYzeZfkP+6tWr40LtBtSnu/22+8Mf/vAx97Rf8RVfcfzVk08YeCCThaed5isMmFOM+NTu8AlD64bTJ7N9lcknP/nJ40G37++G//Vf//XHg27avfnNbz4+2dAnFbrh0ba/4t6yf0Usq8a3jP2Q75VYD+G/9Bhd3VyqmV2NXzrmc35pc0XOnhvrs30+Xa0RXfs+22P+34hP56s0VnfV4FTLzxeM+O/OpV094lG7yyec2h28Ytu9bu5wKA4tHrtcVryd/bSBsRNfOFfEtcPD+N5HW4uvsKviCucKTlOMqzjQuGudh3ufaxPXVbGJJazdWg5nqs/OL/HPY8ZFO4lLv12MOE051P+z1V7Fa4qjn41NcrTqMuWwYly133thMe3GdeZ06YNui5nf4HmD7yP4LXLnQZ97TXxYfuNqEnsDNrX+NGnnolZc2p1FxW+FYEjo9AJbAUy1Tcdi6uHBzptbedJ/J65+Y4bfVBt94dj6jVB6Ofd/2tSx+YBDOt/KobkAB8aONjAyWFNt1A6NzYUdnLjstPSpdsQzWStgeAgXzo7GcOgDswdHt8anPxz52vmkya3jPuQvDpt11Py2TeoGRmuOdmcdpUv6TusvPuLyVxtTHJrB8mlY6yDzqWTbt3zLtxyfVv6VX/mV4xNaP/3TP32M813f9V3Hp7u/8iu/8tDz6HT/44prlbrJxDQ1cwGWfE+1SWO6ePgE89d//dfvfuzHfuzQ5Vd/9Vfv3vGOdxwP/n1qzT3DY5/6mdTcQ7Gv16ppXK0T8KcY+jbHd65VMMwn2871F59dk+9ikq+ddZTG8NhkTdePJnBsuExrCE46d82D/7mwNE6ffhk04SImeGp4WsdpY03G5QqN5Qqfz6XRpm3nWiVPcKx/U43LubWrPzmeaCNXMFrTp/MTTl+fuHPtVDPqxTad43SgMSxcwrtVHzkSF5PvqTZyReMwpji38n/MnzaMLtN7N/1pQ+PuaeHdas0n/egynVc0vqp2bo3hIf/WYuemGld/sKrjh8Z67pg8hUXjyTpKX1v3/Dtz8zm+LzlfvrU72uhPm911FAZtdtZ0ceODS3mazKmX6PdSH3Oq+pvUTTGpwVWfl46/+sG4Yh1NY9pOr7949al5GGpwamv94TTJeXMch64zEz5pA0Nck/UYRuufWD7Xa8VjOvw//++9PXby1uO+7/S//tf/evy5vE+rmcAW/ltNUfl+KN/tKane/N5aEBKgqPxJtFYSLUy3mvHd1PkUmn+U5bvp2ISPeHySrYv8pLD+8A//8PiU4I/+6I8eDwbENCmu9LUgiXHyQI3GNhrDwWNyoTe+72HFyeZTkbfqKye4yJOtyTupv49//ON3ttfuvy/Wm7eJNviomz7RaTF46vuX+D9kdPUP5swr++bVRBvYNIZFY99RNr2Y/f7v//4xF9Qxm2jsk5w09uBLrh57wHUM8MQPF+ePfexjR0zWH7Vzq8Ewr9QNbXyn11Rj85s+Wl9RMdFG3fjHfPKFy/QCbb36xCc+cedBq6/M+Nqv/dpbpTnWBjccv/RLv3TwMB/K+y1g5qa45Bwn/8eB3aJz6415SR/zEpdJHbsm+HTxr/3ar72ep1txrFsf+tCHjq+G+Ut/6S8dc6rrQ9qox7e85S133/7t33731V/91Xev7j+x/JM/+ZN3P/VTP3X3Qz/0Q8c1iQa+psM6Sms1Yy29RRvj4UMXOvcdefDs+/5vLUz4T2HTWZ7UT/pO6hgfXHyK/X3ve98R8z/5J//kkIYm3//933/31//6Xz9+IeA78FzLHuKFi18S+GoY6xYNb7VqR76sE8bqGnErljW9a5X1+Na6MR4+1kBrV9pOruNq2HpjTsGZPvikia+IEZc6se7caus6Cm9nHaWLNRkf183JvRIOraPm13QdxYHG8sUm1/Huaf/Df/gPB4Zcq8FbrXXL3JR78+ahOfMSXN/Db36ap9O5oFbwsL6Ym3AmfPCQK3XsXmlyP2Ctg/OzP/uzxzpqLkzX0a7h+LSm3xJX641ruLpRM+pvcu2ksRp0rySmx9bJp3KOj3u/1+6vnczryRt2c5zGvg7NV8TIk3Vnsga69sIyN9wr3aLvEcT9D7Xr+uC9Ve8TJ2uF+zX1R2fxTOYmTeXqIx/5yKEvbpP1WL2438KFLjtf1SXf8u69Q/dLaffSVlzWChpXexONYdBZXOplog3O1gdzgdbm/GStUHPWLPNT3r/kS77kpXL8CT/1Zw0Ul5i6nv8JxycOdB2H5Z7ROjGZD655dFZD6m+iTfeM5qc8WbsmXOTJ+1Y6u2d605vedChwC5bagwPDWuw6rv8tGMmuXtxTmBNiml4b5Moct37SZ5Jvuen5VDUM69a46CMetWc9nj4faB2Vr9biybXKvMKDPtaKyS8mxOS60Drq9eRalcbu+enTvfqtGqsfX7FonVBDcCba4GNemgvNqck6ikfrKB4TbWiq7sxxdej1ZD2GYV7i1D1/8+3W9hd/8RePa7nc02cyrx4b89JPdBNM4IrKDZHETqwCNWngTEzibApzh4ux8REXPjAnEwUODDccFZZjtxoOityb0r/wF/7C8UbnVgz+OMBSTC4kU6MHHIvaNN/Gps0VJtdpPOWDi7qpjqe8jE8bi9l00tJXrsQ0WRRX7us8gDu1+OzU8arxTu7FUf+pPqvGkwvYqqO5RGd5n9affjDU4BRj5SRPUxza2Fx8cLI/Mf1wkCvaeD1ZR/UzF6rlHT50EddOHdMCh8c0dhNic3PEzxsPb2b8UsUb0N6EOkcXNxvTXOGyruVuWt18dBMM1zhf9VVfddzMuqF9zKrhHW3SBYfq58/+2T9797a3ve34xYuvcEmfx3g4DicsfKYGg8ZsR+N1HsCcmlx1rZri0KNcrbm/lRM91Ik3W1eso9N44i0mG5tiiQmGdXSKYXwa01btTOsvLt5o4zPFEYe+1tEphpiY/uLCbaqPvjB2r1XhmA+TN1zigSEmGntYNJ0Pq8atF/BvNThd767SWHw7uRJPOb81Hv7isFnTd+/509aaMzVatP7taEyT7iPhTE1fceF0xfzcxTCf3GdZ06d1Qws8xKWd6qNvGu/EJQ5cxDW9Xy9P6nh6vatGrqgdeqx1HPatrbjwkXftxGDYrOk4TetGP/mmsc3rnXt+OZ9yoYOY6Lx7/aVrGDAnJg4bHNe7nbia4+YCnKnGV1yrjJ/GdJrGBUO+YdifmvHhyNOUi7HlyTrhOc4UR79qZ4cPPa5cR3euVcWEz3QulFtrBC403sUKs/bSB91ABR7JaUGEo/8Oxopjf8eu5LKD5c2o327+yI/8yN277v/B3J/7c39uHNYOj3XQK3BgXGU7iwgOFhIL0u7kTZfd2K7G2dV55TONTY6u0FgscaidxLfGNOlfn6tw4O3EE59wdrD03Z1T8UmfXk/aKzDSpWvVhMetfXyq3vZN3/RNxye2rOMedLsxvUrj9Sb3J37iJ45fivr0p0/T+CSBf1D6d//u3z0eNnvg/ZilsXbH9LeO+jSZT3H/jb/xN45P+j71kP2h8dJnN1/F9dAYLz12BYaximkXb7c/LnSVpyveWFzB5woMcTFYuxafKVb9ewAxxSme8HbiugJj5bPDZcWZalM8NN55QHMFl7SIU6932qkujRmX2o7f2urf/cAOpxXnVg6rfzjrscl+sdROMPTRfxcDThrbn1o8andwdjGMHUbtDp8V71Yc47vW7a4TcbgiHhi7OCufXazd/riksXuLHcNl997P+HCuiOsqnCvmOI39svCquHbyVN+ruFyBc4XGMK7Auapu0qU23W9t4zPFqf8V2liLew8y5fNY/Jc+6EbuioJIvCuCLQE7WPGBtWthTXE8yPCbO7/1WB9q3IoXj9pb+6/+YWindoW2xl657PAJZxpP/cL5fOFypc7FOG2v0qaYrtB4B4MOV8UEp7im+tZvNyY4V3Appl0++rcV47QV1w4f/V2c/XLsFo1e3X/9hq/icJPaJxj1jw9Ok/XddeG9733v8fVh/oT1L/7Fv3j3Hd/xHcf14l/9q391POj+8R//8eNTDi990L2jj75i8n3kvsrCA+/dT1BNc60fPm1TnHI07b/22+VS/9oV+9b9MLQTW/tPMRpXfzqzHSwYu/mKi3aHy5U4u1zSdRen/m9ofJTqn/ix5vxPnLzhQDg3dHnQtXw9ePKFB+NyRc7DeuHQD7oVk3ZqrRPT/vVbuezwCW+3jYP4di2sKY7+8djB0jes8CacwtnhYty4tD/hUt+ruHw+4az6TLWR5ytiissO1hUY6QBrh8taN1fgpPMUq3jCKc5JG9aUS2OG0+tJG8YuF2PvaoMDjF1bY9qJazee4riKT3hre+mDbm/MvYn1J22T7xuKWA9zfYfS7ptiXGDs/Hmcvh4g4LNjeMDwoHryEKOx0xnONC790neKEZ8rcOh7ha0aT+PCRd34niAaT+0KjZsLOO3Ohd15kA7iwkc7rWNc0ngn98av/1SfVeOdfNNHfzzMiak28aHPFKNcaXfyZHybr5gQ2w6f6sbD3R0r3/B2TP+duGgh1x7e4nRL/eljY90orOvoVGcP3X1lie8789VWX/RFX3R8ityDeN816zt9jfOcdtXwFTmnse/v9XUC07j0w8W2Y+XpufifGgPGzo1h2GKRix2NxbHmKuxbWziud3KF08TKEX1sOyamNN6pGTi76+gVGsOQZ19dhI/XU4NDX+2O6U/jHS7FtRuTHMuVuLQTq/5o3Lq+g4NLc2Fag2HsaGxs/dN4ygWGeOi7wyccse3g4LKT73IrHli4TLVpTsHciSltdjXGA6cdLjDoSxN8ptrEZVdjseAT3rEz+CGO3drBxXzyIQPa7Jj+xTXNl35wxLWTpxVnen0wvo0+U4z0FA+Ndx7MlW8Yu9qIp3U0jre2YWh3+BTX7twUD6xp7RV/9QdnGlc8dmsHB7WD005cadw6WKy3tvrj0jy/tX/+1c6OxvrGY0cbfdMYr4nRN120O9ZavDs/H+Kwx+yESDTfRfrmN79565NbkughgDfm2smka8L5JxPewOE2sSZKn0abcDGuft7o4yKmaVH0xsSffsNRFBPzRsA/hKPLVJvi+uIv/uKDB5yJPvpM/vnVOW44/UOkHY3LNX3gTU0dw9C2MN2KZQESS7ma6NuY6q+HBzsLJD4emFmYpnFZJ9Sufy5if2r0qXamMaWxmGDsaGxeiss8n2pjHqk7PHCb8pFrm3xN57ixxeG7lXGaaqwfDvLtT5SmMekHw00vvB0+dBHX9MKKi5p5xzvecTxQvvXrOKr5tHCtMqemuaKJfxjlH4z4Z1Z//+///SP3atH31H3913/93bvf/e67r/u6r3v9H6zFYW3xaX7SaFrHckPbNMZPPd9q+OhHG9etqcHx4B8WjdP9Vjzrze46auzqZWd+0oTOdLE/Nf3f/va3H7pM64+uYjEn7E/1FYP688sZNr1XEkdr1g6faq51/SB144+4fM3XfM1xH0iniaWxvmpwR2MczEnze7qO6uvBsrXL/pQPbeWK1ul9qz40pg+NcRLfhI8+9bV2TjH0c88FK263xsSfrnjQeKoNLvpa/6w7+EyMvvpa08OZ6GNs97TwzO8phn7qJl7aiYmFzkwtTgwX2tBYzqc4xja3rec7azqc/nkfjadzXFzi8X5cDU3X4+YUXtM61leO1Q4eUy7y5C/quueHOzVrTXma8tFfXGoQxnQ+iMt8UHtxujUuPPS33ohtyqU8yXtfrzHBUrfytINBg3Udnc5N/Onavfo0381FNQjP64k24vL8hek/xdBP3YhHDcndxPRf9Znw0ad11HXP/sTg0LV7/jSfYFn7aKKWp9rg4zqjdtTfFIcmxTJdR3GRK9rI13Q+wFA3MKbxlA9f69n7+mnOwzq3lz7oJpYLq2KQDCJMTD+J1E7Fq8gr0CkXOESXTEnw2jYxFw0YO3H15obWXRQnXMTkDXs6TTDSoZsFfDp2C54+9M0mGPVVd92MtRh07qWt+oXhjfbOhKPHrsZqhR7aaTzFTePdBzSw0tfcnHKCQVv5otPUcKh2pnUjBnx2eMRf7ZjjdJ6uXXTRN52nceGER3hxvKU1Ni4uiPSZ5hsOHh5gtYbdGlf+/cIGXsduiYlvOReXtXSCQxefmsZn9yEETrtv/L0R8E+K5cnDbFpXg475fw6uQT3ENuZj5obMzcvOukNTOaKxdqd29BWDbWLltzf+cDp2K966jk4xjGmtUHs7GreOdl9xayz549B1fJqn1qwdbeOj/rpWVcOde2mr5vStjqe5gkMf+Zpy0c/43pTSB97EYFx1rYLDYE5zLhZ9aWSbagxHztXxlIt+aUzfXY3Fg8/UcLHWwtjRRhxi0+7g6GuOq8Wpxvqqm7e+9a0HH/vTnHdvrP8UQ7+uVTvatBbL9bRu6rurMRxrnzlh2zH1x+R7mnP95Zku+ExzBaN4djQWx1o7+N1q6rj349N4GrN1y+tpXLRRv12rwr61hSE29TzNtxj09ezE/lQf/ZpX3fPfGg8MXLrntz/lIxZ81OB0rTC2XNEGzlTj4ur51A6O+sum2uhnPtBnqg0Oa+3srBX67q6jaQyn/ak+3jvpa27ZJqa/5x3u+Wk8zflV66g4djWG0fo31TYt1zmujq60S9Ekbk3iNHA4FdVOsDB6iDHlYnx8FCbbwTF5sx0cfdctzFtaBTqdaOs4eJh4bCem9F2xJ/smSJNkyidtd/VZ62YSiz64yJVt166qv+Ka6ltc+sPaxdmtnSs1XnM1jStNrpyjUy762czx9qd1WN2U/wkODuXb/tT0pa+48JoYDG+4vJm0v8tn51rljYQH3b/+679+3IC/5f4fP8LLxOpG1vYSu2odTeNdfV7C+TkfHNJkJ1dXraNXaKx2p/V71gvOTp70lW/brl2hcfHgs5Nv/a/QGIc4TfW5UuPytKNN8exqFM5Ul7UfLNuOiSd9pjh0rY6v0Hg3rjVHUz44uNa4jsBom2jUdXzStz7Gp7G1dCfna76n2uCEQ9eYOE7bHR6NuWq8g5c+V2DEbdrisMa1gwNrJyZj937T/hSruQ1rimF8ODv9i0G+d+5H4TBccLJmTA1G+d6JLW3SesLH+K2j9nf46HuVxpNY1j64WEdtOzGtGsOZYsG5Yh01fjhTLnTygLr+tat+L9nXz/yufl7S5yGf1uKHzt1yDJ+0uaXf6ltM67HpfrrWTnEe6rd3N3hC9Eb7f//v/333u7/7u6//g66Ty4te+gSET9P6c2uYOwbDn8rvfDJDX999CmvH8PAf4cU2XfgtAPj80R/90d3/+l//a8wJB1zou6MNPehCnx0c/dt2NBYPPuKb8lG/v/mbv3n3y7/8y3f//b//9zEd49NY3vGZGIxyBWfH0lc7rT/j4wNjR+M/+IM/uPvYxz52aEzvqYmjuKb6wEhjWDsGp3k+rT/9quOdPLlgWC/+5//8n0cdTuPCwbq+uxaLi7676ygM8wrejj76i0s7NTzUspim9dfYYUz40OQP//AP7378x3/8uFn9tm/7tmBHbTW8M8cNnMZwptb8lCvbjtGYVhONG1f/tp36a47vaCwOOM2HON7a0sX17jd+4zfufvu3f/vW7od/ecKFPjum/nY1pg0cse3kSX7SeFrHeLhne//733/33/7bfxuvgWlMGzrvmFiqvak+1R+Nd+ZUOGKaXmeaTzR2/7aTd7rQGMaOhSG+HY3xwUU7tTDoNMURh76///u/f9Sz/WlcrRPTfKdDc3xHYxxab6ba4IODPOFkf2rdt3mPt2PFJL5pnoxPE3HtaAwjPjsai0Pt0HhaO3j4XyYf/vCHjw8H7GiMR3FNc06PtY6nfIxPk511lL5w5HuqL/4wPvnJT9595CMfufvgBz+4VX/iwWfH8KmOd+ovDHg7c0osYlI7UzO++wn3bL/zO7+zxUf99X5oGtdaOzsar/Vnf8dorH52zHMgm/V4h4/5hM9O7dB1d72hhVzhIu/TXMEQEz5wdsyHtHztpudCu/k687j0E91Es7C99tprd1/91V99fKTdn0KsT+gJY1ut87VEU1BupnxywJ90u/BnDxWavvXnx0fyvHHziTt/brxyiUNt2GHUwjH5f+/3fu8oCp+Uw6XxXhJPPp/4xCeOgsDHb4j8lrJx4hyP2sbpNay10M/F1Vj5ax/CoK9c+USjP5fqU4n1ewwnPC1tbN5U0NanG2GVKxis9nhx/+PMB4ZFOvMd76suD3Hh+xCOPP2P//E/XufSJ1HDNtbZVhxj0caiBsuf3etTTPo+xufsYz64APmtGR79uV3jP4RT3LXy60Glh1hwfEXCmW+cwtWuPp2Xb2MyOOsnER7iwu+MQwv60secwknOs4dwzhh8zKk09icrE42NSR/zCqbfdPrOM+Oxh7g4fs6ThdpDCHxgvOlNb/pjccNhtceL+x8PxeWhp/XLQo0LfeKj37n+OldrDNrQ2Pr36tWr48ElzqvPmQvsNS6v+dhoZM2wH8Z63n7mfD789dP/tfs13Tqshtff+vNhtQ/hOAbHfOiXoOLCN871r9UnHrXOwXFjp+1/A8jZ6rNiwGHOrz5yTmNvdr7sy77sWL+emw9nDBzEQxu5Nh/6M7lPjfqZHPQ6LmurJmzWUX8GZj48t46uXGD555PeTKgZeviTyLPR5Tlt9MHF2mcdxMXa/lwd67dyKldq2TXYd7q6lq8an+fCGcPrtNE+djP1UFzlujYc+Va/8mRNphV7CMPxNab8rDftiyuMjr1UY2uFdd3XqXQdji+ssz4PcVHDNLbBUYNPYcB9CMccV8u3rBXNXZhi1rdrgzzTZh0rXWr1Y6uP187jYo4y87xPdB0H7n+ctXF8xYFBE+s6nd9yf98m72fOZy5wzj7mQZv7pJdcx898aGP9c59jjpsL5lWGx3Nc+FpzXKfoTIP+pFbsLIza4+D9j1Wb/GgDr2v4c+toY9QaQ0zuT+TLOrrOqcY5c3H8rDEcfOTMvbFrzTrOQxjnmNSL6y6N1Uv3o8ZjYdR+6uintLHfeHSlsZzDUzvrWPo/h+E8ba0VYnN9wMm8aJyHcOKx+uBAF3HBUT/0W30e4tN5mGKSJxhqWJ7g5PMYl3OeqmO/FFPDruPytdZO42kz46xjOf7xj3/8mJPmpevVeaxzTPqsOF7LuWuVddT7Bli2dazncJyXbxrbVzfrJ/iM89x6k49cu8bQhsbn9Rj+mU9ca2HxEVtroGNZ/Wsdr29t57z/cEztuT7QZrWXxkUf9xbyZL2wZcZqvI5pz/k0v61b+NDnrM1LuBhHDaodMVU7a9wv4UJXMdnMSWPDWHHEcMZafTpPF5z4ps+K8xIMuqgdrToW21m/M47xzz5qGIbW/H7p/ejKt/ss/+9FzdjW+R2PWjzYWRuaWnNcf7XWQ3zjXP/aMGodt8mVOsbL9/jiAmPlvGLUf22dt45a063J7k1at/ixxvvUq8/8jK8jYlDH+PR1heu9cTxqQ1m1cY42sNwby1NfDbnGpO9TOJ1vTunLP4zOP4ThXH7O4+IaLjbvf6frKI3Vsfdo7tvMcfnKXjLH+ahfc9w64b2QduUL76G4Vh/n1Y4Hp92Prtffl2Dk45c14lAzanC9xuTzFB8+uFgrXK9obI7bzpz5rrbWnzHkyHyy71q+aqPfSzU2n2gjJhq/5BngmYt1T0zyTp/u+eOP40O6OH+O2zpBI6Yer7RLH3QjKQk9PFBU5wnDRyLW4Pm1cDlHNIlUEEwCKgj9wkgIgrX4wclHIk1eZgw3HnzzMVbC8tEP35WL8xZHN1IWFInk04SREFvxaHFpCxeXbqacC8P+6nO8+PSP4uJjH7bCsuFFJ7jicN5WTFpWLPTLikmBKnK+FtvG4cdnLTZjizkfr53HRZ7wsOAX11lj/szxcLxOP/pmFkjj2FgxwQjHubD4OJ7GJox4nY9PPviG4diqsdf4WKjlXA3SmBarfmGkcdpXo3D0gUNjb2i9tujjZMsHRny0tHFefF4bq7kgV2461nHwhaHN9F81dt5GYy2+cIpdv8bS2lhcacjywYfGOMJoXjUOLmHoByf9HHeermlMJ3GuN8/0Cg9GGuMCj/GRc3HBFbMbhnjrbyyb/ln6OcYHhrldTN5k84GTDz/jhaMVvzFZXLvJdKH2honPWT9cbWGko2Nw9LVWWLvMBZZ+9ouJfwaruByDww/nNhrjUgzO56eP4+lrH74+8uOXJPLjghhf+hT3qg2s6jgf5+WbxvBaR43TWLD4MWMbR39YXuMrVzD4ucCXI758YOCcheP86qP+5Epc5oIxnI8LfOPpz4xjo0/jwFB7bsh6MG2Owyqus8awjJMPLGPZ5Ju/PJZvYzYen9XE6pw+H/rQh+7e9773HRp7bQxaaW0sffVhWueMkcaOiWt9E8hH3OHwofGKE4Y2bDjWChrTRf0Yp/NhhKMv3dYaFTM/MWlt4khfffk4v5pxwuNTf9eq6rgc8HMe7orjOJ/izoc2fFm/UMjHWMXlvNfOhdWx1pz4OC7nj+kjXhjVRTGZU+651LJ1WB3mAzMu/Fk4Z43xkSvj28RqPBvzuvhhsNZrr+kRhmsefOvoWjf112bw6VPccGw0xp21jj6kcXHF1Xj6O06b1lEPCBlt8HW+urFfTHBW/XBtPaYznu6VzvrF2xiwbGcf617XB/tx55s2cFaLLx/naALDGuh1v7A+6yc2fZhWXPgw/Ywn32mgP5/Gaaww9KO/zTHc+dCGLtYu+XY+HD7GsRUrHP2Ly2vn6SFXYoPrF2zFpG91zN9rGOJZx+KTxnJvH9bqY6xVG3jn2J3HAx/xuVbxsRk3DH2z4tbiZ1zzwfWBzr2JxCUffnwyr52Pj+NwionGvRda5x4+/GxhwCnfcGhDE+uNGPi6L+XHvBa31nmmbRyvnbemw/Egw37/f8F5vBmM8hUf58TdeZytE+rAGOb4OW7j6c+0aczPaxv9muOu492frBrHJZyzxuVbHTPrqK14HAsjPjDCSS8+6oXG/Ojgnh0XPo4ZS+yrFZeW1Zdv/sZqnPK94ujbBsPYzlsn9BNP90uNs+apcYur2sGl67i4xAOvumgcY/FlcT2vo+rGfNCftuqvcfQTK7xw+KWxNh981I6Y8JD3eKcNnAzOut4UNz42XOROu2oDy5YZw/nqotjVjTnKuv/jUx5hr9Y4eBWvNcKaQx/rqLFowwdOdWDfMaYtD17j2rUKFl98wskn3vrbyoF958wpONYb5+Sc1jjxeUhj2HxXH5zhiM0GNx/++MHil9EXRvo5X7613g+JOQ3TDzZuWRiOGYcfLnQRl+sLLuLKx1g2/plzq8bGEQsM9wHsHFN1HAY89Zc2uKgJWHCMaV13vi3O/Na4GssxOPqqYa/1NTZt7K8YcdGmsRaGjbbWUXPcWnxeR+O84hjDWBkf8yB9rDfh5COe9NUWLxwxOMZHTLgwuGqQbz6PaZwOcPiICw7d+qWPuNljGI1jXPpq/YIYR3h92HDlDGutneIyLsNHvrtXorFjMPCxb0sf+/FoHXXMOPS1TngN3zoKJwujcWlijPg6DkeuaFOMPTA3LmzH+dmHYVvXUeerG3MLvvdDWhiMT/jHgfsfuLQ5Rl/jyDlf88qYV9pn1LkAVXAJ6mPoboaQftvb3nYUqoD8ZsRFquD18akUCw+hvSn2Gze/MZMwySCAf/oFm7De1Es2MWBKtt+QKGQTi+h+UwHHwgYDl6/8yq88eBhHweHBj8Gy+VSKi4OLp4nPz583SYSxfuEXfuFYbF2MLE4mgE/iVRAwJNs5b670gfMrv/IrB2dxG9c5xa41AcTqTy7jwQ8PMbnRdlwc9PObVlpojaOwxKSlH+1MBEYPm0/YK1Q4uNClhc1EgU1Di/o5T/ro6yIjbrmisdg95KGRjd6vXr16nXdjfPSjHz3GlWsT5S33n5ARu9f6mGxwMsfFbTxji8VvPtUBbo7RRsxf/uVffhzD5wMf+MDBqwXFGPz84xz62viUKxpbQI3jht1xXHGCR2O81Nqqn/pz3kYX9Ue3/4+7e+mxJruqvf+cDwACZGOQAT/lW+G7ZRd3WaaBwTQQArkFDejQooGEkGjTgK4lGogPgCwBLdqmgcGUEAKDMdhgLi6uBsRNCNF+87epf3m9cXbmk3uuODqlM6XIiFgx11hjjjXXjNg7987kU2EzT3h70CxuODTGydjyxljxEZd8oC+d5bpcsZbMDzybPBZ7+mmDg4tNTHJGHjqnr+tioZ822HLcbycZbvJcTLjhYu3Ceutb33rpp90/u8NFf+PSzpx6YNDXWNYUrfGjIa44OxeruOWO/HPd2qTTCy+8cOHGDxfzjRe+ctsYb3nLWy6FHWc5QR8bvrDscTL31oIHCRtMODbzZE3gzcfY1hJt+Mnbp3d5bB746c/HugoDHzc8n74wrljoKy6xw6IXDPWP0c0noezpYCxc5Tq+4jW29QmDj3yFYRx5o91c0gxOccm/t73tbZeY8MGVzr4KBEcfn/oVezcrv5C0bs0Zo2+1WHxi4uO6ubU2nKvF8kJ+uEZ/4+GSWePm3cZHrpgvXMyRPLIW5Ln6I24+L919Otp1OtPExq98s67oRFv8Wi/mAkfX6JeZBxjWgg2OftYUf+c0oq3coiNsXM05H4ZjdZTujUM//uaeDuZfvaENLGtBXDZGI/OJt/UH31zSDxZcGLjAUN/TBidzKwfkpHP5qx599rOfvcwN/xdffPFy/JGPfOSyvuUfjnLAHDqmC53pL3Yaq5vWG/3EaBy81UZc+WizfeYzn7ngwIBlnsUkl7XhbC5pLSbj0udd73rXRQccfALdmDZ95B+du9drw8Wc00nMtJGDeMtjPOkAGw8bs37FRQ8+dLLG8WKw5DofebHOU2tcjpej+hjbBgs3G6ONemtsOWM+xOe6NvlHn/6rOP3WOooTnvLCutGHJtUK59YjrrSRQ67TRdy0MZ5cNsdpjBv9tNvwoZm8kqP01tbcyC1zZY3StNyATXM5jjt9cHjHO95xwYCZfsbnD0suyT1xVZPUAhrBYLiogb14kG/Wgw0PBo+G5gtf8X7+85+/zGv1xFxZn2ogPeVdtU9/tc88wRA3DPHIA1qKB0cY73znOy/ndKdN9cs5ffThw18c8tyYNufheDYx74wuNvGKX07i0SZescMOF5Z7rz5qiWt8cMLFdXkkr+SwfrDlhNhct8kdc/n0bk3wMS/uDfDMp9g995on67dY3IPDEAMMtYAf/mkst+DIV3kst6qj6po1Y8zispejnpVscq3Y0xgm/XDTV72mPZMD+onHmqCh/mKmMc35Wody05yqK82jXIabyQm8YdFPXGLHxVie+eWn+oa7eOgnr1znp05US+STWt5zohyVfzDkIA3pZ1O3Mzgw+JkH+PjILxrQWN7LdRrb4yPuYjNf8oUG9HMOV601r3QRn77wzKn8kAtw8NYHrvb3ve99F6200QQGrXGDA5d21me1C1ftrc3mylh0LyfUUbg2Jq/kMWw5bLxVY9qJy3zhbg3Tj44096zEh3bdz8oD/owWYvc8ZTwczZNYqpHw6KnWml8mt42Rj5zSHxfxwVVvzJf46Sj3jG++zQm+ck+O8i93rF/zTkM8aaweGI/W6rz7ixymlWv0MRbTpq9x6AfXfBqrexXdxYWztW5845inVWNzSWNziYtNjSl2e/UaFzkiPnyMwxcX2tCYfs7TGF9jahOXPKjWiqP1gqcY6IrL07t1bjycrQWxlaetY/NOAzkM2/zh57rNOHg5Nm76GcdmjYtZ7uhnjowDh+EsJjksd5ic6d5ZrtOAxrDkCn3kTuPAtr7T0HW6yHV9xahWhKG20dyzC860KSb55Z+OO8ePfvTFy5w6poXXXuoxH7WWdnycw6+WWO/mkT7ixp+/+YVRHVX/4NIoLrDgyGOYcMRlPnAxl54ZrcvqKA6NJ25GfznIjzZ85L+4+VSLzbVct9ZsYsfBxlw3DixxmEuxWIPlo9xyf6UNw5WfMdfc8bqUGV+9wcumFlvXvdbWh7buDfbMvNOINnzlkJjpSz98xGZuPfO7zo92eMAqLjjqjVw3F8awwclHf7kjT8PteQEXMcg/ushB48sTtYtOclD+0RZGPsbpnpjG9FNL7GGLqdhheSaErQ4Yt/nr2N66xkUNFJ9+5tJ4zb98kkPidiz35GRrs7WVfvjo7zoOcHCWJz2TyUfPFHTG49o8qZ/VEjrhZy26z8gvc4FPsRrPMTMPNrHrQ1fv77luk0fmic7yVHz49VoHH9qIRVwMjlpCU3z4iE3uWJ9MLPjxTWcc8VW35Lp2seNLJ3lm7cMzF8aEb523fsUuvz23wXNuruljzcB03bjmUmzMPMlPscFnuMgteagNRjmqfqid8vtMO/WN7oS1F6gFa5NUTLJpV6Dz1bb6CNA5wQggWSQ4YfmaEMWwxZXA+rjG7AnG34SVdLDjggMMYrMmQVuFr6QwnoSQoBY+7HwkowcMPMLAZZ0oY/GRODBcN46+TGw4ww4DnoTiKw6GO/2M7zoM5/wkGT/j4hu2PsYPw56eJaVrxoAZBh8J71pxaTOeNoavfuJSUOnhujZ8WNglNAz9+DpmeBrDYs0shPTjx3+dc37GaBw+4sTForOoxNOi5Z/GfBQVZlwc5UfXja148LEXj7b46kc/+al4MbqJqxzVZmx9aGMMXOGkn2s42qexftqKC65jWIwO+IehjX4wjM8cu04/x6yxFfXySwzmKx/60biHLf2MZ2P8xGd8hdGGq/HxZDDKCfqlh/EbR5t+irW1YK7ob2w++clr2HyZfvDFmU/X4DA8aBxnGqR5fezpA4/xwZUfLjCsQ+1p6phu9YHhWKzhGhOG+bbR0TmO+cBT4NNYu+vxdd1YtMBFzXEjNA4f/vg51w4Hj9pXbWhnfnHgA9fYzZXY4ejT+PTlxwemdrmnvzqKq40PX1Z+xuPSePfDnJanfOS48eUN3vKIj/FZuVM9Nr4YbAwn4+rn5ulhVQ7Hh0/6haHNvMHQF2Y+uNDXTViuidM1PmKBixOuTCzFjIuYcOELp9qHk2vaWRoXR3GluTH1xZPGeOrDP/3stYkLLk44WEP6yd9eQOuHA195RGPWuDiv9cZ1YzKYeMl/D+P44EaLcIyPczj64SDmNDYWHDz4Wp8w6Owag4Mf7uaS0VesaccXhn5w4IsPF1xd1+66fni00Sv9+OqDs7rt3HyLrdivzZP+xYSfsXF2X2gcY2vPxJ02fJjrzTfOxufjnscnLjRyPY2rFXy0rVxgWNvm0nEaw4KR0Y++aUwvXPRhfI0Lx/OJOTCOtvTjQx+czZdzm+vNlevMOPLSOPzlBV9mDhynuTZc6JOPc3FZU609GofPD7Z5MBY+DJf42vNvrvChpZj0hSFO53Q4xhQXez7GoQ+N5QxNxZ0fzcXpGnMNvi0fMeJknYpHjOs80EY/3PVpg9tcOcZVXznIaLzqxwfnDA5cY8cFLxj0FVt66ctch+kFGKsfDJwZTuaRFu5VntXpvWrMRx/aaceD2ZuHzl3jY23S2Nj46W9s/Myf68x6aHw4DC/6i0ftMi5u2vMRn742tsZlDMbfXBjffdyY6iFsY+LsujacwxND+vFxbG565k+bch8nYx3vVfrxSRvHuJgT9cKxsfTlI4bmtjxwzVZ89sY3Jn3wb0tj4/CBxWCHf2m4+yFv8YDjOZtm+sj/OBiLj9jTp7lyzYanfp4FXIO36scn/cLAQb9VY+Mbxwt2WK1xsTHYdOBTnTBf+onXdYaLduf2uIiJ4cL40M7GxLhi8CtnrStcXYfFlxUnXcsbe9rhyVzDrxi04wIjLq45hp9pS5uu4WxtMv2bp/poa5604QJz5YKzXKevNd79Li4wxEi7NNYGIx972rhuPp3jYnOcHx9aVPdhigmH/OpjXWpv/Djrr1/jl8NhiNPcmEfY1jgfOjiPCx9cw9XPcXnuvPzHFx/64dd9IB7WePNtLNfxYfibO7p63sLHvNE0Hzid450W2uMLq/wzFhxcYa1+cMovfZurdDL/aax24Yqb2OODL/80jY++xmKO6YdD93KvWcpdPnjgoz/OzHV9GW7mQT/P6XSWi/gdfY73Kv3KAZzgdq/yOphWaZqGuLLiK66ui1mNsQ7Md/nK3xiuG5Pm2pi49MdXPMyxGPh7s9C5PvIvHzi0X+OC01hwmkf9YbkuJjgMJzrQrPyz56MPM4eO+fTeSfl39JHHrV99jYOnseHypwnM7sHGYrjxs85WLmKAE399zRMd5Dr+NnGXb8Y0jr4MHuOXfq6ZT7nzxbtfYNDCcT7Oy+v4HOdJf7yMJ2f0EaMcaA3rg1e51P1Bn/jB4CN2OOogjWGIK230wVGe4yQW2rjOjK+fcxsfGLTo3B4GHsVlbHHrX9/WuOctY9hwST99YJvv5rw4YDDXHVsL1WP8xJEPzHheOt39wMXG+PGnqecbfKwvbfieZf9Tbc9Cu8NJXCIQU7IQrcCdE5Vf5pwPEyBxTHYv/CVRC0HwElSyhJFYTaR94/qNDlH1WccxocYxbjjG55PATbq++Jhwi5CPa8aV+PYrhmvF45qE10/BZ7QxNhxWbJKEwbLBaBw4zmlR8tjDgh8GTMeuMbE4Xw0G/Ty80IYvvYrbWHDFVlzacGnx8tXX3os3vnTSlk/cJXGWHp3jq02/rJg6hweb/vGhRRrzw4PGcsaig2ETF0sDPulrr9+qnz44eVDwkCguemW4OseFhkwbfFgZH/gWLwzxwY6zPnSnUTHpi4s2Bs96EAM+cPBPVz64wrRncdEvc6wdB7yZtVkf5zCPGht/jQmG8WGkMQw+rtnjSItiqt3e5pq49cPLmxDF5XpWjh41Tj9+cPRRGJlrNKah9rjBZ+GLtXzAQTz6uTnAEGNx6MdHbPYZrMbRBhOGNQXbfDkv//jAWDUOQ19mbG18mFx2XJ64lsb2tNFmM6Y2e+di1w8Hbc5hOc5aq629/MIoJryscXi0SVc4R22MzeiHD6MTM7684XPEMZZ2N+lMm7EZLGPp52FBPU4bfFj6VW/KQTjhw+EPx3heJFsL8s01beI3b/xaL66lXeOo1+ZIHxrCgCte/oxmeNszvvqnCT/XtLlX0U1c9tpY3I1vo6HYPJjKAfjmmT8e4qGBB6C0MW76pUvYjQMbLzH0yz64+IWTBmKHExYMfbuOMz2M6wUTDOeZdnHqn8b6Ngeuu9bcwMcfj3KLD3+42uJiv+rHx3lccCt3mgf8jvOEj7bM2Nq86Mrokzbw0y8u/HBPY+cwaGwe5Q8MW7WiuMwfbWBpg2Fvg6GPB8PG0l9cqzmHcdSYJpl+PRjTJh3ibDx5pU9c9HUdD+Y6PzFZm3BaC9qZOdDON4PZHGhzXVz5asPv2Ke4ih1OMeGlfy8A1GLH2vKxh2vu0iZd7ePMh8ZiYvLE2F3Xhi9+vcgJRyyZcfTlQ18563r6Fa/9Ov66pvQTr/HKCxprjw9/x6umzo2Vj2PjW+P4GBP/+sSrOiqGMMKnsZisT9c8KznGjbaNlebrvco1PsWeLnR2DRc4rjvHx/zBaL5dM35j8dGPLuYKPzHi65jRiT/fDD6cfNLA+FkaN1ZzFBd72GHwg6OfZ36c5Ew1Bm5YaRwWjDQuxjSG5djWHOGPj37wncO2MefM+MbwrCSnbc1NGhhvzWHtbTBoYpy44wkXH/Ez/riJnRkzfHvWuPrwtccn7fmlX7roZ2wbw7VxrO/1Wan54bPihIW/MY3jGH/9u47LOv/G4+N6tQI2LjCKS745dl82F+mMZ2NpM3Zj2adHccHVZj3gr0/zyae1aozMGOmnzRjmxr2XwcNPrjN80s95fIzdWHE2l653r0pf/fgfY6JNGHyc01P/6qg+NDVG5twaXzWGYwzGNy1oLEabNrEw3BzHMfww8qkO0xg/MdIm/2oLrTNcGkcbvXH2zF+84mxetOG3vq6Hr1/+eOGqHx7iV+tg8OFvL0ac0kb7uuEDw3WxmS/c5UBj8YELh4/+xlz5uGYs1zwb86fN0QdvscUBtvPGgsPE5t6AV/dgfRgtjaVf+aetubKHY3waM8cw9WH8xVAd1QZfO84MJ33MFV+vOR3bXIsPH2OmTe3rnp7myOt66wl//eDyMyaf5sD42sWxaqMNxy/evQmrf/lX7Oldn2s4+odtfJv5OsbdszoMOtOucdob3/r0/IZ/+aYPDvivOMbVbizH8ZCDjt1n5B+cTLtxWPMNw4Y7c2x85zQWTxq7BsOYtKdbOPquGtOmtetNd+erxvBh8AmjGIzD4IdDJ5s2eaxffvbp1frU1nVjFbv6J//ECAOea3zFBRsGTvo1P/g4l7NqlhxkxqU5g8Ng619c4cSHX/XGaxka23BpPL74OYcTdhjG0Ue750gbrYxtn4UZX+2urz7ibs6tG8851cxwdvf/6y6IL73jvInmgUNB8tWXp0+fXhJvDeix8EQRsAJpURJ0YkIzkcRO8FtxYOCDiyRdC+qtWCZQXCXQmjSPxfKVg0996lNPfv7nf/7Jz/zMz1y+WmjB3moWi5gkmWRWJKZG4+ZpEhONu5HhYDFPTRFRrOWMuCZ8fE3Mm2kKra+e+E3cxOSLObcGcJGDt1prQSGBUVG7FYc/jVvuFboJjnVuq9hPNO6rRx5Yn7v7qkpfB7yVD33MOVPQJ/q4sZgrGivciu7UPCxY4/CsS3N2q+nf+lTwJ/oa01elfI3p13/9159813d915Mf+qEfupXKxZ8+fbpjpxbDMVe7ddTahKVOmPNuwrcGR2NrnMbT+9QnPvGJJx/72Mee/OiP/ujlq2y+zja16mj3h8fgqHW+dvizP/uzTz7+8Y8/+bEf+7EnH/7wh5984AMfeEz3e33ULdgepKZ1FLi5tsatqek9xv3uox/96CUmXzX9zu/8znt5P+sCLtZT9W+SO/1izVjW+ARDX/VGvaAxTpNaIYdpbK7kzVRj8+1rweLBx1dtb7XqqJhosnMfxwceS59b+bg3uE95zvHcplZMjLY0pjV96XyrxeN3f/d3L1+f9XXnyb3K/RsfeI537lVhqH3yb5LHNKaLuu6F5CSHaVkOi80z6eQ+g4f+n/zkJy/PE16DyJ1b40rj1tbOiy61Qmy9kJvkII1heH6zpnqT59YcpI111f1les/zfOIr1nB8ys983aox7t5Iq+7BmmDAkXtqjvyDMdFYLaYx85wuponRxpyrE/Sd4PjTAb/yK79yeTZRh3/iJ35iQuXSx7MSTaxLcU20AURfGrk/mLMJDgw5yOTw9F7lviAuMdkm9RgXX5c3VzDe//73X3hNfsg/a5T1uvNWHLrY1GRvdtF4YtVRtavX5Lfi0Fc8vdE4qcXGtBZ8eMNzrXvwBz/4wVupvOKPC04777+Ii8bqqHo8WZsImaMw5M5kLRSY11Xmafqs5F7lT4pU99zzpnXUvaH8E9MkLnNUDVQrpmtcHlubata0jqaxN7qtJ+tqau539DBXPoxl3idmHdjcq6Yar3WUvjhNzFypo/pbC5P1AEPOmC95N81j/L3Og+O5WB5P6vp9Osxm6x60bjreGCTaZKGAJpjENInThIpiN54dLiX4LheawJg+KIhJsaaPAiBBp5xwgLHDJY0lJB7TAqvfdLHGoT2NxWSb8rHQFFcvkqY3eXzkTQ+X0/zTTyzWwhQjbWjsxsim2uhrrvHZ0Ziu4pE7kxf8eDAY5c40Jv3SeIrxP2y+9ClHGk3nSz/5l0Zh37o31+rFTp0wJk2sBZymBsOGyw6O8XfnuxjMubim89SDsweX1lXYk3119BY+Htz9TTsvBHB47u6XRjsPG/E+o47CEguNp/ep+MDBybZj1ePycYJV/k36rn1aB/LwljlfMarB9jsa09XfW1TXpxrTFA8Yu4ZDawruxPSrjk4xjCsmZo6mGusn97xx5UXOVGM88JGD6aNtYsUyzT1jrhrv4OhrruzT+9aY9KMrjdXAqcZiCiuNbuWSf/c7cU1zUD88PA9MtcFHXzkIazpXaeMNJ/O1wwcXeDvaiMs8w2nTdquVe/rtxCSWNJ7iWNc2ubN7r6kW72osZ8S1g0Njc8R21hWMuOAzMeP7BZZnkzhNcPSRf54F2ZSPXIGzo2/jl8vT/KOHvuoNrKmJRR2mtefUHZPHaTzFERcuu3V0xdjNnZ75pzHp5w1cPHa5lH87OahvuUOnqcFJm2keNzacXW38YgSGmHCbmvXU6/opJxzqu6MNjN17FS3EtMMjLf3S3BvnPTPVfsZ+nolXRjcBbhy2HSOebWehGN9ESqpdw6UHhh2s3YcWYyv24rJ4FaapRvpN+x41OEPjM/TFiya75uZ8xptFFr9CsmPm+qy5OiP/xHIGH29u77zBnab02c2dMzXeeTAsJvVGHu/mshdL6sXujYM+uzVdbGfV0d01lc7yeCcu2nqA94me3TedcJrUUeP7h4O90e1Nnp1PeabNWbVCDdzRGB/5J3dw2l0T7pu7tltvGl+t2K0XZ93Dafv07lMUO3ZmHT0j/86qo3J490G+e6ZvJOzYmRqfkTs0tu3m8atJY/PTfO3Mlb5n1Io03p0vGu/Wv7isf2JsqtFZ9/EznpXOqMV0oM+uxnB6btutg2fkHz5n6HPWmlIDd3NHPGfkMG12n0lgVP92scKBOTX62ibPo+uY1oJn0TOeR3fnG6+z7p1n5TFOZzwb73zjCIdMrdmtN2dpfMa9qrjOqMc+nHCG/b92rzLfuzUrXX3L8f+UnfpGt4+d+3Sbj8P3qe7Jw5l39W1exLshTRZfvxXHBwc4Ey5w4uLhQ/E3uRPzlQMYcXEjmBhOtPEVEdwmpq+vN3VjxGliuHijJ43hTfShTbZzU/M1CrFZfMUW7mP3YcBRJKcL2dzAMs+4THDkCx7WFpwdbVaNPQBP5omGuNjkTLE9Vtv8+lqw2MQ0WeOw6AMrm+izakyTnRsjLvBsNDbvtxpNmnNcaDydK2PDmtaJ6qivtYlHDk+4nFVH4chjezkzrTf608XXcdX0CQ4dzI1NPbYmJoYLW+voY+9V6suLL754GdufTfHft+WMPJyuKVyqgeYbFzHeauKSd+7B1qV6Mckd4zZf5mxqMHARi7gmc27ss+poNTAuk1oh52hsgzO9j+tvjeNgm9TAtY7SeFKLm1v517qQx5P8kys2GvXcNsm/cGhEXzrfamnjK8/d7x67xtexaCIenBzvvBmhZsFozifa0AQXWDv3KjjlMl0mtav7rtcf7lW2HY1xsk3fjKCtPIaBixye5HE81ItimsyVecJHDpvziTblsT89Z458mnBa19VicdAE1iQmGldHraupxvKXzkw8E230heH+oD+NYU2MFq3zSf/6eL5hOxrrTx/bTh6v8dBnqo0cpHFzPakV5qlnHFr7MwtTW+9V3ctvxar2WaPV0Vsx+OtvEx+NJ9pUR2ksHtt0bdKm2PpU7K1xWePyGC+1eMLFmDSxqRdqhfV5KxYu1dHWApyJwfLMZZ7wuZVLY7bG9YczsbPqKH3Nk3mXe9N7A5wz6qi4vK5SK6yrqcb+ljoM8fgQ5GTOcamOnnWv2q2jcgfG9F5lrsVkv5N/ctZagIOPtTXR+L7cv/3V631Id+0KGrJr1BnhAABAAElEQVSSQpIqCBOrkPiUmoehqUksf59HouM2NX29QPH3PWHaJkYbD+GKgIU8MckkGeirYE81lpz0xQmfiaUFXegz1RiOv8fUNtVXDPJFXDsayxd/P7A8nmijDz1wgWe+JiZPxBLOBKM+5jqN5dDU8IGzk38KrJhoTJ+piaOYpjgwikke75h5prPYpmtc3shjtWuKUQzqxc48WYtqjL8lh9M0b+CIy1xZW85vXef1gUFfeFM++pkrcdHnVi7pqx8sXKa1GBYc810dfQwfOcvfPwr1YOA34h7G8JjWm+KylmhsjGlcYnCfoTGc6VylcQ+JcbxlD8MmJvljvpxPjObVnCmGcdVAa2FHY7nbXDmeGm3V4u7lExzzKxbPOLt1dL1XTWugOabNbh2lTc8V03WFC23+5m/+5qIPzImlcfk3wagPPuLBZbo2xSWPaex4avrSWO7YT0ydEguN5bHjyfrUhzZyWL2YGhwY1rj4phpXz2k8jUkM+uJivhxPzFoUi//DVFwTjY1NW/pM5xuGsVvjeE1rBU1aU1Nt8DFXdBHTTj2GhYeYdqyY8Jnmn/GtB/MlpunzAIz47Ggjjt3cEQMMzyb+hvSO0ba4drSRx3JniiEG+YKPOiqnJ2YNyT31BtZ0fZsn93Eae0aFcysWfzj0pY3jWzHSgK7ud+KSfxMcfeQxDPtpvSkuODSaxgXHXJd/k5joox8e7ptyCJ+J0WPVZ8oHB/O9c68ytjjg0GiqMR3o0rPxVBt8xGPOra9p7qx1dOdeZXzaqDswJwaj+id/dkwdVivU5Z0aeI3DqW90Kx5I+sPtxJvepCvWPjVgAU8WS0nuHwviNL2xwtFXklesrwn5rDY4eHhAlBg7E6mvB8RepDxr7GvX9ZVUOy8s4IqLLrs3jwqJ/dRwkS/yhsbTIkATL/r9kwd5PDXj01gxmRYBcy2WCoAYp7ZqPC3Wxlas+wcj0zUuf80Tjek9NfoUl/U1sYq1mOTxjsa9sDVfU23kjTxWu8Q35eNNbpubGJyJyRNx/O3f/u2F0/TmLAZ1lL7W1jQm/cyT3IE3zWP9rCtxqYU7ccHCZTrfYrL5xz1qBazH6KM20fOll166fLLzzW9+82W+9ZeHUzO2Ndm9ahoXXeQejXGdzhU+5geW2KYGR+7Jn8dqfG2s6o39TkzuCfjs3KvUYnVPvXE8NXqoxXJQTk2sexV9afOYHL5vHDGl87R2iUke79ZR9QEOjafPA9aQ+f7c5z53WVfTFxbyTb6YI3x2NIaDEy7TPHavUmtovLOmmisxTWuXPDFXNPZM6nhiNKWN/HOfcX6rzvWBYY2Lb6qx3JF3NBbTrVxooI++uNB3mn/VYf/IjzZwJnxwMtf0sbamGPrpr27ReHoftw6qN3Amhou+NPb8Ns0/Y/fcNp2n+KsTNhpNtRGX9WC+xTStx60pOu/cq8Qhdzwr0Xli1pTnG3ns+WTHcCh3ps9K9DBHcoe+0/Ug/+DQR05PzPhw1Bu1YspFvaMLjf3D9ClO800bx1Mc9yqaiGu6rowtj2HYT+ebNmKBQyPHU+t1K5ypNvp55nLfNPfTNU4PuZw+Ez76nFFH4dBV3lgPOxq7v6h/NJ7ex/Hpdb38m2rsWQAP27SO4mKuaKNeTHHEoH/P/NMc1k8d9lpWXbZWz7RT/3SJm7NPlPnouf2OhWW/Yz7+DmMHJy67H6UPZ4eLr+74ivqHPvShy98Ym3JauezwMTc4mO8dnN18KUfOiAuGbartkYvYduKLj/2O7XA4jgtrh4++MGh8Bg5+uzhxOsZ6y7mY2m7pt/riYdvNvzB3dAljd57gpO9uXGfkTXzOiCuNdnXGRWyPxfnCF77w5E/+5E8uL0Z8mvu9733v5euCHmKmD1FrLHF5LJ/6HvdnaYzHGVyK68jzsef603jXxLLLJYwzcG7Nv2vxN0e78yQeG5tipc1u/oVzhsZnPRvH6docPLYNRttj+xz96r+rMdzmHObU9E3jXZxim3LR74yYwqHxru3msPHpgsvunKeN/Y7pv8tFTLs80gbOGbkDY9eKqf0UL312OcVjBycusMKbxFX/HQzjxqfjCRcYK84Eo/GLC96O7a4pY+NSrdjhUkw7GGm8GxecXYziOAMnbex3LJx0mmKdpQ8+sHaNxrvahLGLo//unNMkHjv6hGO/g4NL285cpY39Dp9rHE59o9uLv3W7NuAtbWHd0ufoe8YLUphncAnnyPGWc38jyN8aet3rXjf6W5HrWGdqs+JOjs/iYuyzsHZx9F+3iS5rn10+r1Zt1hhvPU7fW/vd57+rcf3b3zfOQ+31bf+Q72OunYED49WCcxYX2p0R02Pm4DE+t8blt+h+I+/BwD+kef3rX3/5tMFZMYXT/jExXPPZ7R/mGThnYbxacOLRPq0mexhn4EzGvtbnDC7FtIsVzjWet7SdhWPM3Zhu4f0s3zO4nIVxpsbPivtZ18+IyRhnxfRq4lNMu5zCedZcPOv6Lo/wX004uHjTYJeT/rsY9DkDI5xdTrv9m+/4rOfT4119iqn9lMdZMcVjN66z+JyFc0Y8Z3JJZ5ivBjtDnzMwaHEGTvruYoWzO0e7PBr/DJxiOhMrfmftT32jGynB+orAbtCJtxuorxnsYtV/+pWFYgjHfmo+reIfEH3t137t+B+4GHvlssMHFl3S2fnEdjk05hlxhbE73ziFtRNfGMU43e/O0TruGZxgnMEpbduvPB97XDw7GMbS/6yYzsi/x8b/LL8zuKTxLtbZGp8x5839s3R86Hp581g+/hbtn//5n1/uA1//9V//5Pnnn798He3M++9juTwmrod8Hnttlw+N0/mxYx79cNjlEeYZWMWzw0nfs3DOjIlO07jiIa4dC6f9FEv/V9PaLB77qYVR7kxx9IN1Bk4anxHXDsaZMaXNjr7xOSum3bnCo20nrrTZiesMHqu+Z+Ht6HLkcxbWDk5z1H6ClbbtJxj61P+s+0OYEz5xsd+1sHZxdte38XGBs6vxWVzis6PzGRjNzZlx7cSET/MEZwfrLH12eawan5V/O7rgc4Y2qy47fMJpn1637uu/w8WYZ+XfNf6nvtHtP4l+zdd8zeU3yP7D7uQ//iLpv/x+2Zd92eUTatP/lOq32D7p9oY3vOHyxrB/1jUxOPp+9Vd/9eW/rcKcGJzXvOY1Fwx/fmT6H6f7NPcLL7xwwZvGBcfX3fuvypOY9KGHP6VirnER562mD313Dc5XfdVXXXjIH7FNrLn2CUn/VX5qNKGxuZ7Ot19siIVN//t1/F/72te+cgOb5jEsv2jxjYKdPPYJ1H5h478YT40+5c40pjTW3zbJ4fiLRVz+/tV0zuWNvMMLxpSPG4+bBz7TtUAPfZ977rknarqvXU0Mjvogb2jj/Fajg37uMd7MgDfBMa44rCtxqYXTuLrJu/dNa7G4bO5V4Tw05+bU37D7/Oc/f/nbh+9+97svcdDF3zZr3m/VN39jtz536qi5EQ+N4Uw1xsdakMfmamr4fN3Xfd0Fa3qvMrY6mk3zT0z993baTGsFTapf6vHU6OpP3+AxrRXxoIntoRx+Fk/514uTqTbm2POAeHbqKG3EQ2vbxKpV3/qt33qpo1McPFpL1vmOxnBoTB+4E3Ovcl/AY2dNwTFXdFEzJiYONYbGYpuuhzSWz8V2Kx96wOlZkjbT+ieuL//yL7/cH8rFCR991T+6wJwYTeC84x3vuMyT42kOejamCcwpBo3VCvlDY1gTU4v1Z+1vxWkN0JguOE3N2rYW4OyY5y2m/k3zT1zWk9dDOE01lndx2InL+HLHfsrF3Hje8oGxae1rXjyr04dN1xVtzJHat3Ovkru7dZSmcOij7kz1MdfmSQ2dPvPTFI5nW3+Oz/G0VpjztY5OcGhhrmjTnOF4q6UpHGthJy4fchFL261c+OPj/SlczP10Xcnd9LEmivMWTuLAQR1Vb6ZrCg5de+Z3PDX//0gseE1x9Fcr7K3zqcZ0pTOjz8RoQ1fa4DK9V4lBvZnO9crdB7V6HqXzmTZ7KriHgaAtFAuGcNOE0K8F04TeM+S9zSZSQilsJnSaVAYorhYc7IlJKBhiwm1itJEEHu7sp3HpZ5HAm84THTyQSXJ4Uy50oE021Vd/eUdbGk/joqv+OE3zDxfjp/F0vovFzWMaDy5MPOaL7WjcOtjRuPpA6/AuxG78QZ9yZ6oxLcSidu3ogrq4rAMxTedLf7rgMo1plXFnnuLQC8EdPuKicW9gTbUOA96Uj7HpIi77CRdje3B561vfernZl4er9o85NnZ1FBdxPcTHm/z9AyT/XMcDQnG0vtuv42uz+YdSxX/fWPJP/uKzozF83KyHh2JaeR6P9bPBsk1Mf7Gro+K5L+7HYMu/9J3GZBy1gtF4WivK3fLmAjj4YXwvSGkznW/98KDPFCPq1lJ1YopljuWx/lMMfOCsdT2Ot+yNbw30bDzNYzhpXA7ewmP1hQMDl6k+8oY2nrOnOYxTc2WP18TEYD3SGAas6frUX1+1dsfksXnf4UJXGDSeaiMGHNQ/8zWdq/LvjF8geTaGN8295qVnJfFNsehbXzhToyuN4U01bmw8drjAUYsZLtO1oL+8M187Gq+5ux7Dv8XEsZs79IBhfe7ogrf8q05M55weeOhfHt6iSb7mBx/7qcbG11+9gTU18cSle/mtWvPHx1zReEcbfbtXiW9q1eLdNY5PNX0aF31a445v1XfVwFzJP9pM+ZT/xbXi33IMpzq6M1fi6E1Yx1N9+oX3jjbiX/NvqrG8K45dbWisTkxxxCBvql+3zPHRV854HoVZHh19pufz1X5lRGIRzrZjgrRJih2TDBJ0x2CIa5oI69gVpLXt1mNJINFtOyYxpzfCdVz6eCNjx2Ds5kzje3Cx7diuto0tZxTZHTtrLeDgYeEMezXln/Wwmzsw1JrdekPbnQfD5qZ6s5vH4ckhMU7M2tTfC9sdq47uztVZtQLO7pzT5Z3vfOfll44+mbGTP/g89l7lP3b/5V/+5eU/pPvP79/0Td90+ZRxMd03T15s+FSM/26NuzfpjXnt3nZGHcXHPWY3d8QDC2fb1GB4mNq1s+qoWrFbL86oxfSg6+7aPLOOnvGsVB3dxTrjWYk2tjOelXbrVvm/U6/CSOPdPA4n3Mm+e9yrRWP15oxaUd3bnS95vKtNedwnhSfzVJ/dZ2M4ND7jXrWbv8VkrnY1huUFf/Me9mS/W9Mb84yacwYGPnJwN3dgnPV8fQbOWffxM+poeffY59Fy5Li3Ns+Yczi7841b2uzUUVzOmCs4zDP4rp1Ru/DZfU4SR7lDox0zV7t1NI13ccThg6W7ho+52p2vM9aUWNTAXW3M9xn1D58z8g/ONTv1jW5fT/Ei/L/+678uL249WBHzVvOC3G/vfPLMgpkmhocFn3yDITlMysRwEZc3CXYS47//+78vcYkHl4k2ePznf/7nk5deeumVr4RP9GmuFBRcdgoTjeFI+ElM5ok22c6LAzljnnY09k/evIEkj321Y3rDxwOfHY1bC+bdPO0UAxrTmsHpRpDuj9378wi21tRkzv/t3/7tiU+j2nwtzaewJkYfGrPpzZom5sqfg2A7Lw5gqBc2Gk9qjr6tT2/MTfQVBz2ML5fN19To8+///u+XeCa1pnGbq906al3ipE6IcSePYdHYGr3VjKtuuifgI74d+4//+I9H3avM56c//elLfaJBf8YKh3We1wf6f/7nf768wf25z33u8rVLvn/2Z392+bNTHrZ9/XE1a0oOqulyaJqD5tr9ypqa3mNwtSbUr9b6yvWWY1zEYm1OY6J/tlNH1XTz1X1zUivMEY1t5nuqMV398kQ81rivHN9q3avUQGtj5z6+3qvSZ8KHvnTeqaPpS2v6ruvqsZzi8ad/+qeXr8u734nrVrMW8IHneOdeBYO1vid11LrER/54M2KSwzisGnvdMLnPmB/bH//xH19+8efNWBrfGteqsfh2fjmmVsCwFtSbW7nQxrqijzUBhz4To4156rltcs+jDT7/8i//clkLratJXJ79aCJncJpg0EFMag4uMCY4+tOYWeNTjc21OYdB34nGONDFs4k53zEY9NjVmD627puTe6d6IwcZfaf3KvlH4+rWpFaIxTNROG95y1vGMss/nBgukxpIF/lHIzV9gmH8M+qoWKxz61M8E31xsRbUCc+17sHvec97NI9MHsPbef9FXGfUUXNULS4HR0HddaKNtTB9VjJP//AP/3BZ49ake96k/uEvJnko/2BNcGhcDVQrpmvcPFmb7gs7dVRc3p8Sz84vS/71X//1okdzNal/uFgHNlymGp91rzJX1pWYaGx/q8GwHsyXfJnmsXH9vym545lNHk/rzrUYbn91fw3l5baKiDcKJTkj4DqhhLE4VyNQm2sWG/EUWjgmoMLvOoyj1d+ej41oXtjC0J5wqw+/1a7h4GLRSbD1gTWcI58VA3acKyTaLGBx8WX5XE6WH663qPjExU3a3/+Dsz4k8mkLZsXQVnLSV98eyhonHzirrXE1hj2N4ZgjMTXf9T/q03XYfFynb2aervl03T7d4hyOhw6FhIkrPs7zcbxa+rhuw0VxdBPym7we5uuDL7+jlaPa+chjGuORxmmYzxGn68Unh8VTQaLzUZt4r3yu+Yir8fBZb9Laj/MEL23Cxsc66AGcvrD4xaMx6nPEMI55kjfe8Fb0vdl21O+IA2+NC043xK7JHeM9xGfFMAYMGtNHv/WNlYdwXIPFih1O9av1nQ8/+q0Go614rXH6mHNcHlNDYR7jglceitHYR431a9xrGPrrZz3giUsYzot7xQjHPp94iKmHqeLOJyz92PG6Njgw7OkbnzDysc9WHG3GKY/FVf1c9YN/jAkOn9phiMWcWwPar81VY17jo0+b9dAbM3G6Fpfc8I8oXbNu/O1M/eDgYs/ok3kT84tf/OLlxd0b3/jGS84bz6e7refe6NZX7NY3LGOIDVZ5nE/Y7Vf98pHLNNZf3pQ7+tDvaGlcOy787FtXjvnZjNNWH/uuH33UY3NkKyY+MBms1a7FtN6ruu/BYMW9YnQt/VwTE32rObjwy+c+nK7DwNnc0RgWm2oMw8O8vRc6q8ZwnT+kjetrTHheu4/DeAin6/IPJqNN68o5n645z9IvfLHAUS88A8LgY2ucfMOwX3PUOOlLY89/cI4+13BoYCym/lq3ntvo657Xvcr14jnirBiupbG4nHevahxtbXAz18udrssd47a+xZQ2+sVpxXB99an+9QwIa+UMw3hHO/rAoQ9OdAlHP/2PXLSvGHxorD+N9fcBBVgszsV+aXz5R7rkYyxzjQ9e5ty1/K7xcb0NbD7Wt/yRw7Y0Xn1epnHZhWGfDw7ionHrYI39msb6xxeOvMFD/eOfvvnE9zLo8uOY53DwUSvkHn3FBechLNfWmHC4rxYb/hqf+h/HsRbojAu+tqPPEtLlMD6NY67pw4yzYmgT99GOGospjdWbNOZnM1bbitV1+4wfnW1w83E9DPus62G4pl/3Klweqw2Mo37yb50veOwaF+0rhnNcrKnuU3InPq4zPmtM2o5x8bHOcem+gEt+rrMjTvPdNbpaTzY8zO/Rp9gugC//WONy3XhyBycG65rPy90vu7jaNwZ9bbDWZz8+7Jo22o2X8RFXOrc2jz78V32OcYvFRht+6/1u5bxiwCxn8qGpe68PyVijzl3Lr9hXHNfbui4uODhde//F2HxWC8M+HNpUR9eaxYc9RmMxhEEXuVdNhtFYa0zaizk+jeXZ2FroOZJvPmFpy67hWAva9fP/YzqOw7O0gS0ucyT/iklcceHzEI7rxqOxGti6kntr/hnnaMYoLhjGqY46xqeY4vMYbcKiDw7rsxIc2HxWi0fXXeMjh12zpsxV2jzEx7Xw4kJffMLA6+iz8lkxtJd/1VG4K0Y+K4bjI47YzRUuxQSHnw1u24qFq+sMhjUpJvOVPkcfOKs1Rjiuw/J+GzwxTj/4uI6zHp/6Rjfx/+mf/unJZz7zmctNyG/fPNC76RNRQEQRTCIKltASx5b4gobla8/ae9gkiAVpHwZhJU4Pkq5V7P/qr/7qguENAW8Mw8KFmHgoWnAyXFyHxQcfv5XsU754GKtENcHGWjG6AfPRDscDx9///d9f4vfmqbi84OFTLIo5Ky5cYfFhcPgoIu0VgfSjZYVGbEws9ME7o5+Fi4+5MUfGMg5f46/zpB9sXCqCONPO9tLdp8vhK7Li4sOXDx6rPvDxdT2+MP7u7/4uehdOMGwsjHTS1jwqXvi6RpN//Md/vCyY/gkQjVcf85C+9vRpLOe4pi2d+dMLTkYb45kPJg5x8XHM+OjvDSkatwZojLuxxC1/HGdpl37GLv9gaKc13sbSnz7mPXPNOKt+/Mw33gwHutiY9nVdaYNjMy6ONnrg44VOvwToTWoYeIjLMX42GDg7Lm449LEptjTvk1P8zAN9jxqnI37GgVPuFFMa4tLGn8HGxXzZ6GKurG9rIu3oUo7BoDHfDI5x5LJjPPFRs+DZYFX/9DtqHIY5NZbrcGjrAQgnY4g5PvTD46jxGpdjPjQ0p60fx81DPq7ZWGsTF9e162PzRql/3NO6EpvtPm3wXX3woS99cMeDduLjJ27j0Y0ZHw/ayGVxGwsX8+1YHzkDJx9tfPhnMGzGorFx5Bw+L93VLnF3r3KsL+348Wc4uoa368aRs94o9inNp0+fXt5Y8e2EYucvbjg2Vly44ASfHrYvfOELl3jc5NVS8ZcX+uPE5MXv/d7vXR4G/CNgm+sw1D/8bGni+Bd+4Rcub4h/27d925O3ve1tF531+cQnPnHB8edP+Gmzprwpbm3iYX2rbXTmg7PYmXOGZzE5h1MdlTv6qBd9O0Y/86Q9DHrRWb7TKR85Aa91RVNj8dG/ueIfVusl/VoPf/3Xf33p63y9Vx3nSQy4iNk8MT42dbRxaLzmH57H/MMBFk5xpI21YC7ljDpRLhtLXKs+5U3auE4PtRiWzfpksDI+fG0sjXFxzOhXPY6fXBI37trEra248blWR9Uum/mhDb4w+KextZvRJV9t9OMn//LjU73gc9RGGx+b8axNG208R9qbI9eKG4Z4jLHGRJPu49r5+GUsHBpbm6uPsfngbUwmVj7loDbzoL+6Y10Zw8bPtmqjP7PHWVx8cDVX8sb9QQzGEFvrAQ9+8DI45pKvY/3geEOYv3ZrvFxPP5yzMIxTTuhLG1xw0t79Dt/yBheYMNrKHef0g2Ge5KFabJz4GgdfvNe5ct2YxoJvvbQW0tk45R8cm/Ey44ubD51dx1cdhUEDGHLZxt91fOJi7xoMvPGEIxaftrPnY33jnA8/11hYYZgvbXDcp3Dp+U0NxQnf+Jhzvs6129IPDm3geB5V98yT2o6LPvrTZc1h7fzsGS3KY5+ax4P25kv8xjMWjGLWT3/XxOSYfjZcjG/T37648TFWusChjc180c5GF7VCzYFtvdBm9akeh0Wb5ittrAW5w3yazHqAlYVhTCbuuJTrfKxt93H98YAlLmPqS2OxxcW+/Ct2+tGHr02u4QuDudZ8XxrufuibftqaT88ndDGGX4jb24x7nCf9xFTu4MuPxtYmjfSRE83ltZjoAUP8DIa5NEdykMlBVq11TD94NoZ3GsODQwt+cocmNvHgw5c21oH49Q+nWquNDxxzZdPP3K85qn/bBeTuBw7GMR6jhbjkn3livgFMH1jFclwL5mnNCePQlp86iA++MMotfMW1aiOW4/rUn8bisT5hmQc4DE+8qxXajSM2hov5xsV7J/KX7vjwsaWx/aoxHONpg5PG8Fob5R+f5omvMVjzaF7FGh/zbTztxrHny0c88DPYePDBN5zqqJrMqqNpA994aVNsvS7Vh67yGB++dOl+xR8XcdsXk/Y0xke/1jWN9edjHLz54BCWcRkf+uXjOj857Jo4jF0dELfr2uJiTxcY/PIx3/K49SkueZOPsdZ6bDw88bFn4pJ/5lvd8eccPS/J0cavxnaOMy70YfiYSzgv3b02q456RjbfxsKluQpH356V8qExLDjiMA4u9sYVD33CENM6T8ZwXVy+/Vp/WMaiIxz9acwXf4aDjZ82PubJc1Kv0ehLZzgsjfNPm+5DaeM1A30YffFea231prjCMVfxFTu/XnPisf6DX2OJ3xaOcfjBcJy+4oFHn9a3uWLNk9gy12x0ZOWovDGuMc62U9/oFjwRTLAHYJMv0brBEkyRkOwCd66PYio4QhHfJLqx6i94E9skSTrJ0uKFoZ8JVyiMz6cXJ44lGMEljES2N0mwjdNE2nv4kzQmIv7GEwcsD5sWX0USRg8AJgdG1ySwczj68YVhTBoxPiZXuzdw+Nu04akIeoMgHPrB0U9cTEw4p183Otf42WDRGg499ZWcxpVofGgobj7HeaKruPExV/qZJ34tBnMqLtfh0Nh80g+m8bUrWrg6lwu4iCmjj7n0MKQfnjSmI12YeMQsdj740BgnfjAqUnxwc86n3IMlr4xjzrTrhxPu+METk7FW/VzPx3WLFpa4GF1WjfmKvTewcDZPXkAbl2nrRQid8RW7XLaPvxuImNKPxnCYNtfkjPGcy13XaWwMJgeMgTPDzzzZxweO67Rm9KIffYwJW164ebTuxAwbhuu0gROG9h44xKQfXnDXhzbzYB5tDI4c9SCpD4NjPHzERXv9aNhaMH98cGnr7ynDoY3r+oldGy5yVB4blw+OxoPBtBsHJ214mnM+1oO5gikvxc8cuym4TgdjWVNyXeyu06T6lr/r8oaG+uErJ+JrfHMtLnu4NDHnOODi3NhPnz59JUdpU2z4yWG1uFpSTPyMCw8n2soLcdV/1QYfb7o172JqfP6waCwmOUhLscipHgJg0MQc8BOD6x5Sw+ALi595oCscD1nlub3r1jfe+OvvoQ6e/s2TmGigTTw4w2Ndow0M7WLgZwxzop+t+x0smhnHxsyNmFqfsPiYT8fyDEbrDmfzgLP8MhfeWBfj933f9z153/ved8EVOx84xW4M95SX7h70XIfpFxXyyzjwxG4Ma9tWXOIxrusMpv64VYf4a7fJTePJVef6dp/RR4zazTfTFw8xw3OtGurT5XTSpu7jyY+G5gR34/DX7rq2lY/8K4/hiwcfvPSRO8bgIzeuzZN43RPjbOzyAjebsXGRf87lurxYucg/+lQH6MEHZ3rTuJqg7sDBUY5qdx5Xv9RgYtIPH7rwN/fa5VeWxq7DUR/w8FBLP20w9LXmjAdPW2uGj7wTK+78bE/vagkM3Ohrw4nGcMSoXuPDX7x86Mi04aIGwnGuLy78xMKKy3zgIhZxpZk218yBGkhTa8Ecr/NtHtU3fjDEKC7jGFscrskJljb56SNPmPlUtxhdzLuNaYcjB/OhqbG085OL7h/ittGGLuLGAx+btSA2PmLiR2Mxuk7jXgQ6h80HJ+fxETscbfoaP12tf2PKWX6uw+kr0TD0c01OmE9a4GN92jcn9C634ImHftqLiybPPffcpe4YO31pC4efGOHE11ziZU5s+tHXPNAGfjlKY7khRnzLDTxpvGoDX00UEyxxmyvjl180NlfqG2707Zk/PuqEvMFFPsFpjcORr9YOfz7i1H68V8EwlppCv7jgrU/rq3sMLWls4yue7rviZsakH940pLexXTenMPSlC41giFO7f7TMtLmOBxyYsMRFezUOXu1iFy+DI0fNBdMfBxrBcF0udp+GkX7X6qhxYOtrHLHTRozG0EcO8MEtLnBt+numMB4fMcgdY7pufmDIB6aNj3k1jnP4ckY9oY02+QYHL7lsbFg4mRN9xe3aGhdtjKU242NuaGQPgzbyq/UjXtfNBTN+2hkLF/MoV8wrg4OzvDrO08pF/uGCr3Yx0w8ODDnA5I1xcWz9VkfFXA7ygYOLuPHWZuNfrYVZbqexNY4LfcQuLlrAMVfGtje++G2tA/v0sldvxG9cHMwTjXCjuRjVk+KiLR++TD+6uQ6H0UNelH/xgyd+8fFZ1zgu1rd7nrwXg7Hoytc5THHhQ0s4YsTFdVzg0EcOMm30K7b8jOGZQW7xoZ25bJ3DV2fFxte1NDYP/I3vvsqXjzH4uZbGsOFUA10vT+mhn/uJddc8WCc0Fpt5YPJTTHzEAGd95jdP6nD5DoNunnNxYPYw+OGDP87rvcpa1df9lTYM3/JCXMWWxua3OkobGOaJn3Vn71w7ffnbtKvXciKNjZO2xegaHxsc7bDE06beiJ2vuI3Dj/FpLcjT4pZPcaGz/KOLPY3h0FX8zvmLj5lzx/jw0T8ueLp3WqPw8SgH9YGHJ75MXxh8HdvLu3IGrn6tKfMjHns+coMPLnLUnMJg9p414eEjpuZcf1rII/PgurWDq7UXl+M84e86HLz4idFzOX3Fnj548ufHaBMX/bSLHV4xigdv+ccHZ9j4arcGcIXFrCPayB08+IjDnh9zLEfj6xxHc2DtGUubeiP/jAXP2HzoDFN/1+mMG93p49vA8Jy7Tht7/vrhJ0cds67DNy4zDv3knzbzqZ9xaGbd1v/S4YQfp77RvfIRuM3CEQATlIQjrklzTjDH+djz0dd11xxn2lZc/iYvvHUcYzN48dCfNY4JyBrvyEXf8Fs0+Whfr8dPe8a38R3jj1M++thKcMf8igtObfWTdI5tceETH1iMvrbVGl8//jC06c/stR3nic86Fh9xrePCy8eeTxrjoa3rxuK/4mo7nvM3Dj71tRB64NAHh3UeYLS5zvLByTGsdOy6PsVQbmpbLS5pbJ7qn58x9DPGqnH8jZ9+8dHX8epTX202Y3edf/rFBWc3l9XHcXEZl49zY2VhN+fa4VRw9LMZP472xtfO7J3nExcYrjln9TOmtvqsPvilsz4w+K5xFbu2xk5zfbouJn3b+NrywWftlwZHn1VjfPTLB4c0Ne56fhno7gffYuKDD4xiso+zdsbflg8MPuHIXzja2/TjU1yd68Mna6ziyq/rxaBf19ImPo2jHY9s1SYfOI5xcFyM+hQ7HNdhWd/8mTY++tl3DMPx6lO9qc3Nc8VxDMd8MXubMWy18UkbfIqPD4y00O4cl/hdQO5+1LbieFBY+eSzxuj6Gpdz2B7WPRTA89DW35ZME1jF4NhDzx/90R9dtPSA4QWWWGkEwwOTBw19Gr+4nPM1dnzFpR0XbfWzHjrng8+qKy7OszDgrO3yebWuF9/KpbH1x5lPbfycM23OYa3HOOXTdTgMD1vXtTk2Fl84rPPLyd0PPkdt5J+xWPz4aHMOo+3i9LIfn+Kir7zhXx7qA6NYHeuzmvM27fip6/HXFg5c7Xxg2TNtYfNda87F4e6H6zbX9YNl3DD4dT2N+eCCf8YfRjFp7zwffGDDgcmaL8cw9OcTtmO++rbB1W4fFziuO2eNre+KGwY/1+Kjj5i0r7Hjwa+cgus6HOa6NjGl7xGj8evr+hrjEcc5n+O9ypgw8LE5t49v46zzBMuLqXz0ibO+DKatmFafNa5j/sUjDuHqnwbirK6Hy6+x4mz8+zTmYwxc4GZwimvFcQyfv36NxV+b6/nEHSY/7Th3vXnSd/WBE6798Zmff7rq53jF1ZZPcdG3Z1LX4YbhGFebfs5tjuGGQUN541pahcGPFaNzeFnt2vTHRVsW39r4xCefMFaOx/u4fsbOxzGOzpnr4Wivrfxw3ebaOr7j1V+/sO0ZTfjoz8KpLYzOV59yp/H5rlo41rZebxw4ruEBJ/OsFIY2GvDRVl/90oaPa3zSj597DD/W+MaJj3jyz0dbPpeOdz/kTgaHDwxj0s5x2qz5tcZlHDjFBUc/Po6LBU4+2sIwz238Mz5xqS0dOudTXLXBakxtxuSjrXa4NmZMPrRpfBiud+56Y9lrxyVtwomLa/SCoy//Vb/GD5d/Y8FyXRtO9eOb4cDHeMwx37hpi692PODY4pMPPxtz3bgrDn/jqOtxdG5MdoyBjzFdj7M2mNpZMa3rIZ8VuxgbV184fIpLbLbVxMCH2duOMfFZ71UwVh/H6Ro3fVb9ih2X9LXXL871hVfcrjtnXYfh2AaXzzX94ojLfTj6NVZrM+ziokljp5VzVpxwtMFSczJtfI4YsONs7/qqsf7xdwxHDLAc6+M4HG0waBOXa/OUTxj6r/wai592G3MPtjF9ba7hxPivGmvDA5/mizbX7uNrP8ewssYxVnFpc++0Z/b1cyymMFcf7emDy7XntuIwlq1x4wNXW3Olfb2PO6+fY3Mg5uO6c23H/tddYF+6A+wg3fX1Ww2/vfSnS77jO77j8qLai+uVdOKvQxGxTbvfevjtiN9ueNffbyRLGtcfg2GSTMKnPvWpy28y/Ebcb92YsYTddmm8++Ec17g4N1Zc8Hrve9974ZJfPvdhaOeDj69we1PBb4L6Lb+xMj5Hc33Vj8be6BDX+9///guWNy+y+NizYlkxxNRc+W2lrU8mhLNqHFYxxxlf2x/8wR9cftvmN+9+S5WffusWn647d91YvhqSfeM3fuMrvFefeGgrnvau4eIrRWLz23C5J7b46vcsjeH4o/h+42XzDzT8pvpa/q18jHH08dssXw3xAtFvyvqEEh7sMRr7ja3fmJlzGH6jZpxiwsEGK3Nt1Vg7Hxrzc/1Nb3rTpaCsOCsffVwLyzmjn98y+21on2KiM4uL/WpHDNdfuvuUqTftYD3//POvxFW/uKxY4dgz1xRiGjt24/XG33pdezGHvc5TGH5zKSbX8LlP47BhxSdcWD5ZYI2btze/+c2XuS9H+dGPH9N/3bS55jes+HiT8l3vetflN7rxcb2N/2prXNr/8A//8PIm58c//vEn3/3d3/3kh3/4h19ZN64fNS4ee2YcNZTG1rhPP1jjblSMX1yOGhdzPuK2HvxWnT7vfve7LxrHORx7Zl8Ox8cYbpzy2P7p06eXNeHG2Dj68svguBaWdm1iUiesdX/KQ91af3F2TZtwwqCN+51/8IiLOqzuFHt+xls5xaW4aGP7/d///QvGWkfDsOf/sY997DKer47/9E//9JNv/uZvfmU8Y/jUQLhq+i/90i89+cVf/MUnP/7jP/7k7W9/++UfV+Ijt8zpL//yL1/uIT/3cz/3yotTXPyJD3kYF7UnXFz4ZPdp7AHHnH/2s5+9rAW/qV81hqFvBt+26sfHve6jH/3ok2//9m+/rM0PfehDdbnsm6u1Maw485Eznk1w8EsCdeu4rtZ5iksYcZV/jm3qjbqz+qwYfFwLK464mCs1EBf3KXzC4ZfG92FoVz9pbHN/6ZN/jbNiaLvGBV/3mBdffPHySQuftlB3Vi58jGcLp7XrXLuHWWsKJy9eaJO++fBb9bnGh89f/MVfvPIA/9zdp/HUnPiEYZ+tOLWLSR1173QfN+/m6hqXsF07xgXDWvAc6NnNmlhz9KgNDHitc+fmB8Zv/uZvXnLYJ+TMVZYmca99xXBNzXGfwkkfa5pPfPjYwiuu+MDNhy7y0POJ3DvWUblTf/0ct4VDEzrLZVzkcRrzSRvHqx01huN5i06ejftWhz5rPJ3br7nl3C/t3Hfd757e1WP5R+NiKG6catOvmOz5iNu6NF/w5M5R4/TVn60YzuGYK8/8Xjf0LGBdNA6/FUcf145z3ushNRmO+8xac1aNwwjHGExM1qZnJTlsnry24sf0C6c27es8uW6N09mfvFLP3/nOd17ma+WzYsGIS7iu2/oFrHVpPRzjvqZNWHBh0Ngzv5rjdYM6ca1W8Gf6hLHykb9yz3Xrm8Zd1+8xdZSPufr85z9/0YbGPkW34qQxzMz1Nm3u7e7L1oP5/smf/MlcL3scbas+addY+Xg2YT4V6D5T/mk7YjiPB7xMjbAevB43T7A8D7DGWblcw+Cn3qhbrluX69qEdZ/G4fExjmc39+DmGic+Xbc33mprHrtmnnwzTu1S9z7wgQ/8b/nH7zFxeS1jXfD3XkXPSnFYMXBqruLHjzY4WaOeR2m8cobBz1as+q8+rqlZNJbLcnj9Biz/uNiHs/KB4flcPPTxTGGjEdMnDL6rHXGsTfdxz5pi+/CHP3zhG2f9beHBCsM4XfMc6TndvKs3uMDIR79yp5js21yHRRP3GfXCN1U85xQXHzz4HS2+2rv/qqNei1vjzbfr+rd1bh/f2qwpm2dw8/T07n6lDsY5jHWe9E2fcPipo/q51vOA83xWfbV1jX/j4OL+ouZ4/dvaypffYzR2bzDX/iTLc3fPbdb4qnEYcYNvwyXjY57kjv40XmtFnO3DsW+e4MXXfKmn6p45t2+scI4Ya8z5eKZwj5MzcnC9x+hf7sTpWlzy2OtfG42tcds6XnMF5xqGdutJ3XLs/rJqg8tjNbbO3R/kH42P7wHCLy64+KSxc9dh4OM5yTz3/ksx1Z9vRv9iC4ffJz/5ycv68lwBB6ez7Eu/dj0B0eQT3mKTEMdkMMQa4DpkwmiTjH1NQSKUmPk/BkMfienG40HexhrnuHfNZKzYHevbm9M90NVfv5VfGNozvnwkpIKiMEqKFYPvilPf414xpO3Tu8J4fHOGb2OVWMcx8hFTX41aH34aT7+1b3Gtbfg6dzPFC2ZtjdN+5bNiONaHvpm2az5hhJl/53A8vMsZL9yuxcXnITNuuSd/i2ntE7/4rFzz06Y/jc31tfkOpz7XNNYPHwXG8apv/eCscd3Hx9qM83rjhRNG12trjPbG6Q0i2uCUNW772o971xUxxa21vvLnz8d25LNiO7YexcWO2uR7bL84v/wjDBq3to9cuPJ7CCcfa9P6doO9L/+KKX7tw5C/8lh/62odN9/2+jxk/GAU2+rrmm3ls+I61o89fbneHPM4/5VjY3TN3nX5Yp2rgUc+q6/+ONW24unnhix34K15zF8/Y2XhrFiOxSGPn97FZb6Ks358wtO29u9cmxu9FynP3T3UHWNasVZOYXc97by5Y65w+9Vf/dVLbO4Z/f1sD0hexMiPj3zkI5cXrisvx/0yF7YHRW8AyEUPDl7AM34eSL0gp5/47buGj/zTbp3itI7Db43nPo3pAePpy7lz1DgM/Rv7crD84GPDDw9r4mi4HfnxWdscG9+LNvvq+tEnTsf+6/lj6ih/ljb/c/aln8YxV+Za7bmvVjyEgTt9YZgn2xqPvsXzkMb60NYbIXSxHXGc2+6Lx7Vioa9xG/tLUf/PnKztx3H4apP3PbDDXf0cwyim+jROvuJg5c21ceXVfTHpCwtO6+RZ2ujD9IuHczHo+/RuLXiQ92ywWr7tu7aeO8ZDvsDDW0xHH32P7eHZ56/+wTBfcGu3v4a99u1YHF4o6e941TifcJ1fM9f1VXOu1RvXV9zm64grDjhP7zS2Rh2vlv81bbrWWK1JtfOa/8pnHWM9xgcP69zcO1/H4bviXIuLv/z1XOG1DH3WuYLBJ9wwtK9mHBz6pdpDayqstb9j7fqpOV6ow3OMz2r8jIcLO+J17tlY33SpvT7XtLkAvvyDv76tJ3yuaXMN5zhWr1dBw1mvawvjvpjykXPV0Ws1He4RW99rpj+9rxmMOLl+xG2MXlfBSefwjhgP5Y71wN98w8kah+4PacNP7tb3Fo0bw5iOxSJ3YF2LKb84HvdhlDcwaHkcR7+jxtew1D/PtGydc3g0WTGO/Z3zU4utc7rAOPbhE579NdO+1lHHR9/O13hri0vjV2+as/yO+7jUHo4x1D4aWF/3zdUa6zUM8+3ZlcaOr3Ff2+7jkx69J3Stbq3jh7Pu9TFXMOzX+S7ude/4uK6MUZ2Cg5e4tDd++2Ncta9jyD/t+R59tN9n+Zob60H+2eJXvxW/Nvv6dyyHtaXPUeOVy1GXcPl4jXNfHW3M9vodsVyDQ1fvT+FxzJ04N+41jHz8UgOeuWo91C8fY8LofL3uWD9zZd99c40hznyPXLQxPvJOLOyhOur6fThiMVc0pvUxj/Vl/O7DwAUPz2048dVmyzpPF+3r9c717b2B9T4Rzu7+S3esXaS7/oJW0IjWDfFaUM8aCo5ksD8uOH2PmNfw+MDwggmG42O/Z53DNQHiEZcXXs5XewxGOB4WTPg1LnyOWOs4HdOEtt7ssXd+NDgPYbkmydcCeQ1jbbuG1zgK5LM0vtY/fNfom13zbax8ru3NDU0sXLrch3Ot79pWoVfUujmu18Ntv17r2DUcdjWWK7StEN2Xfw9xiZP8y4442mE8C8d1muAzXZvGMkcMzrViHY/2F+crP3BYc+foov9jMHDAhR21qX/74xjrORxr3HYtBx/DJ23pfB/GOuZ9x40F41rNKZ7213Boob+bEAzb0Rrn2L6ewxGXuaLNUWO+K4/1OJzG6eEZ3tHvWedhyRs5KC44Rz7htK/funfNJ198wpLBOPp33n7t37FrNvcq5vi3f/u3L+vLp5V8Uo359LjxPFT4dLO6u+I6ln+Zbxf4hA/zBq9alPkNPDxzq2au8Tv2sAHrWv7BOI4b7rqnsfsMjeE4Xy2M9uu1jl2z4QTDdrSH+ucbjocyx8e4wmhfv2v7tY5e81/b1uMVSzx0v2+N861v+7V/x/rT2C9+6Hv07bx9/da9a/SQf9aC7Wj1b3+87tz4Z9VR+Zcd80Y7Hg9x4SMOfa3zaf2DQ1/6iG2qsfHNlee2XiDDzp4VS37y5iGN+T1GGz7dg6/5X2uLw7pP4/IGv9XgPMboS1t5DOPYbz1fj1ds/fFYNT76Oj+2rRiO07h1NYmpcXrmx+uarVzW49U3beSQ44f43IehXf65Z1xbC8bjc1//rutrfC+QcaHRtX7X2taYXO/Z2PExpsarD59rpp9aIZd3NNafPkweHa3x2x+vO3eNJr0eelZM1zDWNli2o8Wh/fF65673bIzLs/jch6cffeJz9Ou8feMf9zDkC3uIy0M4rpmfNXfWcR7qu/rBsDbNOS7X+mm71r7iOJZ/nmmZ9bHaY/rzT5v7nrnCab+OsR5bAzg8q44+hEMbm+eB1vs6xkN9Vz+6esZh/cJwve4Y1kN4ruHQM/9R3/Cu5VPX2stfcdnT6djnIR5h6GOu8IBxrc+x7XgOC45tfX+qMdrrd61v19t7nsj3mv+1tvra1xfO+myx+jg+6nW87pwu5Q+dj31WLuvxiqWdtrfU0WtYadwz/zF3jn2O5zjV1oeEiq/2eHfevvZ1j4/1oAY+K3cewqlWwD7qq23tux67lmkXy2M0vg8DFgz1T73hd/TtvH3jH/euq+neY6WNHDrT/v9VeRMZOTeOCsqzgrtvODcNAfdb0mOC3tdvbe/GAwOPXgiuPo891hcfG9xpXPqXELSa4NDWtr7Yfmwcqx8etCmh2q8+jzlurvhadFOc5hqO+KZWXHGZaLyrbdxpIy5cHE+0Sd9wdrRZNZ6sqeJKY9qKbaKx4mjbtTSGg8dUn9b3Lh/atNF4oo3++JgvRb/YbuVGG1hurNP5hmHrQdXxJKa4VAPvu9E/K0Y4MMKb5l/9xdU83RoXHj5l/Vu/9VtPvuVbvuXyENO3C54Vx3odF2a+1Qgx4eXrwt6sduwB1Hg/+IM/eHnTuhflK45jPvqz3/md37l8XbOv8Peiw1fofA35N37jN578yI/8yOXPyFw6LD/KQVg43aoNKHHZ8C+uCY4+ePSAuNC86RCX6ugOn7PrqNjS+aaAXtbYnK/zfisGf+vRNwp2jL54pPEOFhx4bJp/5TA+O3U0HJzkIj63mhpj8yfDdg2P9CmuCaa4aDzNPWPCsNHYvRfeZI2XO+Ka3qvO0njlgk9vzt2qMZxyBzc6TywcGsNxPtG4eaqeTvjUtzdXYEy40EE84U3nfNVG/sGb8Gme8IqT41sNH3FlE431hSPvprnX+PI3vEndCqfc2blvhgHTfO/woXG5N8kdudIHC4pxuqex2JiYJvkXhrjK4wkfeQPLNtHFmDDKY7FMYzI/ftHSL1sm8cQnfaavG8IpB2kjtlvnii5h0GWqTXyqFfG5VSP8vZG7a2veiG+nbq36tEZv5Vf+1W+HD43ptLOuvLlcvuxwSRtc2K35p08YjsNxfKutGjuexFXe4JTGt/LIv18mdH7mfvbkdQ8Df0PJp9v8/Sx/D8kL3Il5Ie6r1V7o+1s9xJyY4uiNCH/3CreJGVtff7vI36JxPuGjj7+r46vkYqvA3cqJNnB87dze+cR8MhAXGD7dN7G08KYJfeg01cZX8tsmGPjrJ1/kDY2n+edTkOb6pbu/vebvTU3N3KQxPhOTJ/qGM9XG2NZBGitMU5Mv1rn9NP/UB/NE4z51OuFjjReTXJ4YDBr3t093NO7v7Jmvaf7RVB6rXVOMdHDzsdanOLTQt08H02picKqj/tSH81t1ro95kjvwpnmsn/wVF30mOOtDCi5TjekpNnXUGrXmv//7v//JD/zAD1z+trq/Z27zKW4Ptfe9gIEh//w5FTnk3AuD4y/u/D1S+enBxpubvtq3mn7W5G4dpSltaWx9TTROG3lHY9vExGQT0869ythn1FFc1EBrgTbT3JHD6p75NO9To6ta3L18gnNmHRVTdX1ac8Qkj9XR6fMWHeQwHBpPnwfMr3n23AYH5sSsIThyWB2UR1ODIx46TdemOiOPaVzNmfBprsTk3jcxc0xXGnt+czzRRx/ayD/1YoKBv34wrHHxTfOYrvjQ2Bqf8qEHLuZrmn9p7M9iuY/AmeaOdUAfa2uKQQv91a0dja2D6g2cqVnnNJbDO/XYswUeO1zEoE7YaDTNPxrLP2vBfE9rqXtVGu9oI45yZ1orzJN4fKtNHu8YbYtreh+nBxy5M9VXDPIFDn2s84m1xtUbGNN6Y017VvL8529aO78Vi3/zraY7vhUjDdRR61xc8niCo488hmE/nW9aiAWO3JnGhY97pjUOZxITffSTN9XRaQ7SI33UjCkfc7VbR41NV3lDo6nG9PF33dUKNWOqDT69rt+poz2bmO+dOioOGnvWnuLAkDf0tdZ3TB1O4+m6um/809/oJr5/wGIypmSJR3jiTV9YSCpbi8XCmRgMfSXDzkOvsSWEgiQ2i25iuMDxx/4tmmlcboi47D6Q0Ycu9MHF+a2mj/5tt/Zf/d2Y5Q2Np/lHEw8KFp2iPTXj95BpPUxMnoiluZpg1EfepPH0hQUsRVpRw2ta9K3rNJ4+kOFCn2IybxNLY7Vrt1iLq3U+1cY6oonahdtkTdHBi6VeME25yBN9PQCJbZo3YhAXfc37NCb9YFjj8KZ89LO2xSWfpzjlm3o6rTdisnWvMuff8z3f8+R7v/d7n3zwgx+8/HMi/6DohRdeuHyF86E3usUknmqxN7p9c2J9U96Dn1zX5k+a+HuXR7OWqqPT3BETXWiM11RjOPrCEtfU4Mg9safPBKt6Yw9zau4J+Ozcq8y1ueq5YsqFHu53PfhOcNY6SpsdE1M6T/NPTHB266i8U49pPH0eUBv09dwGB+bErAP5ogbK4x2DIwdxma5Ncbkv0HhnbcJJY3gTkydiobF1NdXYmqaN/FMD2a3rnL8NBi60mWosLvNEYzHdyiX++uJC3+lcWeNw+qXYlA9O1gF9dp7/aNEaFxN+E6Nv9WaqDS760lhMavPUem6j746pEzZ8pvlnfOvBWhDTtB63pui8o405ljues6e1Qr2B4Y1Gz0M7hkO5A3ditJHHcoe+kzVuXPlnrt0b5PTE6AtHvRHblIt8o4vnP28U7uCIhzYwpzjmZq2jE22Mba5oYz9dC3DEIvdotLM2W+NwpoaP9eS9HHM/raP0WPWZzJU+1VH5N62BaSxvrPUdjdUJeawGTrXBRzzdx6c4niOrN9M6iou56l5lziYmBvVGDu7kn7HpQmdzNa2j98Vw6p8uIR6CJoKIO4nlRu8TZ+sL9PuCeKjdV0t2ceICa8fC2YmJpjSWXIrBVOOVyw4fepyh8eRrE9fm4oy4FFY57MFjZ8HFRWw78cFpuxbz6301/QAAQABJREFUY9t2OBzHgIXT1ORuGjueWhrrv8MnfXc10r9tJyZ8dutN4+/WYji47OgLQ3/a7MYVxhl8zojLfa9NnFOLSzXdJ7GPn8Z+FjZN9PcA4r+Me/jwIoFmDM9f+7Vfu5z/1E/91OWfVPYnTVbs5sp+V+fiWvFvPcZbHtt2DBda7MSkPz67tmo8xQpjNyb54n4H575fpDyGIz5tj/G/zwcPG4M3sbTZzb9wdjTuuc1a9Dfrpy9y0iNOE13qA6Ottlv39d/V2LjNOcyJ0Vh9oLGvy+/UiuIqByd89NH/LG3g7NpODhtb3aOzF8b+nJbjqTXfrwaNzfcuDzqEU/5MtdFP/u7UCRjF1F7bxNa4Jv31CaPjXRwxTeOSt15/eB298/X/YomHGCdWvoQzwVi5wJlyCWe3bqkVXkvT2Bt8Oyaes7TZjYuuuxhpcQaOPKYNLJpP5z2Ny8U43ro/Sx98prGsnOmymzvud+rEfX8ych3voePmaScufYvnDBwYOzi4tD0U+7OuqRHeC/L6Y/e+dxzr9De6DXDGi8BwdrH038V4NXFx4/DbE38exhsZOw+a6dJenBM7Q+NdDivvM7FW3FuP06X9rf2P/rtxncUDr10ua2w7WGtMOzjx2cWIzw7OGRjFc9Y+Trt4Z+CcgVEcsM6wM3DWuBxPHz7cE/yC7unTp5ffkLtn+LRGn+zyD0i8ge6fXD704FZM7ac67fafjnutHy67fM7AwO0MnDB2Y7qm1f/NtuLa5RDOrj7h7PDZ5XAc+2y8I/5jzuPQ/jF97vOBcQbOffiT9l0++u88o8f5LG124zmTTzHtcgonbtP9Lo/GDad97f839nFoP+Wg/6sBI/7x2eUU3s4+LjB2+ZzRPz47WGdgrJrucEnXXYwVZwcrbdb4psc7PKZj3tfvrLhejTj3xXxL+xlzdaY2t3C/z/cMPmGcoc99PHfbT32jG5mzgg5nN0APmbtY9X81PLD6zZKvG3z605++fK19yqmY7HftLI13eei/xrUb227/I59pfMU07V+/s3DWuMKe7s/SeDp+/dJml89ZOHhN13Yxnbk/g0va7GLBqebsxHgWThzg7Vgx7eDo2ycZn3/++cub5T7V7U1un9j19xJ9otTf5vZ3v+8zOG33+Ty2vbge6/9/0i8uuxrv9F/jO0PjMHY57fYX15lc4tN+1e0xx3Ex5zsWTvtdrJ3++sbDfsfOxGldvVr47PDQ90xtwtrhBGM3j9e4drkUk/3UzsAopt38i8s0lvqFs6NLWGfs49F+B7PYdjH03+ETj/Y7fHa5NPZOPHE4M55dPji9WurNqo/jqaXvGXHt1ptiOAsH3u6cp0/7OE72Z8S1G0+8cbHtWFzaT7H039UGRjzaT/icjbPDBf+VzySeh/qc+ka3vwf6lV/5lU+ee+65y98FnX4lyKfM9PWfTqf/Zden4Xxl4R3veMflP1fDmRgcX+3+hm/4hssbCH1l4FYsOK9//esvH8kX3/Trwf3JB1/PZNO4/Nf0N73pTRceUy7Gp4e/HwtDXJNPIepD32yCoa9+/nOrf9gmd8z/xL7iK77ilX/i5u/bTs1XO9N4ysX8igcWjafaiMGbWxWjKR849KGv/wg/xfGJUrlDX3hTo0+5M12bag2NrXP67mj82te+9rLGffXmoU/LPhSvucaJLjSe8unGYa6mtdj8isObovF6iPt918wNfZ/efcqYNpO5ooN+7i8eFvCZ5p+1ZM7FJRenNTBO8nCqMQybexWM6ZzD8GltZu7N+3ve854n3vB2v3BvllP+Lrcx7jM4fOTyzr3K3LjP0Ng639EYlnhsU5M7vgVVTk9y0NjqzW4dpTF95Z6YpnnsTzRYV365Ma03YtLXvQqXKU73KnxoK8apeVbqxQncieFhPVnnMKZ85DBdXvOa1zy4bh7iaHw4b3/72y+/aJpqLE/EYz3JwWlMuKoHMKzLaf51TxAbvad84PhfAdbEtI7Wj8bq4LRWyF0ai8m6msSkD5xeN9BmqrFcMUfiMe+TuoWPeNwLdp7bxKD/G97whguX6b1K/qk3YoE50RiG/vLGfFd3tN9q8q7n0OnaFIM8prH1Pr3f4d79e8ql+M0TXjSe8tFfrZB/O89cMMwRe+j5I+737a1zuSOmyVqAC+N1r3vd5f4LZ8e85uyr9tOaI/es7e4x0/VAX7kHx35i5a7nUfk31Vg/6xKebxVOYtLHXL3xjW+8aFyNn8RlbvSXw7Se8BGTPKbNTk2HY4NDH7wmfOjggyv6tk20wcUzlzq4E5d1rc6kD9xbTRw47NZROHSFg8eOxu4x6oTcmcREA/2qOfJvWnd6NoE5raO00Zc2dJneG+QubTwnTXURB/P+lDpqncI90059o5tgJlDhVyCnE5lgOxgmkhENjykXOPpKCvGxsC8nN/wweR5g4BXjDd0vrvozXGzTuPTrJjblQoceyGDAnGijz3TBXsRYftAkLtO4yhmcdngZn8bim3IplnCWUG8+XIvHZJ4asKJoP8VJV5zENrUzcgeG3MVpGk/8W5PWxRSrNa1/W/iTfZwmfY0vB93g4UwNThr3Bpa2iZXH03rTmPrvvHALRxw4tS5qf+xe/7PqqDnqHhEvcXoQKSerbw/xg1Ptmc6TfuXOVJs4wsFpipPG1VGaTK38m/avn3jwwkV8E6OHvvZTbYyLgwfoXY3hnFFHaVweT7XBBY7+tmkew2meHE/M+Lh4IekZmc4Ti8cZOVi+7GijLxw1ZQcnXe3hTCwuvVjHazLnaWyfRhM++pgnGOXQBKe4HlO3H8LHQf3b1VjuenPFOq+GPTTufdeqxXSezFO4NBbTjsbmqLz7/9i7l1fdsqvu41vevh2RGC9xlybRiIkxURIUvBEEe4KIiB3Rtk2bwvsviGBHEDtCGra0ZS9ovMZUyjKpVOVSdSqVVCUx8R6x+e7Pqvqed9by2Xs/z5zr4Hl5z4B11m3M3/iN3xhzrrWffTntw79kb+yqxsXDabX/es/Ga0VjPMprFkd94uN41sQfe2cGR3zr8BHPqvGZOatN/YfXSv+l6wpO8a03K/1Hiz4YnP2GYbVVp94HZjWWl3yOWEfDSKt4nruXg3xWv/6A40NhNqtLnI9YR+mBR/qEfekeTuvNqsa4rGrjGzZ40GiWDw3G/pvFaa2A13x3fKmJv6oxDOsfHqsa+6Ednw2Ed2k+d/kf+kG3JrD5jteKEc+2ssiK34Rb4WIsLvJatSMwcNBUFjeLv6aYMRgrk6SYNDZZVu0obegxq0k50LaHR9dm9vqmF7uZ8cbQ1zxYnQuwjtL4iN7xgLetGn1W8zpS4yPq1Pq32se09TKlB1d40eeIWh2xjuKyOqfockTNxxdva+AKL3yOWEf3dW6u+vDnEjtiHRVP/NXeoY3eWeV0lMar6011UKt9vbp37r76nut/mx9t/bTJih0xp4p/xNp31Dp6hMbV+ju/8ztLcWp/pMarvSeBozQOZ0qUNwZVp1WNwR2hjVodsVakzSqn9DlCYz8pvGorz8ti03j1uQBrVdv4qNURz/He21b75wiN02dVo9Xxaazmq3nh0k/whzu7P+JZ1dxcxWqtmM3FOPri4wPCFcPFNxNsK3ZEvcVPm5U+xMX4FYy0gLWqMSy/FbhquByxjtKYreYF54h1VF5H4Php91U7SuMjek8uR2hTTqvaGO+bCY/KDv2g26fx/hMsv6bii1uLJSEuNX+ew+Y/0IIz88G5FwXbF77whe1X9vru7aVcYMRFXl6iZ3IS92tf+9qmj18hNPlmGtYCQGf/k7H/bfe//uu/ph4k/ta3v93qhcHL1OzDiD6vvPLKlo/vyMC6VB8YtMn82tWlGI31t2jpEpeZF8Wvf/3rG8Y3vvGN7dcyYM2YfvEnA3DwEJl5IDWf/H1dOLSZNRrTmvnpPfNzxvzvuLTRM/Ka0VjvwbH56SB8ZsxPCqg5MzdmFku/LmM+4AIDn1mzZqmZrV/buxRL3+hhWB6w1omZ+WCMfNQK5ozpF/qY49ZhPQzzUoNjHVV32shrJic4X/nKV7Y1kL76b5YPXfx/B/0G0qV89P0P/uAPXv3ar/3a1fX19dT8pmNz0rPK847GsC/lA8dzIbzZdQsn65ZnCy6eEXS+1PDQd6+99tq2bvnm4WytmqPm6azh86UvfWnLxRe5MxqLrWcyPTiTk/Hmt3rFZWYdbW7TWa1mv0Gr1g8ePNi+QPFuMvOht7UYjpw8W1bWUc/gfvPDujPzrkQT+nh2em+bfR/Vc/KyeeZ5f7vUrH34vPjii5sucpr5Aqx5IC/9bO2aNc+7foJG7828D8iLPp7BfoV1dk7RFg6N6DLzIZTnih78zGc+s71PeFeCNbOO0hcf+c1+kas+3rnk5BuNenhGY3nRx5wwp2Z/Qk0+MPSvOs18GCEnm/cTuXg2zK5/ngs0san3pXXS97joPWuOuYDTzFphjVAnZo7PaGMsDM8H6zBtZr/JS1M9SOcV++pXv7oN7+uPmf4DQF8aeU+n78z7gPVGDzK6zD6rrIHywqHe2UAv+Me8NjfpS2t/GmPW9J91h/V156VYaq138PHsndFXzHEd1cMz74BysX35y1/e5iWMmbmpTrRpbvnPz2dwPKPUGyd/Ug/GDE7PYGsgjVeeDXrHmm4dnalV66ivq8yF2fdIOL4eShOcZrSB451fH9LGvJpZKzyr6GwN9Pw1x2f4tI5ai2k8s46m8auvvrrl49k5+6wyL+Vh/Ow7Dj7e+X0N7FlFY9ulZi02zxl9Z7QxVq30jvGeVTPrsTmJj5rrl5XPp1566aWHf7oEDk5H2eUq3xGZcB5mFhIvvYhaBMZGV+y9jffds0ASrg+ejBl9TmEYt/fpA2HNhMu+QU/hjBgw+SimRrfB1Oyj37k4HvIaNF32TX4OTpxobaPV3u7Dcd9Yi5p8TtkpDH77vNOYvwkzU29jaXuXncuHvvrGQ/7UQn0KZ8wJhzAsSB5Axow+pzCM2/voGxqr0akxp67tcehrLow4Yxz+p3D2PvxonO+pbx51j+9oIxaf+Ojj/YPjHAzYHmRy8iLkCy/j9nFGDh2PPq7Rp96ZrfeosXz2XMQ5Ny/a6B/5+eJtj3UKZ5+TvoHhAaJ35LX3OQeHj611wvGIcw4GbfDxgDanvHicU/MxTvrhoVZyg3vOOmpsWPhWb5x8sEebGT49Y+Rljns2jP1zSpuRSzlZ7/CIm318+bBTWHsfeam363TGZ7RTGO6POHz0nb0Nr/E+/1M4p3w8q8xPXwx4Tu1f5s/BkZOa0xgXeY21OoVxKid+Yan73s7FgeHZQFsvdfK6r+Z7bcRuvXF86ht05/Jpjntu0uWcmu/50BcOTvQVe/Q5lwtd+4KdTns7hTPG4W9czwb9sufC5xSO63ssOVVrvXPOu9Iex/g0Nt8vXW/gsTQ2H+RlDRz5npNT6413Y70Hw9wa7RTOGIcvHxqrN70bM/p1bcR2vPeBg5fr+/nN/xTOiMFn1NgX2XBGn1MYxo0+zvGoj90zbvQ5hTPeD0OtaIyHD2jO0djYEUusNMap2Hsf40bb31cfdbKWehfQf+N6Y2zYt+G4TmN8PB/6BskYi899OOUEoxpZL0Y7B0Od8PHBk/e/np3jun6Kzym+zSfrntinfEZ+HY9+NKavvHAZ7+V/X178PDdb1/c94/4pDNfHeHxog4s6u7f/EOIUzogBM4Nl29spDD57HH40dl2trDnn9N8eC47+8+z0rn5freO759Occv/c9eYUFz0oL31zzjNzj+EchnyqlRz3fM/V2RohN0bjvZ3C2ccyvj72IY/n3ehzCkOc0ce5fsGHPuq0z+sUzh6DNtZR2pgLan5O3+xxxDKnvP/JzVzFafS7j4/7xsmHRqcw5H0fDh95mefy8t5mTtzHxbi9Dx4wPF/osu/lc7iUl28CMOu6OGMs18/BqtbG8r8UIy71X+voTM1pnD7e26x/I59T+chz71P/4TDe48tO4ez9yss8VyO9wye/+zDG+76xoXf1jFrteY2+rzN8/d9iORPf3NQ7aXzOe+2IAYe+Pav265/753Dho1a4pMmpD7r3WHsuMORkown/0Wc/Hr9s72cuWL/odOrrqsbN7A/9oFuyvkPwqU99amsIL3enFux98uPi554mV0gfNBov8XHS8dljJJq9e8YQzRdvmtxLXS8d+ZzCwYWNPi2OmkJhWZyLtV1845+Ri0t8aip54WLCaNLi8MN5tD2Oe2HhZNP0o5WTPTuFIY6x9MVLLvzzNS4cx1n328MxHo5jD/nxi+0w4hJO2jnPpwW/a/bF4XOfNnxwsejjY9Kqu+vhwDwHJwyLm5/mMWbsvz0GXDb6iKuPcaGL8z2Xrr0++vV/49peTh5AXhb0s3Nxuh+G/Wijxq67r3/j3k+/jDjdC6d77V3nY56rl1rvc45PGPbGjxiuyYk2NPZiB3ePxe+uvNyjR72zr3dcTmHAxsk9uvZCZr05V+N9XrDg2PSQ7yDvX6bu0xiGuenhbO3SQ62hacinTR7ZqF/X+MGQk+Mw3Hc+7h2PfeO+cdYYHx7o417u+KYfv7BcZ3BYPvKWl1qpPVxWvDD2OMaH4Z5xMOTkZUHNmw+NPUdjNcdDXv3njHHBKz6OR0tj92Hg0Yude/sPl8OJGyz5jHt85aXe7lm7zK34nMIYx4/66D14jRn9XDtHG1xaAz0zaTz28bk49LFW0Ngcl5dezvZc4po+zvnYcDr1vOMz5uqchZE2YVhHffGmj+V0n8bdhykOs452DHfv49poI5euy0etrIF9IQkzX36ncMb7/FsrzAnzc99/e4zi7znrYWuxmhmz5+LcNlpzwTX3ygkX7zbOm5v5nMKR0z4v61/vNj5ANS4fx/u8umfvPtN7raPywkXeLB75bhff+GefFx7NBz0j9uiz5xLWqLH41hs/xar3vBure3Ybn/iW16ixY9sY5zYc49MoH3zwcl29qlWa7PNqfHt++k8fW7vo1Dvt6BNeudqP+rlvrFrpHWNdGzH2XGDs85YLPjQ2x/WNOcHChLvnU5x8xJKTea7upzTe89ljiGEcDHnhYu3rWR6Hu3Dw5ucZo1Y09k7RhwfF5NNmDHOv+87FoY31pnXPmHwabz/aqTrR5h/+4R8eflikn8d4MPZ57WvFJy59zeDayGeP0b32/GmsRrTxw1XieF6NPufg0Ffvsd7Xw3Btj+Ga+3sftZLXWOfRB2fbaDizvZ85AW9vpzD4nNK4+aRnfHhgbHEc7/PqXnu4NKaPvHzII44eYnGxH834EcP9vm7gZ366NvrsufDrfntj8MFFTnuceLSHwfZ9bK3wLqBv9IvYp/Tb4+ARF7ju6z/6sFHjxu7zanx7fj2r5KXmvdduoDf/8Amva/b7vIzFR27ueUfe++xx9nm3jtLGOxu9+TCc43IfjnHWPz8pbA10zuJzCidNikM7OeljGqeN+/nAPEdj86lnla9/rTvhwIiP49Hi65oc1Io2aWsuwGFhnKMNnWljrLz2GsO7K69i0cZYW9dGPudgyEvf6D/PibDOxSl3GqtT+sAtr1P5uCZGcfKBg4t5YPz4XluOpzQOz716Bxc1orE48OzDMSbrnvPw7T/72c9ua7p3Ns+Hcor3KSwY+94Z+w9G70vFO1WrYuQzrqM9O0efPYZx7u999B+Ny9k76egjpz3WmI/79Y35rVauFc/+Nl1GPsVRp2oE90j7ppsgb35CLaBbXL/4xS9ePfvssw9/gkuD+p89e3l4/vnnt8ktIaGJ/NRTT20PUL4vv/zy9msPPjA34TSWL5L9T+peHlz79Kc/vU1KRbAR2AugFx1xFM+vKPv1iSYLH786I4aHEXzC+rUGHHCx+dtzXtzEdN8i8sILL2yLG/E1gzh+vcOxODiXDwzXxbi++XV2k54ufp3Soq+5cDHeS4NfmepB+clPfvKh+mLh4QXZh61wTZKPfOQjV/z+5E/+5OpXfuVXtv/d1v9wyxeun7TwK0e4My8DJsN73vOe7ZxeH//4xx++gMudjzj+J2svDibS5z//+U27NOYnb35yw9kXFPTzQYYJYNK+/e1vf8hb3vT3Kwn4a2744vQdLb+6oxawsvT1v7Aap46f+9zn3qSxfG3i4UjnT3ziE1te+FvYxKDxO9/5zm2sxfPv//7vH+LQ2INcPA8+tZG3nOTnXK7i/MiP/MjGHx/6wdKLTN7ivfvd796OXdOjauDDA9q4L0b9JbZfY5Z7vWOcWotJZzmppdzVXv+bD+YTTrSkrTh0bvHQB+LIS+x6Qp/iz/SfHjf3mN7Uo2LKm7Wov+td79o0dv1jH/vYxgUffQVHnfS8xU4d5cRXz9hobO7RQK0e3PyKvHmDt9zlItYHP/jBLQdjfLNMDWAyuYsHBx6ji97TH0yu+LztbW/b9POnILxI2NzLYFgnbDTBQ81xERsf81L/iCkfGPUondWcvnSGDUMv89Eb8mwdMD8ZbX2B6L76qwW+6g2r+WK94WPDxX05OaYrPviqgdj4jP3nGi5/8zd/c/V3f/d3m07vf//7r37mZ35mW0flhL846m6Nw0U/+RV/vee+3lUnufNxXxx/rkMN1Ky1Rt60y8xxfK23+k9/6ndzJm30uh6UnzqKJ6961Fj3r2/WUfFpDANnGPE1x2HpF9tzzz0Xjc1PHT0faC0+nb246C0aykOt3vGOd2w9oTa0cb85Lm+bdcCY4tjjYw2lmb3+gokfvnK3MbURi87yhiVn+slfn8PBhX7y7zmmpmksfxiw5EY/eZW7njAv3bPuyEnfWC9ab+is1jD4WjflDMNe/1lL9CYeehBffWx+4sBgy5e+fOGqlVjqRh81EueHf/iHt341xnpNX3GYvqSf+UInONZr7xN/9Ed/tPWdefmhD31oi0VfXB7crCfyx8cYm35Qd7xxoa13Exo1X6x9OOG9rxOd9XhrCX5q1FYc98Wgn5zE0jujxrSx6Qv50lletHSs3vTB17yBzc9z3n246oCr9yDc3Ldey1sPWhfcN2fe+973orsZjWHwZ3DoBofWYqklfcxTuutz61o9Kr61VJ/CEd/2Qz/0Qw/XBDWQO33UUx/jI2e5tSbhaz1RAyZ3taKja3pdLL0qLtOjtDEn8JWvnpBzNVcrm7XJXFNn75q4qIW5pk5qrs/0jX4Qj498xHdP/9GAmQvw9DE+7ovzoz/6o1uOxljTcYLJ5Erb5jDOakUbMfWCZ8/73ve+DQ+mnMXBx/gMBn91NZbG1gG5MxqrFY3EFEMdaZypuXVAb8GWi3rRuFr1Dg4HD3PWGik/G53p5771xPoghmewvOHgaM0SB2d6eb7y45PGekOPqj1u4vDBW17G4uu9DV9cvJfRmOECQ976Qt7G6k97PUZT1/UDPLzcp59nVlzgXd88X+hoMw/qHfzF0ju+GapP8aGbvHBVWxu+xpsz9LX1jOGHD93wtVbIiYZ6lKUxDGsonY1TCxrzp6G+kQ9tHNNBX+DNF477aqF35KA21pJiGsNH3njLSd/QBSfncPhZr9XI5r0XB3Wgo2tw6Ewjc52JI15roDpbt62zcPGlob062Oimv+zF0A9q3vymMe3UEW/rED/rAM7WODzqUesJH1xpjAuD07qOs+u9q8NjaiAvPcqf/dVf/dWmJT1dsz7QX87yw1POeKsDbayzeKg7POt9ufMvN9rICx8+dP793//9jb9e+aVf+qWHc4p+nlXq3XxwDRc9qneYeSCWuoqjpu7RkH6u6VFrvz6Li9z1jq+r9A19qjtu8lBHc1xPt5aYM3DqG3w8H5zDUCc+cYaTxurPWkfVktGVj1hqhqM5ZY2ks3Hy0jM01st9nS2W++LbrOkw1ERfWSPogzMM48Ux75xbK8Thl8lJDDVl6qwW/Oov+nreeb7K1eYZUh/hQj846g3DeO9K9NZf9YIa4Ou65wMutIGBox70PlqeNFYPmHCMxdkcdmycXuejlgyG/lN3etefYpkPxqmzddT8omFfu5nDxba3JuHOX9+pkbULf7XTf9ZQWsORd2uy+4x2tuubHsVBLrShIx/90LsdDeXSOio/G6MtP3lZB9IYjnO66PPWUeN6B+RTXq772sk58z4lno02MMxRNbVe6jvPBryYuqcN7uJaZ/GhHz+608NaMvrIndZxgSeW3GgEg8ZqynD12YD7tFFjGtKPdrjY00Wd1KNngjWSf9rIx6ZW9MDT3NNX4sCSi7mn553Ly7sJX1jG42LuiWvzNSkMmzHyViM9CFd8+dARN32u78wFa7ve8uzRN3Jj5Wb+yos21j/a6OdwaAtHzfS9fGDhwvZ1Gr8+Fst9NTYeZ+8fjs1Ja4o4ep3pDbw9Q1yzPf3005sutJEHbeirHjjoKZzMO9oYj7PPXxgMz5jWUT4w5OyzJ0YLX/PTMY1bR1tP8DUv6QOLxny8A1r/6Kfm6qn/4JS7fHB3Hgat+dBGzXuXxMe65b7cMn0jb70sB30sbxrTUy5y8gw9yv7vj1cdhIi4zcIvcXvnzN6DRcFcVxSCVRA+jvl037ljNmIrZA0ebnFcHzEcuzfGyQcXEyx8vu51bgwfe9fHYz7dd734MFzPGjded2xjxvGRU2a8vMPhY2tcx+kUTuPwYZqlhgnDmLiE49wxs+dTrs7Vae8jFh/cG8vHObPnI68w4HSfT3zts33exRlzFVesDGZ5jcf5iG8zLhy4JnixjePv3DF/vjbHrGtwbJm8RoMTljEWE+fhujbm5dyWDyzn5RJHMcPg4zp+cekh5LrxjH9cHPMxJsx8XGuBdA2mcaPxCatjmKw4jROnRTQu/MRtK2djHDcXYbtmY7CtJ3ucuPBxz7jysncuJzwyWHHmA6NxMMR0fe8DB7848okP33Ds4wI3n7DDz6c4zmG6b5zr43E55uOevmsrDj8+eMSlMXzycw+GTSw4/LrvGI/u85f76FPefNJFfNdtHRersfzjNvq0VsCqJt031jh72GGMcRzDyOQy4jgPR3z+9uld7vEVg+HTHOdT/DgYz8e5eyOOe+HAKC5cfsWKi+vp5LjrMNK4ce7lYwyszLFrGV8YNuPDyMd5PnHE/RQOjYttvBfHEcexsTZ+MGyjpUvatFbkg08YcYNrc87s4cLoetfiV/x8qpNx+TiOD1w+ng3dd62c+BbfsesZf3HK23XH/DJj+TS2HPNx3xaf8nJeXHv+bXwc8xktbPGYceNaGE7Y+IdV7nxcg2FrvXHfPdYYOI7p5ziMfFyLS73MH45z/mG4zpynjXM+MFyLg1rxYyPffPKPr3Huua6Xy4k2fOLDp60x4oQjXjjlBcM71+iTPvzhwIi7a+67hstYn7QZffi5Tq/b8moN5IMHjva28iiv8b44zuHDrkauFddxPq7BgRmXMa+0GTXuPgwWD3txOy8O/7Th79y218Y4fsw9x8XqGp+7NOYfjmM25qU2acMvfMeus7QxzjU+YeTjmuN9nRqzAd38w0ce5WLPp7j88oGlXr7IxifDxxhjiz8ex9e1tDEfiuE+K3bxYTn2XiZefuXLf7zmGD/3i++4Z2LcXAvbsXH2e41dE59vx7f58GOwzE1jHNtwGcc5t2V8itO4OLvH7GGUlzzDxW30CcsY9+K/Ob2BVRz34YTBxz3Xysk1z9/Rp3E4iRM/56xrMMo9H/infMKMG3/XjA9nrK/74aRF2Ma4NprzMS/jfagy4hQLjtjuueaYhauP1QifsZfz4TfmUU02kJt/ynXUGLf488snLNf4OGe48WmObxdv/nE/vvEPA76YcMrbOPddKy/rkNz42BzzaYPfmGKFA7+8jBt1cCyOLQy+juPDB3ZrRRqHI04+/OIIp3M+4cMJW1xju+/YuLDDyMe4fIzBhYlT3vmMeY3H7qef62lc/7gf1jiu45ELvzDwMLZnhmPGH790HY+Lk09cTuWVj/Hddy0M8ZwXx3XbXhvX0rVj42zMtXCKBbvPThwXK02Kwz/jI07YfKzFfNyTg30Y/Jy737Fz4/Yax9Ge2RtX7q51DCPc+Djf18n44sDjE47rxRqx4DFYxmd83HPNOOMdyyvrOj/+PVe779o4bjzn47xrY17uieUes3cOq/jhnsqJ734NheN6m3HqBycMPvBdSxfXxri48HG/cWIdbYd+0I00sjbfUfLdiL57QgSb78r4ToXk+Lvm03uThvlOifGu+26Dc5/+axwCmBi+E+U7Gcbb3BvjeDj6zoQXvgc3P7niOwh958g95poYmsmewYKbj/G4+Y4LLhYd38XBiY9x4vrORA0DQ37iMfhi+S6w7+ApqHM6GMvK/fr6ejv3Dw3EoKG8bc7p6jtozmHQBp44rvF3bcSGX458ysdPBXhBwhVufjT2nRkYeMjJ+PLGj6/v/DC5w+FPP/kz+hkjrzBgiwcvTPtxIuAHKx/50TgusGhhY/zw4eO7Q757ZDx+6sf0iNjVCgY8vPm475h26kxP39XSR7a42PvJiSb4iA3DfZae/ODiSlOa8FEHWonTXDAO5/TDV+6w9B8cx9WbP33lLodiNx/EYPQWmy5yZnJIY+d4uTYuOK6JyeJMP1xsY73d568n8ZFTY2DIBR/X+PiuJS446Wcad188ecpJLVj1gw2DGQe3uUdLvUMfRhv3m0PbxZt/3C8vMcSFod7iWF/kZizjz8d5sfk1lk/1VW+c6QinuhiHu++Ai1Uvi9NagRPOfPouOr356Akc5AhT/4qRZrjZOtdbNFV335WFC0sM3Jk6iM0XnvGww5G3+SC278zyc991uTDHcjMmbVzHWT+w8pOXvqERLno9HzHwkR8ujKbwGT85WH/9tAgN8TEmnzhdD+soLPH1AH7w+ePiJw+syXKELR5t+NFNrrgy4+TI7GFa0323Wi8bD1dPyoU/wxF3WAy2sWI5xpmPuonlOq7jOsCfbxsceY0+YjK8088xLGasY7o3X/i51licxZeXdVRe7tNYfkzu/NWhOHpZjmpOP7nQwnpi76cv9KI8y4HPfh2FrT/rYXu18ZMFruMiZxrTDZYxsHFqTuE5aiOnYvuJE3mqBxzaslN1EjPt+ciPmXflbp3qOj540Dgu/GhjY/RxTGM/TWI+4GLDGYa85WUt68XRONjuMTmor3P5+SkNOoSxOd38Yw3SV3AYHNg2Jp4cXLcWwxKnec9HjOoPK47yqM/d5ydvOPDVFxZ/Vn+oY9fElbtzm36Rtx5t7o3rKBy132usVs1/vPBpHfWTNo7FqW/s9bVx5SR+2sjFOY358qNxdcI7znxcT2NjjcGDD5O754L1gm/rRHVwzfFY48aJ3TE8cfxUkN6Sl1zDoR8+9TV/XGleTnjxMR4WruN8cZ9d36yj8ecLu9rhJK4aq7c+diwPPSSmeDR2bs7AsrmOLx/GxzUxaEQr/PSW68bD7l2An+ti4Q4TLzgw1du5+WBfPo7dN8b4TB750J/pOesffczVNDZe3PqPLz4448lo49waqd76Bjc1dz0f++s3nlVygAMDT/zk77i56Cew6jU83TcOn3g5lwscx3BobU6pkXW9OsppxOCPozHjWNhMDfSddxM/OVtdwjOGiT8+Z4zn474tDeCIj5+85MqcO6af9YTRBkYaG+dYHD8J5lluHZOTjfGh08gFjvrAwgsf2vDFh6kVjPJxDYaxres4wjGO0UwOrjFxbfTsmjHO9V84MMUqL/ccq6l5hSd+9SdO5iqs5oN47tMszsY1Z8SAO2rMrzqNXHCOS3XX//T1vKJN8cOAq6bWbNdoIWfHNhqVgx5kMGz1mmv6XE6to+Ljgnu44sud2dvEb72jr+PqFwc41YoPbPU2xx2rL834s3rRtWyvMUx5sWrRs8o13HC5fmOOu8ZoRWexYOJjXlkn7FtHjeeDt7z50sY1urk+6kcHPsbhgzvscIyzJrpuPWYw5MoHFt30Axxrl3N1koc6MP40U+Piw4abxvWin0rWO+LRGFY4NMDZOD3KXKuWjpl1wHu63D3v4uMeDvS8HtZR12EYj5/c5KE25pQ+1mvGqaFc8KexMbRz3pZ+cNVbD9OGtvKEXS2MF8c1Ji8c+JV3+Tr309+4VpfWCj54xQ0X5j0VZ8bHdXrEFaf0w9s60jqKiw23tBXPNT4+D6KPmoiDM8PTsXVAb4hljB5xXe7hqrP4sGDQlBlDh/06Kj4u5Ykz/WB477e34YwHDP7jnBfbJlecmDGuievrXxzVHF8xnXte0LD1b18n3N2nr58yx7E5D8exMXjh0xoovjxcZ8Y5lrves/V1g7xgMHnpL32OuzHykQPD2X38zSmm3nTOBxYf77TlZRwceCNf12gjDxsse4Y/XP7WdfvGFst9friaM46tXfLIR37yt7Zl4tKKj43GeqvfGPA8xwPeUXboB90E1QCSNXE0m6JEWFLElDxxakQFIAYznp9rTJNZBLpfgyriaK6LYywhNSkxiSamDXY4hBTDtdFg5IO7Y40D3yKgWR3bmCLxk0umIbpvPzawgsvHpKyp+IhjEc/gueaenBhu8qoBHZtgcOJMc3mlj7H4sHCM4WMy8LfRRyy+xekDkW3wzT/u25i9OhrrBZwOcOWVjxiO6ZPh4Hpc0s8XJxl9cGD86Ken9hqXMx/+fOTteouasay8LKLh2HfdGMd0sIjAlH8aO7cxeRobTvfkmo8aOfcyRSM1gj3mRT/5hwPbmPKyN1Y8Vh/Vl67pcT7V2zUcxImL2M69dORHYzj5qIk43YdDDxvjhw/9+DqmjdjhuF5O26A3/kljGDY9QmP9ZzPH1a77htEKlz2fsXfEEtvLKqNdvQPL3KZZLwKb080/xpQX/WA6t1bYm+/laAwMY8a1Av5Yb/dx9qDHx0ZP+pQXf315W73F5CO+hyE/uqhfebuPs2u0gc3sq7ljcVs7jcVdbMflTj9YcMRyHYbahuGcD21oKyd6hJE2fEYTBw6r/4xxzRq4X0et2XIzH7L8nYdHZ+P1jfWy/uMT93EddV1M2HKyN4bGeFnT9TT+9YW4ejtdYBhrYzBgilNt+NNCb48awxVv7GNjcQ2rOePl0PhegsRhtIEJZ7R45OO8/lJP/RjGWM+x/3CxMb7yoQ2+1mT1Lgc+fPHhk429U1/gCk89fWGgd/BJQ3vYxsbHNeNHH+NoK3/a2GDC5kdHuK6P5r6NqSvexll3nKu5OVEdynGsEy7ux0dOxsKIc9zE4Ue/U8+qdMHDMf0cw8EFNn7uuSauWo58+Ithk5u8mZhqhYvnTnzd00vw4uuaGOnnHA5sv+ZJE5tr6QePPvp7xBn7PC3h6GP86cAnPnxg4JiVSz56S819wd8HHs6NY/zU4JTGYYiJO42to4x/aww//Mw7nMacaDPWPG1g0tg5TasFbNfUaY9jDBOPfu7jJa6ay0M8ljbulYfrMMRi+gM3Ji/vJ3IcfepRa38Gb+TLH2fjbfoHP3yY+3jajwbD9fTDma7mt/wd42hceZ3SuPHlae46tlmPneMnFlM3a0VzgY58xSkv/WGMXPwasXzik360Kddiwx/5ui+u+sjLc5zGdC/3cjQ2E6M48bL3nPIO6FmB415jz8HRxv6DZ0zPXPPBmkDTsXeam2opLxi2jnE3jo6+IDWf5KB+aQxD7jROG/tyxtE4HLzjmJ8wfIGKyzhn5E375gMc18I1DhcfuhtrU7t6W8z7NKYNvJ71YjmGK4+402HkIo80huFYXrQzljnveRLnPYbrxsbDOOuvXPSwNU4OapU29uYl3TO86xfX4MFQD72j/nCNFY/hBrv54Jp7Y62MM8Y7P6MJjcuR/75O/NJkPNb/OIlnXsAuFgz86DcafBqlE00dG8fo07PKdQZHjPrGNXzkwfjRTw40tq93wqU3jFEbY/mmH20dW0PjpL5jj55aR40Z6w1TXt5HzSsmB7VhePOvR7eLN//gGl/8+ZhX1gmceh8wPn63raPu21hzCHbrKKxw+NBcrdLYWHlXL72Jj721T34w8Ew/+emn1m24bPShHx7VtDUQl3KH4Xx8VqUxPPq6D9eaQ2PrJb5hdLxfR+VQ3nzlIw/PcPPKeoj/yJnGemPfO3AyfWIMbeDRwiYeqyf2GGMc2uAtls9OxMXf2HD4OIddfeHjko/7clP3+gBW2tgbL1am7iNGx+lHf/NdbWwsH9dH4+tefUFjPMRUL7xszHV++3XUtTZ+8DzvxPaMMR5efQlH3q7LldXL8kybeouOau5eGhdvxNiAbv4Z6wS/tcQ7P2x4zQdc8bGvz+NSvnDF42MdUBP9l8bWUr6w5aUvRwzX3WfGmo8MHhO3+ZMfjLH/4mK8Y3vjxKaNPGk89g5884NP1tji8Ker9USt4Ho3di0fPQ5j5EMPvoyf+/qiP5Nibo3+xV/Zvx5tBWEYizzSikGkJmIuktJIdxmBm2Djh4SNgdH9ru33msNGcBPEtp/wuNru4gNDUYxVSLE1+mj41nTj9Y6NKRYefO3lgB8Tg+2xt4vDP7BoinNa09txVqzO9/v0sxDhISYMuBk+43nXxz0f/NOYRmksBqsOd+njHj9cMtqEYX9fTsbhIw8cTLw0rr5wbHxuM/f5h2FBos++3/bnp/DgiNVEp+eoqVjpd2q8a3KiDz76T9x9j9RDt2G4nn40aQGBNfaNGtyXV/p5sfNihpc8jWX4OrfdZTjLQw/a4Ozrch8G/HKvd+Qz5kC7u3oPRvdh4CKHvcbpdxenel0u+ctprHk9Ku4pGzH0ngUfXnk25ty8jBMfH9wv1dg4nOz1MS42eWTlepc2fIwxls747zUu99twjLcZC4M+8Pgby/IR7zbLhxZ6uLyc6+9srFvX2sNgxpgLcoGj9/Ya72sXRntYcrDJyyYv4+JTPndh0YC/8V6UbGMO7lWrYu/3ow8ODJ68miflvq/fHkssnPCgDf89n3Gu7sd3zoc28OxhxIXPqF9j9vuxt+RDx3qnfO7SNjxx679eRvGp/+jneN8DjbfnY6MHDvoHJzjyG33u0geGMXDCFHc/Zn++BRj+GXHUqfkQl/jQ5y6N3IPl2esLUvXa65B+Q/j/dliP0sYcZ3DG2Gq2xx6BqjddYTRHT/XNOO7UMY3Fqt547WPzuc/oaaz3YrzUrb4x9hxt+NC4vGgNZ7T0G6/tj+mHMz7eB5pj8Um/Ua9TGHDC8MGK432/jX20x+hcbY2TF0w5jZris8dtbHt5G8O3PobnOs1Y+dzFyfg0po3zvcb31UoONn40SSd54sPy6Xy7eOIf94svH3j7/ruLj1xsxpgLMGz0TA9h78KIljFyoHNfKMMyNo350mzPMQz7YqkTPPWASROWNiO/7cbwj3jVhibWHPuwueZzFxc+8jK2HPiP/ef6XRjFMkbPpLG6jb0mL+fjtSGl7TDO6i6XtBn9aHafGW8rLznaXMvuqxMuNnlYQ30NUk7VCobtLoMhtrHWLObYtdFGzcfrHcOhh9g05l8/5nOXtvkYI7b+s66f0iH9GnNqbxwcXKqJPolDfTxqvsdJv+o0vteOvmGO1/bH9DCexrSCue/b+3D0nDE4ywuGWo02zrHx+nhczjB8HSPPPc59GqdNXGicTvJj52icT/HL61JtxDPGWgPDpv70yOqJzk/t5cNPLcLBDc8sbe6qVzgw6GE8/702I7/w26cNLNr2db0xrrHRp3Gn9sbQR3ycHI9z2vW95nscPjQd11Fjxhzqi/3Y8Txt9Awu9nuNR27j2I5H7X0oLq4xdHKc4XwXlvs28Y2t5nLa53WXPmkDhz7slMb0u8vUE194cYE55suHZrbbzD3rJwx60Hwfe5/jHgsH42xw9J/jo+3Q/4zyKHKKaPPBk6TvEvu+mD4sT8ixOe8bN9734FAAnO5qxHHMqWMLJAzFx0WRLzU/3u8/7fiDP/iDq9/6rd/a/pPJsUHPxSuncxexu3C9AMEpr7t8b7tHm2wmn8bqGQ97PVNu3Tt3D4M+NgvC7MSrh9U5fc7lkB8Mm/6DsaLNqDF9ZvoPL/ra6DKrsXzoW61m57iFVr2YfGZwYMQFzl0PLffvstYJmPXgXf6n7tV7sKw3s3V65plntv8EyH8g+lM/9VNXv/ALv3Aq3J3X5GHzstpDa4YPjPrYfmUd9UXXqO8sHzqbE+qtjy/FMd5PpfmzLv4TGA/5mf6rAEc8q/RMpl6z1hoIY3aOV3P1sm7NPvP8B0C//du/vf0nlP6DtQ984AOzaW1frMunvC6tucBHraNqZWudwOtSs372jJDT7DsODM9x4/GYec6otzkhJ7qurKP6Dx6jz0ydcOlZtbKOwrHRqHfJS+tUjayj8oEzU6s0lpfj/RcWl/AKo/k9q3E1x2Wmh3EeNabLzNpFY5roY+NX5gNt4rTyrLJWwDGfaDOjsbxgmBPm1EzfpDE+dMFlFueSHrvL13OBHraV5yZdrDm0gTXTg8bTmc3OTWNhyCuMGY39h2Mf/vCHNyz/wdqv//qvg56ynlV0UXf7GTMfelbNatycEp8uNJoxc1xeeNhmekedeseBsTLHx2dVc+vSvGiDk33vo5di8G/NgkVjfC41Y2msj42f0VdMGHqm3HzIN2PV2745PoMjryPWUfnov9b0mfUGf/n0TQAa68MZa44bO/PeVkw4Y//N8KGxLX1m57g6wVhZR+VF454ztJnJKX2O2JsPPcdxmekdNaIPS58ZburUswqPmVrBwIfO8pldK/D33gbHugVnRpvbdJh70tyCJmmF1KBeehGeIUswY49ozBajlQaXgwVfEVasRprRZB9XPkfktIIRpxbplbxmHsjFH/dN/BUujbVf0cdYea1imAswVnBoNGq8ghWfdBr1P/fYWPMJpxUceYx5nRt/9INRTuP1mWM4thb+GYz6bkWXMa78ZuvduNV1FI581Gp1Ha3e6TTmeu4xPuq0kpfnnf95+o//+I+vfvmXf3n7lTa/NjZrPe9W6i6nI+yIdbSar2hcLrDaujazx4Wt9E79BwenWVMr41dqZqxczKmVvpGDvFY0LpcVTdKyd6XOZ/b0kFM6z2AYU6+srOnpik94M3yO1Jgu5TRbs3JpP5PTkRrDOqLm9cxqH47r6KzG1bx1dEXjvoCc5aJfPPf6phhOtJoxdWKzXIpJY/1nmzU5lMcKH2NXNS6HFR5h1L+wVvBoW15hX7qnbzVa4WKs3lnFwAfGCg4N0tjxLFba0GcWQ/zGt667dqmlyep6Iy4+5XYpj/zxOWKtgIPLal4jxkqtjO2zkxUcfI6wnpvN0RlMeRi/qjGM1psVbdJYLis4fghpzG0Wa+ydGX2NoU01muUBx9hVjWFY/1bWG1xYOHJbyet1tDf/O/9m8Gac7cx3GXyHwN8F84G3F6JZI1zbLIZxR2CsxN+PPYoPHPraz9pRXGbjj+PispIPvCNw6KqX9fBRfMZcLz0+IqejtDkK5yiNR21mazViXFqbU/7hnbp37rUjMIp1BNYRGPFZ3R/FZRVHD/t7xM8+++y29zK0Yvg8LpY2R3A6CiNOKxodiXFEXnJZwSmf9ivaeN756Qx9PWNxWMmnuEdhHY0Tv0v38einCFc0CmsFA//V8aMGR2CV14h7yXHjadxPGV0yfvQtn/bjvf+p4/KbjX9ELjC8G/ubpZ53jmdxG9d+Ja9VDLFhHIFzFNYRfMqn/azGR+RUPu1nuTS+/QyOsXrXOmFbsXjYz1oYs+PHcUdhreQTH+8S9PVusWJH5YTDal6PExf56OM257O2qssY9yisI7Q+AsOfZvO88/nmam6r4+lcTkdijfW75PgoLq3FK+8Ut/H+X//7xm67eel1Lz9+jduvyvsbbr5D5Ds7l5pm0lj+cyRJ+/sxl37CT3xj/e/gBPSdFN+9uNQs1H69xP/6a/OfObAZPv7Yuv/UzVh8xu8En8vLNxFeffXVqz/7sz+7+rEf+7FN55lfX/VH6PHx0/dynMGowWmsZuptm9HmlVde2V6e9ZC/Y3kpBv3wqU5912tGY1z0nv/UqL+rdG59Rj99A4s2HvQzvx7niza1UnM4/o7RjDZ4qbf/YInGfo2s7wqOnM851oP+1+nGq/ml9tprr20a+4lY81LNZ4yutOkLL39371KzPhivd2g923/i+uCTPvZ6Z6b/9I3/lEYP4mKtmKm5fPxpjeeff377z4Hf8573XCrNtjbQ2P86jcPsr1W2jqo7TjPraOuNZwx94lIfXpKcZ4Oa6z/zUp0uxZGTNeLpp5++eve73739zUf/GcelVl7WUfMdl5l1FB//uY2ftrPpvxnDx/94rn9oYpvpYxp7OZSX94B+euBSTub3X/7lX27/UYv5/dRTT10K8fDFUL1wwkVOM/PKvNQ7NuvxpX2DPI2tEdZk85vNrKPWc+uNOSUfc2LGrHve2+Rk/fH+dqlZJ4zXO/1nWDP6imudkBc88zONLuFkDpgP6uU/zlGnGT60SWPxZ57jNIXx0Y9+9OE6OlMrzyo19/yF5z8imslJHtZQc8G6Qd+ZPi4v7zneKWbnVLUyJ+Q482vu3o/gfOQjH9nWUeufdedSfehBW1zMK3+fk83gWLvUqj/rMqOxd3Tz4OWXX95wZp4N1htzEkbPm5mvzXCB8+d//ufbXv/BmcnrxRdffPjhgVpdqq+aqBV9raM972bWCrX2tRmdjZ/Rhq7mw0svvbR97el8Zo7L57nnntt60Dz44Ac/KNUp864kp37LeqZO8jAfaOy5qU4z7wPWGzrjA2NGGyJYH/QxreU1s1ZYJ7wLPHjwYOO0/w8jLxHbe5Lc5CWnGW16jnvu9TdvZ+aD9Tyd++zkklz4eo5bS81P5nk3w0WdPBfobE5cX19vOJdg6T156GNrsec4uwRjG3Dzj5w8y1fWUeuNWumblbkAR14vvPDCw2eVnC7Niz7+nC1O+m/2fQAffex5Vb1n1lHzUQ+mz8zzV07mJwy8bDNrRb3jazx197XDjMb65y/+4i+2dQIv78Yzc1we1j9zYkXj5rd6W89ntfG1pjluns5qDENO3rPVffZzHBr7OtozBo410Pw6yg790yVIaSTiXzphx4SITnwL08wXFbA0eRMGhkVl1oztJRrmbG6aAo7c4MyasR5GeM3ilJPFbKWhxDf5Tfz4XKoPDAvkEUYXL0BN3hlM/ScXWI5nzVj1Nh9mFkZxadNcmHnwjNxpXD6zfQMPH1j2Mx/OwBA/je1nbeydx0FjPUMbdU/rS3Ojh7XCvIIhx0vn1BhzlgcMsY338JGb8xkzTl60MT9nczIOBi7wVvjAkNcKzqjFSo3kod7WYnxmrRrN6lLcI55VOMil3tFHs2sYLONXe1nvwVipuf5L3/bpdslerVafVdbgsVaXxB995YEPvNn+g2G8tW/lnQIvOeHDZmsujyPW0XB6d9tIXfgPbWz4wJvNKY314CxG1Ks1PnBnDAd1snaFM7MOjhrPfMgY91Hj2ZxgjfMq7Ev2Ytv0jDm+UnNj8aGx/azBwUW9Vuan+nqnXf06b+UdKQ2qd/03+w5IV3OKrcwrY2m8+jUnHvWQ41mjsXrZ4M0afVb7eNRYL85a82p2fOOaV53P7s2n1d6hjWcDjVfqpP/gqPvMB2A0gEEbc0puK3zSGM6sVe/xvWsGS154rK6jahUGzFmTFxzPu1WNjV/BMJa++KjZbF7Gpc9KzXEwF3zzcvZZlSatWyv69KybebepP8TvfZRGs88qurbe0GnW1Io21okVjeWEzwoXOdDEBmelVqf0OPSD7h6oNcWpgOdck6RkCSjxFbPga4zZiSu2sWNzzfKRi5xWCkkbG04dz/AxHheL7GqDanJYKxqvLIpj/qPGs3yMowksGs9aGvsweLaPxceFPrMY8V+dB+GU10ofw7DJyX7W6LPaO6PGK1zkIB98zIfZ3kkXa9csxl7PWRzj8MFFbrM4+MChSw/pPcdzz2Gsrjfy0L/yWunjcznf5aLZdMMAAEAASURBVJem47PKtZmXKrnQOcy74t51T61pHN5dvnfdq3fgrJqcVvPSe3TFa9bM71UeYtMkjWfx5NF6s6Kx+K3Fs1yMwwGfmd4d6wHDxmb5pM3qOgqn+WA/Y3IIh0azOYmdxiv1Dqeaz+RkTDnR2PGs0eMIjcNZ0RhGGpufK6aHrTlHaJPGs72Dg3xWa06P1a/xYOBinZj95icMRuNVbWjSerNSq1Hj1fmpzrO1fl2Z17Vx7EOVFSy5HPWswmdFG3ngom9meweGWqn76rPqiN6hBxx5rdSpnKoVrS+1tDGncFoxfOR2RL2to0do01oxk5f4coFhP8vHOBsc684sjhxofISNz6pZPsYdpY8e1n8r+eHT15uzOdHWGtG2orV86r9ZPvTtWeV41sRP41kcGEesW3LAYbXet2lx6N/olnQL7Upz3kb2yfXXX1j8GuS3fuu3bt+FWX1IP9H0dgVmF6LbEZ/cGRWg7xONR0UezfETjR+NrnvUJzrvFXly/v+SAq3HT/r40VSNrt6Ln+j7aPSFOmr8ROdHozNdfUHqC9MnGj8ajZ+gPnoF6t32jz7i/38RaOuZ9+TzoEdXexq3Pboo/38je9Y96eNH2wP1cPsjox36E92+a+zvZb3lLW/Zfhx+9rutflrAT8H69S8/Uj/zYW7ffcHHTy3P/poAsY314/2afYYLDOP6FRW5yXHG/O2a65u/dfVzP/dzV29961unf+VATvTFafbPT5QXjX34vqLxzN8I3+uXxvKS02z/+XUZi5rxs7/+hZvxuKz8aoic5EIftZrtP3zwsIiwFZx6Z6WP6dLfE+tvK27ELvzHPKp3Zus9agxjRRvrVS91s3McB7U2r2YxyNgDA6cVbYztb2bN8qGpvlErx7MaGwdD78FbwYEhLzgreRkbnwvbd3MvB/U2R1fyqv+a57N89F/r6Io2Y++U56WcjMNBbrZZg9OvQtJ41sZnwkpOcsFnZR2VBz7eTeDMmrHf9m3ftq056j5jzYPm56w2YjcPHM/2H22OWEfDocts/8Ggy3d913dtf2d0FoemagVr5X2UrvUdbrO1Mr/lYu2afcbgYmxrjv2MxYXG/g+IWZw01oPW0VltjIPhfWBF49a+NJ7hYwwOrX+ztWqO+0Ebf49TD83wUd/m0+xcgCF2c1x+s2sFDuYUm9UGF2NpjBM+s6bvcKLvipUTPrN1Eh8Pea1obGx8VvJSY70jJ9uM4eLvPdvP1ru4Y//OYtFDLjSW32ytxIfT3IrjJXvx4Vhv5DbLxTjv1/7fGvtZnOqNk+NZM14+8lL3GZODWsGwn+UDx1i6eEbM4sih/1MKxqzGxuGxOsdxGPWZ4WOMWuGiXrO1og0+4axo7H2iOTGTEy7GmZv13ywf+raOzmqDS9rgBHPGYBjvHWcWo7j+9rlvoKdP14/Yz832WyLX4H3QPVsEDQWrh9kt4e69rJhEM4FhzhgMY2usGYzG4AFPbrNNbmH87u/+7m3y9lPd4V+yVxv64jRbp+JZSNJYfpeaMcYfYRZGea1o3GIPZ6Xu+qYexmfG9MkRc0FsGvcB2Eyd4o8PXexn55Xx1Z3esxaG8bNc0hin2XkZf/3H4MxiyaMHIoyVWuGy8rIgNg7WHZxWuMiLxrN1kguD4UMeOLN8jKOLvPTxLA4+xsJYXUePeFbhYY43z/GbMbXuw9PZetGFJkdorAfVS34r1rNhpXf036q+cpDPyGcmL3qoFT4r/QfHB9042WaseUCfFS5iyymMlXXUM8+8WllH8cBn5WUeBl38p2c+YFnVeHyWz9TKGDU3D1bmgrG0ofEROPp4Vhsa60EaW3PgOJ8x2tB4drxxclFzx6va4EPj5sRMTsZab+gyi2Me4eLDK7k5njVc8IAxq7PYR/QfTTzv2Kw2xqrzqsZwGE62FVMjBmdFYzWqXrPrMQxziq1oLA9c4NlmTHzrMJzZfIqr/8Jo371z9/jAWeXTeryyjsoBH+vNSv/BsQ7j5AMsdZvpQWP0MU6zGOqAh3x6Vp1bm71f2ug9mDNWHrj0jJjRRuz+A8DZ8fEf19HZPqYHXeQ1OzfxgWMu4ETvGUtjny/gsqKPD7ppMs71GU71n5xmNYbROvo/rXGa0GK2Tunog27v2PJbxQqz/TfdLIjzf4Q4lGEf3EpTBXcE1hEY+ByBcwTGqM2qxkfxOQInDPmt5BXOCgYOR+M8DnmV0yqX9HmiMSXebEdpHM6Kxs8888zVs88+e2X/Ez/xE1c///M//2ayF5wdwUe4I3COwCh1WLMa+9tvf/qnf3r1e7/3e1e/+Zu/eXV985s2b3vb24K+eH9EXmEIPpuXseGsYMBhKxob/4lPfOLqd37nd65+9md/9uod73jH1fvf/36Xp+yIvMJAYEWfcFYwcDga53HIq5weBy6PQuPHqeaPExdasxVO9c4KBg5H4ByBgQuD9TjkFBf7FT5pcxTO48DlCG0++clPXn34wx/etP3e7/3eq1/91V8FO2VHaSz449h/eM3W/ShtjsaZzYcW7HHls5JXOa1gjNocgbOKcRSfx02b8lrV53HKKy5yW8krnBWM9F3lchROOa3yOQoHj73Nfatkj/LGuU/jfVfcH0rvOx8zBS1hWL5jMIMRxSMwYMkNr5XvNMBgKzn5zqg/IP9v//ZvV9/8zd+86TzzXUW54ENbx7PfXZIPjeHM8DCepY3jFZzyCmOmd/xPtHqYzr4jrZdnLC7G4jHDBQY7QmNY4aXPBn7hP82FemYmL/8hA31tvuPaT55cSGVzr3dmNQYy1mpFm1HjlXkeH1xm9E1HY2ls3Vgx41e5iF/vrK6j9FnBiIt5BWdGY/W1NvQTy82HWZ2PmuPFn8mpsdWpuTCLpU71zoo++MDpP2GJ56X7IzRuvRE7fS7lwX+c485nNIbRZvysxrT9l3/5l+0nX8yH2d+yKSf5rGoDi8lpRhtj47OyVqSv/azG+s72T//0Tw+fd7Ocykl+R2k8q++oMS6zOHuNZ3DMS9vXvva17X1CD69qjNcsBm3wWcVIY/2zqjGM1ogZjeXCvL/B8dNXMzgwWkeNn8WAgxOslTrBKLfV9WZVYznRw7Nu9Xl3lMZwbK03M/Uy/giN6bOalxr953/+56avXPwZxVk7onfCSOMZffEPxx7GCk59vILha2k/EOL9wm+gz1q9szLHiy2vlXUUl9U6jVzo27zq+iX7b3zjGw/rPPveJt5RGuu9eqdnzSX58B0xnM/2oLG4rGrsa2gmHz04y0deq71TneKzwqU6wZrBkU8bjJU+9vWH3PyUuj5ewcJltPk/eDSivHFMNA3xH//xH1tzEWDWJOwhD3PF8IGxwsVYGKsvHWGMjXppbh4Y9H355Ze3/SynUd8VbfCvTis4tGm7VJPRf9R4vH7JMX2//vWvX33pS1/aXoYuGTv60iNt6D1rxqq73FYsDDgrtYqP/SyOl8x//ud/3jT+93//9+m0xK9vZvWBUU40WjE4eKj7rDbl1MN1lo8HlwdzL5qzOPi0js5iGAeHvrNrVrFh2Gb1Dae8ZnFo61fI/Fqbh/PqgzmNZ/nIS/+1lefMXg/TGNaKpfEKDgzj9fFq7xi/2jvjerNSq9YJuc3iGBvOLIb66j3Pu3/8x3+8+td//depklenNJ4CeWPQqPEsDj5w5Laizaix4xnDwxf93tu80OM0Y2msh1fnglxsMGf1ic+qxnDqY/sZq9Y09v62wmms+QyXxlSnWX3hjBrP9h8cY/VMNXdtxoz34YoPu1ewWidm6x13GlfrWZ3lgYdtFgMfY+UFB+aseXfzvLOtGG1sq3nJRV6r2qTxijajxvBmjCa+/vjyl7989dWvfnUG4uGYclrRuP47SuN68CHJCw6qsTk1q69wcvIDeV/5yle2d4sLKPw3V/nYVkxeOMlrpf9GjLSa5YWLXpw18b2v2Wi9wketj+g/HFY1hlEPr+RE1yN6x+cV/XDeCh8a04bN4ug/OLaVPsYhjVdw8OgZA3PWrMPWYz8MgteRduhPdHv58cXSpz/96av3ve99298O8tNuvgPSd3aaAGORfUjgvo1ocHz4JXF/R+vbv/3bH/7kgHEwGm/vpaAYMPLhh4vv1sLxgUQf/ozNkqDGheNDi3x8YeKnRDT793//9z/8qSexFNgWH1jGugeLwcHlC1/4wjZZvuVbvmXTxk+x8jU2ztuAm3+cw3DfxlzzISwuDx482H6SUD7px2c/AcrXT15kXp4sjJoKB9898Tf3xOHPTtVJPnzSuAWExjD8jR1/LyoN5W0b9UmXcmqSvPTSS9G7+p7v+Z435Z0PrAyOTe6MNvJ67bXXttx899jficILH/dt8sqcy7e8XMfVF0legkw4+fS3ohq31waGbfzpFj5q9cUvfnH7MIzO/gZq+sFqkcEjc7/NdT2nVj6AwMN/tCSO3Bm+dKFRdkpjPnomDeH4aVS5M9fx6b5rcMrLObPY04U+5hN9zXF+xtrGersOp/6TE67mlJz0sg8L/XZCf3dKHPrxjQ8c29jr4uBDY0a365s/H5HGp7QZMRzjom/kYwtDHMf58Bs1dp12o37u6z+cbP6MhZqNuZeX3GDE1b588VBzffjOd75z02XMW5w0hsHs+djb8hEvPvIcexQGv1Hj5gIM1xv/3HPPbf1rXsmp3jC+zZgMDh9bXLyIqTke8sKFX7HEGx9wxtKFT31jrD7G3XPBHIfDz3h+I4bzPQ4/HzrR2Icifj1YD5ujuBiTNo6Z63DEcg0GXenxkz/5k1t83GxjHZpT/DNc22DxsdEYD88Hzys+Yhprq+bxGTV2n876D6btO77jOx7mboz74riXFSON3ZPDq6++uq1f1nSczHO+YdfH4aQxH8aPPtbAz33uc9v/K+E5rHe6H0Z80jj9+PHBR+7WQps8xKtv3EvfsJov/FzjA+szn/nMVkPPO2uOvHE+VSdju4+LuDbPquL4/zLqPz54lJdzBseGEzNWTr4AtJbiQhc6j3WoVvzTRqww5GSNoDFd4NB4/A0kcYyPbzijxuJ457KOet7hASve4ollG3FwgWdzT73NKTnBv75Zi/nACYN+1co19+gvb1Yfm5cwmb+57NmQDw5pHB84eIgHw+YZ0zr6fd/3fRtGnIuDTxjlMuqHg/XY2kUjzzxzPhz84gIzw6cedK31xtolX/fkVExx4uRaFoZruKqVmsuL/9vf/vYNq3mXvmkHx9hiOi+O92v+PX+rlfs2sVh8qhUsmvGhce/q1lHrBP2M4QMfF8fhwEw/19ynL531sXlpba/e4oRhbFju4wKDD43ViMbimlO41BujNiMXOHxsxfKckpee1jt84jPmhA8LY9TG2FdeeWXLyftW2ow+aQxDXqPGruFDG3Pc2u6dot/kLC/alJsx5aJ3MuuAnvH1mTUCF3tcmPEjhms0Gt/JcE3jj33sY9szyp+SsmaoZ/rg3JwIB5dixdda7Lqx5rjx+eAiHk2ytOHnug2fvji+vllvPMNbK9zHZa+xvMZY7luL9Q4zv2m816+YfGDgCqdekrM6Wbv6usHzs3rgks4w4DEY5ebcdRrJTQ85Fqs46Qcvc7/NNXH4ff7zn99czIO3vvWtd9aJY1zlHj8crDnmhHcK88p7Fxtzyh9POOrKyse7vh5kes+Wj2v0g7fHSZ989LJnsJyMN7fifUobfFqTYNCGtmqOD3zP8bFHq5N9Vo34M1zFM6dwYjQ2t/jIg8/Yx7hUJ3ju22hr7TPXn3rqqa2P5cY//XBJG7Hc289P463JraP9vxt8GS7FdM2Wvo7FMJY+D27WUXPBu4A47uMsZxh8Xcvo5344NFFzzxlzy1ohp+ZVGPAy2sBIPzFwMafg9XVDscqlOR4fGOlMMzjWc5v1Qr3N8fLKhx/MDF4a88HFc0rNzQW1NhfEYuUURvWKL15i4Gvzzm+taF6N+sEYtcGlWvErFn3dc83XDuXt/h4Dn1HjfGjrnd98oI05Lm+++ew1HvmUu/VPrb1Lmpfel8y9zFqSJq7BEENejt2zDqiTZ2d/R7+8+NBvrFN4o8blLa/PfvazW89dv/F8SGP58Gs8PiMG7Yvz9NNPbzy9G+tj2lQL4/MNqxj6vWvmlXmuXrjAoHO9Hmf+NrnCgcFcw7l3E9foax3FO5MzrGyvses01ssvvvjiw6/vzHXxbManc/zhjOuonGHIR13lIS97NWXpMvIZ+4+POPzMS3vPTNuR9vqKfRAiQSRERAuuc0koBPGcmwhE4eeceC04CqpIfCzWJgzRTD6NDgOe8yYdHMJZbPqggo+xcBTCfbE0lYYQx3g8+DD3bbi4D4sPPha2eHvgi9VLKwy5lg8scTQEP5hwfPEHAx4+NsbHWJxhZ67FIxxNYAEwYegmR3Fw4QsTvvt4MfnScGwcfG3G4yYWzuLwxbl8y0s8cXqRxFccfjQ2Rn3Ewyn9xl6AgaOF3SR3jqfx8spwM148Fob8xbGJIWcLoXP3aJw++ifufBzb1NKe2eMrd7Gci40PHZ3L0TWLABPLuXi0k4O85UXj6koXfmnMVxwLJd5w3IMvjnOmBrSRP43x0O98ncvRXICRftXceNfkBGfUTxzaiMVguq8WTD40GzUWA5bFFD+b+MbKT67iyUvf4FctxUkbODg7h2EsPmqfxnC9JDJ+uNIsjV0TAxd6Mzh0qXfwobm8aEgXfGzGM3tcYNlwgNF6AxuXepQPnPzC4CeO9QImntWcfz0rX/kz+qSxvGHQTq1xr6f0KE5446KWrUvp5T7/tDBeXvYM3/iI61xsPWoMzmpQbsbIVRxzC46c6AnHeMfGusdXXo3HB6aN0c99Gy3KpbrK0VygISyxYOmtTA1t/OTgftrInTb0hWHj0/Uw6AWDznjzwQeOfOQlZnXiY0w5w2PmAZ70g4Gv+PJyvT3trDfyhpXGuDP64KOm8aGdja/7NOYDA17a0A7PcOjivg3P9ONjc19vyd15ucovHPeN5+t6eYmFj9yqaz780r5YMNQAHoNDVzi0sZdv943Tj7SMj1itN2LyCUN++OMEjz7pB9s9Fh/9lzZiGKPexqu/WPHByXX62cRmuMiZfkwMdRJPHObYffV0DTZt5MRcwxUXeM7Tz1hxWxPExZsPznrU3rme0A+tozDkY9OreMPj5wvTjH4wwpEzHD1KA2a8sTDhuO6avPiKj6dr5YWruZCO7tNGLvau08G7n/z5qwENbaPG+oZ+jH5p3NyTo7jWJub6vndoa6OP3qsOOItLSzHkXd90jzb42GB41juWNx/a4IB3cfLBB1/xbOHIXyx1ZzjAch8OPNrgwtd92turYeZ5Jyaf7qcxfjTWM2oFGwf4YjHX4LnPzzn9ysmxmHjAMxfSTxz+NuYeHHg0E6v5CaOa4AxPzfSFDWZ5weuLKn57jfnRh358W0vqBzz5NMdh8FEHfIyJG5/0G7XhY2PmeGtFPnKJN43rUWPk2nzBhektGPSRNxw9Jzf1cJwvH/rJZ//OD6N1lL+aywlOGsOvL+iApxh8mTnbHMcXjnxoytcYsc1LNXVurBh4p43rPihjrsm5uSkeLLgMjnqJpRbjGghn7FFj4dj0tc0xPrSBkX5yZa6JIS/rgOtyoCteuIiplnzVI435jDji8RPP9VEbsdRAvjTO+PCFCV9P8cOluUPfNDaeDuXE31ga48rg2MZ3rvJSa/nRQX7ygcHco6GNiVUc+jH1NE68zvWV++KJu6+Ta3Kqd5zjQ9fy0osMlrg4qh1O8nONHjCsxQyO8fjYmJ7gO66jfHBK43D0Dn848rGJSRuaOJe/jbZypw38NnHU3Tmu/NIYHznqXz3Gx3j3bc6ZWO7Tj4mPs80xUyeGszzSGHcGi3Y2OdEPX/0lJl761bieD/WN+/xh2Ojzlre85SFuXOxhwoerDnJn6eY+DNflLTf+rlcnucMSJ/344MEP17jAhqN/YJaLeHKRv7xoVx1oJgaf9KEvDPPTOHHURo2dWy/d08d86eE6n5ELDLXAl37iiC+WY30sZnnjX0/gFZZ9ayCf1goYjsWnDz58caFf/SCG67QxJ9IYj7gYj797fHAy3kZ/45k9/fQ53/SpDq7RiS42easDDIaLTe9VJz7i0BXv+s918eSVj3zLBx6uamHP1KpnFRxc5CJWseXZsX33zRcmljhxwUGeeMhb7zinndxYeD0T8VEXHPCxN05sPvjQSgwYxjOxxjoZJ6d6WZ344EdDtXCOs1z1hGNWHcWD77r+Uwt+uOhP42HxkVc95Zw2cHoO9azC28b44GWOl4c44jm3yZ12auXYNXzT2LnY+NBGTOOroft42nxtkQ5qAEdOegg2/mrJh8GQL3wGq/7kz9xTJzVTF7Vu/OZwwD+HftCNpA1J33VITIWUlEK5rhCScs7fd5CISGDiu++7rQQgjE0DMoL6yQYiu64git1PBIjTxBVLk4oFV2PiIo7r4vjOHCuO70LxUwwFMs53uuLrp7ItfHjDUWTfeRq5agbF1jhw4fSTHXAUn8mfjxxwhh0Pfnj4YhJnPnD6bg5+NQcM8WhI875TLUZNZSK4D999fjZGC7qZDGq3r5MxxsobH374amq1wAsGrdQCF3EtEvTx3VgYacbHhIJpjEkPK/MdInxbAOCrgT1usGhj4uoL5/jQmI9a4CO+jY9x+dDWGJqaVF4W5OS62DgZjy9exnrQZ/QTxyYH+eiFvqHjmjq16Dt3f/SFKW9+Y+/4SSZ86YePPq+PceJLFzHh4SoO3s5xllPfIXYtjHKRhzpbQOnIYNPYni700VdijYs1jdOVnuK1sDnHxXdz8XRPX6lT2sCWN970w8MYY9UBX5uczRPcncPRMzg5ZnDM4XoHFt3g8NXfHuC2cHGSEz84eBjvu4ly5kf36+vXfzKcD5x8wqG/+YCPuHLRF2JVT+e0kjts19NYDFxw1evNKbHMKb58rE/6QTyba/Tio1Zi4yTfXjpw5kMfHGguT7Fh6UUmJ/OTHwwc/MSY8bjJSR3cVx+58acdDeGoT+u1MdlTNz+VEh854SOXeksf6VE5iUcnPv1mBz50s8GRN5zWUTjyN48c40MzPfPg5idRMvdhmL9486EFLvKTV/PZXKAjPLnSBx4u5pTx1r/iWK9hwaABPP50oYXawJCXjbmuBvbVPP3kA1ue8tFb+KRNzwc4OHlWweJjrFpYBzLa4os7HXClHy2d60n3zd80xl8cePzkxNfGx16+cOgUjnu+UYULM86c0i/8/WSPvWcj7sbpR9fkjAs9cJUTH9dg6EF+dJEDTfGmoevu0xBmfPRf9YRPf+uS/Bit1Kdn1VgnsW24eK9QdyYX+vLFjblnfVQr1+CnsXN83KcPPq7RlQ+N8VdfeuHJxxjX9ah7zs0R9/SyvGHoW1yqET6O+6BbLOsEDHjO9SauNphMr5vj6ela5/zFF6d1iTZ8YajZ2Odqwd99/aEfYPBprYEFg+lza6C9a/insRyZ8Y7Tj056R16uy8t4tbCWui5W6w0e/NVBTZt38q4v8cXRfRjO5ZE2ODPX4PPB1wZDb9qcwxHDhjtzD4ZrclQ7dXKuDq0RsJyH7b7cXIPBb3xW6SNc+Ymr/8wF+YbROqAH+eAvvtxoaXy9QEP3xXpws46GIQdzDmc1Nc5crL+cOxZfX/ChO77qCa+8cDDv6gu9Rht81LL+gYMbveTT3OUjJzju2/OBIZYc9DudcHYutjmPDyzjMs88fHDmo3fSWCzroWd9Gru/n+PWCf2pf/QkHD54ORdTXowPvcz/B7tnFQyx0o/GagXPGMeuyakc5EQ7e/VSZ5ucmLhqowb4iEtLMXr+uscHNgya0ky9i1MdxaELrGpuXbJuu65/Rn2q1ahfWBvBm3/U2nja4Jt+zW/XzLnWUb0lD3FaR813c9w9ePY48qEdg2M+9e4BXw5ywpvJX//Akg/j45oNBp74wqKPa2oDh7Y41d/WNxoYq06tkcbYrm/eNdWdPs7xgIMz/taEaoWLe+Z4axK+9FcrvHAe6+m8muLcOlqd6BQX92ls7zoO+h93/uoGSy30SDmN66g86EI/vrCNwxcvVm6tta6Zc/IVB2ea4dL8hSMODcOhvVqLJS5tbHzG9cFccI6P+Us/dRJHnnpEv9OZn3kAw9rEjKOt90icmBrrCz76iMGQm3iuyaevf8WCXT/IT66tW8bxsVbUW3KCExcx5QxHf+HT/NR/dMGdVvDiUu64yt9mHHw5O5ajsTTmh5u4rqmnOuBsLI3VFG5j5e7YHg8a86MvP+9f1klYzuUCX93xZfqhHtRbYjfH+bQWO8YHR2vFg92zynwQg0ZwaKxWYtKTVupvLsif4Sp3+Rlrk496MTF7DsHBu2dUc129xcGbqWea8KWfe/S1DuBPH3jyYXzg4CF3dbHB8c6PFx9jYNnygUs/WGoPg2a41+ve0/WnOtBGrfjgQhs5GgtTzzvmo4/huM7MA7W2wcZDT9jDUn/+nsHuO5aPvZztccAlHfGhKwwa2PSofFpzXBNHrgy2jSbw1II2at47P85y48PsW5NwMZ6ucqlO+gGGODTIz3NGf+FljHvj/BQLD5t1SVw+cqeLrTkuLo1hywu2vetyprFYDE69xYfxo5k4jKYwXEtjPN2Hhy8fvScvcwBWeeud5oz7agFH7xnrPjw5up8+6Yef8Xxca06Zo86ZfPQEfRgO9MCLFu5Vp83hgH++6Sb469EPANPYiul/jX7ve9+7NbBCSYhIQvXCJilGMAWQGLEViDiwFIMoFkfNx9c4GDUdTEUgbItNTUNAvxoCQ4G8QOIhjsazmRAZLFzch6Wx8MHDAgjvXe961xZLPH7G15hJaeF0jw8Tx8S1mPDXdCatnPjKycaHwbHFo6bhY4HG5fnnn9/+jIqm8LDjSx98TSQxmXxtPZxds/hpUM3VZOpFnpZin6oTrnRRKxqXO43VGJeaNP3waFLGR0z3WRPfr5dk/XpSDyA5wajm/OSLh4nB3NM3cpIfHhZQefNJYwt2+trTRhybc3F82EYfeH5t1YPOAzFTJ/FsjGY2seyZOD1k1A8HH2LXN8WSP26Z+/KiTz2h/2wwPOjE4cPUQJ/CYXpATnBG/WhI42Jd37xcw1MLBmOcV67RGJY+ZTi3sFnk9DBd9LO86SEOTsVxHU7zt7ytE/rYPMfFFx7mKP6MfvDwYnBscHBi5qPNA5iJ49en5U0fmuBjY7BtYcDjA4O+coP91M2HZLRRg3z0cRrDcl0c+sHsvger/G3XN3mpVQu6fORFG5txMMTB132bh4ve8/A0F4zHR370w8PGt5zKC684+3WrZ5555uqjH/3o1U//9E9f/eIv/uKbelSvt8bJSe7ywQVefOljjlsjrDXWU742PMrdmCy+OFcD+Xi5MMafgOKjT/GFgYtYGR604UMvPuae+cnXfDLHcaZj+tE4oxecdIbDj77qrXf0DBwbLvWoeHxZ+apnccxv9TavfFiif60VPe9gyQdXWIxGIx9YekUtPvWpT231Ma980cqPfmnDZzR5u8+vGOMXVTgVyzi64yM/G6v30hgfGntZsreOqre886GheyMOHu7DY3DoY/OnS65v5oJ1wsaMdQ+WjaVxa4Vr4ujj3/3d3736wAc+sM2HD33oQ1ucepR+NCon+/pP/vD5yP2FF17YxtIXl/riVJ3woXE50c8mn2LpHXnbGB76z/18cLDBYvjoPc9ycwIX+tbLfOg3rsd6icZpAwNn6xaNHJufchqfVTSGlcbh0Ed+TBzrsLUCvu0HfuAHtrzFlAf9bHDobuMHA6bexEE+sOSr5nzSz3hrwTgXjFeDUT8a+5XK/PwghDmVfvIZ11E54IkHHc0FG33Nc88q603rKD95xGfUxj36yU/e8pKTetGpuZlP+hXTubHyEg8v5lkH4+Mf//j2gx2+2PTME88mDgz6pK9xrSXw3MO55wN+/nRJ6yj/9OWXwVcDfrDFCccx7fUNfdWN7vUf/wyGWvFx32Y912P25gJd1FxM/JozfMe81Knc9Y060YjG1lHv/PgyY/nYZ7Dcpy9t5AEDl7/927/dng3elTwj3E8/ucl9zKu8YblPw9Y/vuM7v/juq5f8bIyGxtNHP+GDi3d+3HExv3Gmo1z4tVbAgEXb1iTncPQfLF9E9pyhn5zkgSNOfBketuoNp+ed55Vaq5F1BxcYxsMJwzX1wTmtcJWLvT52T/95PuBcvWD0fMDHePf4MHH0hT95KF8crm/WivLmg49ewN3G+MlLvWhnM6foYo7DMF/kph7u0xmOYwaLbtXcufsw5MU8w+UEK6NfMV2DgTucel3O6vTg5kM3PWw8rHjTRd5yKyf7uMBz/uyzz1794R/+4ZabOfUbv/EbmzZiMr2nT22MvumYxuLQua+rXLfeiGVjY53iA6fecU3OcteDnjUw9B59xB1zSmM8YagDg0Nja4RnA9OD1lJY9Rf91Kt5Tte4wAxHD3o+1C9P3byv4207pQ1861L60UUs2tiL4U+tjj1andQq46eW6Ud/8XwtA5NZt+QEq1zqY/dxiTc8+tmsN/z0j5rrHRsN6ApfvLSBc2p+qpW5QCPz03MGH77MdThiwqAJrvbO3cPBXNDH3vf7+pePLS60McbG4MiJT/3nT+foHTr9+I//+MP+KxYMvvUffdXR/JWr+/h4r+Xn66HqxFce/PCNBy5h4EM/eeGh3p6f1zdrhTk6aiMv8WCycuPHcLTe0Nc6ai7ocXMBF/7GyjWMbeDNP2qZNmKIxW/80yXijD5hwYgLXcSicXW0XqgvH+857tvowkcchr9N/9HHXgx+dNGD+sf7Fl3kFg4//TkaruaCPVw+5jcscwKOrx/MPZZ+8XBNHrjAwV+t1LKa0wQP77b85ClO8xMGg5nG+OQDyzw39vqm5riE01xo3RI/DLzoRj/bX//1X2954uJPl+hBteDX/FTXsKojf9xcp4010NY7LT7qwEcdcLJ3DhsODAZDPsarE6OvdTQf42gXBh+aqWN8+aglLF/L4CBv/Sxe+slnnJv04YsXwxWO+aSf6Wotpo1jRsNxTrlWf8qbuc/P13m4WbPoA+coO/QnugmgYVtAiO+8RZZQxE6EkjAuHyLzMdGIB8O5sTZ+MAnC7Lsehj0R7eG0wc5HTONcC8d+5OIYV+MV3Dk+9jbmPsz4uOa8OM75aiQ44cmp2PHnk415uc/gyD0NHdvg8CkfsWuirodrb4zmwsexuJqvOPbFGMeJX17FcA1O+cFxjfHpPH3iGC49XIORiR2Ga/LDMwzXYMe38zjwg2eiiM/4whwnz15jPmK3mXyOxR7NNWNHPsaOfOgvFh5h2JcXX9zkNuK4n8Z86KPn9J/xcgwDJ/ed22fGjT5iwMSlhXjUxjj+e43hxIWPc/FxsfjjJU/XGV88xjFdz8e5vI2TD//yGn3cP6XxiA2HT70jT1j5lHc9ILYYci1W8WF4OBgrR2PzcXxKY775uC82TWDaaCyPjP+osbGu2Vh41ckchQd3z9m53ItvvGuZ+PJurGOxR38+cksf94rTsTF44WTDZ6+N+7BY+OG4xp8Zb03XP3uc/F3P4NoYXDjuw/EiYy+/YvPlN2LQKBz38lFj9fbg5l+e8Vc3uMYXv3sjhvFedO3xUfNyMY62cPZ9wIfB4uPc+DZj8rHnZz/ycc3G8i13frTpPh/6yTsM10YM+cHhA8c5PrRJ49FnxOk6zI6Ns97QBqbzjE/n4bjWlp8cxh5Oz/zwpW09HJbr5c7XfefycWxvXL0Z7lgn47qPj+MwiiOH0Sf9um+cMbAyx2ncc7j12D1j4cC+DYcfXeAw/jDStFhhhGOcLW34yZkfDWB2DJPxd8/5iOPcPea+e3Q1N/ULbqM29fRe4+LAcYwDHM8YFp/t5OYf3Mura+XlPF4w9B8cXMStFvbOcSonY7vvuLzp2rOhtaK8+Z3CcR9Wlrbiya91YrxPK34jtmudOxarvOS215iPuPZZXMJJY7moFS3hVgd7GK0ljXOtnOxd50M/70pp0z3xqzmfcFwvlmOxcZCX63KiUf6u0as6hRXP8OAYK6bjNI7zXpsRfzxWA1xcgwVTrHxcgxmf4nffXix6lJM9TtUljWBn8Fzvnuv8+bjnC1M4I5844hcf10YM57Tomfl/2LuTXtuSq9z7++p2kUCAa2ynSwy4kKiRBQI3aCNEhx4SokWPPuJ+BtMGyT1/BySQqAyyscFpp52205npusQCvsB7fsv+J+F599l7rxHzvU6jM6Q4s4p4xjOeMSLmXMVZG4ZjcbiWn7vmlD7lxBiv8brnGVdc+uESZ8f6r9fTDw/79F61MWaN2zE7xuSYxpo5nsYwGb+4iDWjUedtNfxh2Gf647OaPuwujfUxJ/GARwOx4cBs4cYvLOfFwnCwrw8N0qfr+sB0beXoen70MQ4WLkxf/IzN9F/z5DycdIiLPp7ZPLvZh1WfYlrz61rXYdpXO8aqQUYffNZ++tAkXfTDp9jDsS3X4tHqk26rNvp3HaY+6eH+W62tMdg3ZtULzqqxfTGIBSZba8d4Y1aN4xKOrXMw9Be7/nAbb4svH6s2xmkZ/cwDDe5tGosHjjplxsfBvrjLC42rZefzZbwxadN553Bl+YCFu/snbVaN9XdtPWd8GLZwxIEHf2ndGH34d57Fxba4Vhx9vDmXNo13vrju0lgMPbPh5Ni4/PIp5jDa4ssXsy9X+h41XvvY1ycrpvoU31or9GyMfrjVPy6Ng9t+Grd+4bdqbF9dsmKNT+f0oQdzb7APJ9N/nQvOO4efbfviUS9pk8b1w1mc1V9x8Q+D6VO9wKmOyrE+MByvBiO9XHOsn/sdTPy1dI5zWHHpPOz2aew5ScOJNnysnNfaaVz8HLsOp/mLy1HjFWP1X1xw8MX1No2NST/x3xaTPjCql7Ti29hMDhyH4TwecXHMh3H6yru29tdn1/77aXgX6dF4gvuEQWA+ZagYVmhBaY8zAgiacAKHYZtJkmt3WX348U0KeMcEHMW+DQ8ODJNWTG4ga1EZ47x2l/ElDp+OutE3cRvHj7bGecRznfGv0Puky/FaNA/hQz8Fbpx97ZgTx8dzK6e00cen2LibdPzHNV7FuY5vPw4+Nc6O+dXnLm2M45PGfbqFyxpDnO7DMcZYE1irFuNme+S3XmtfHzg+nYqH7WrH4/Wa/WKSa7z1F+NqD8k3/TTf4GkBgeNcxtd92uirDz7qrjmVtrbFGu5xWx9zwHwyH+h09P0QjfmCV+2IZ9X0odrQwpuVYoJ3m8biWLGPcaWxb6qIqXm+joF9jHPFcV0zN/WjEW3W+eP6irmOX/fTAg4ttaPv+3Diq59vkuGFk/PZQzXm3zqKF21ovVr6PY4Tn/ny6b652bocH1vtGOfqpz5ql0/mmy/4rTiP46H/imFOGUsbdXP0fRdOWMZr7lUwaLyOi+daB8auhpPr6i9bMZxLv64ft8WFQ9/EUH+45TuNjnHehiXHxqkdGh9zfh8GzLSBg5cWF9fx0ecu04cWmm8tGO8eals8R61uw9Nfk/NMDGE4J1f3xaW/OORKHeISPxjh3YWjjzHmAAxrqbo5anE8hn80OHIjR+pYzo96FPtxbMeuwxB/WzGudh+GvsZr6s8cZ/CMzcR+nzb600Y/8Whws/Tr+HFbOjS34eFy9H3U6jYsY+THvROenJVn/R+qjXy6VxnvXn7UOP3u4lTsuNAYJv/p03bV/BgTDE0sYsPD/uo3P8exx2N+qjl1DO+IE6fj2I75Ki9pTG/jXGP2tRW78W3rT2Pj3auOGt+XK/40tWKtEJPayT9f9Ylz/tdtfWiTJnCOfO6KJzzj5cf6Jy5j1vzeFxMcY8QAyzcrxUdr53HN7N8VV748G7evBleM/IR53KYNDl5XWUMnGsNtTsFg5tZR07viuQx69A8cuaIxXo5XHJzX48Ydt/rRhc8jhr5pdhy3Hqdfz8b8qhvnM37ui0sf4+RZXzXEf1ZM98XleuunsTDFttrxeL3WPhwx9LoKl9X3ut+Y4zZtxcI6Xvs5p91leGhec3pzhqmdxtHmPo1d15++agcn2zBgprH9u0zsxtLRm7E0Pub3Pn3EIwbjPI/CU8ur4bbyW6+1DwcP8eACD45YsvR7HKfi5ksd09jadcSAdxcf/V03v/HASy1eqw0cMcgV7p6XcF996+PaXeZ6PNZn/mNc+j1OG/iuG0Pj/Oofji1uK78jr7WPdRTWbevofThwYcmP2OzfpvFR89v46IOHdVQtytcag7i1u4x/4+jRM/+xdly/y1bt3/Tom8p84qYGVj58rX1vw9THOM/85qXagVEcrmt36eM6zsbShcE8+r4LI25w+KZN68S1MemPh2d1z0m38ddnxc3/uk1X9dLzX7qs/Xb2T/3pEg/NmqCJXfKuJegBXrOwCfg+oe7CJxwMDZ+JxcX2vslxF36fVMRlwid9/beBHljhXWvlqhxNMPJJYzjyNIkJjprJjhO38w/Z0lhscZnwcWOGg5OFZJrz6mZHYxiamNL4ITrc1qf6c21H42pnp47VDH21FtrbON93Lo31m+qzagxnV5vwqkGY11j5pjMukxrmz08RPP300zcf/vCHb37zN3/z5nd/93evofFSX3zkSzza1OBUg9M5xXdrxVTf+NMXFo2n61/rBC4wpjg4nXGvElO2w0VcsNJ4WoPVzo7GH/vYx27e//733/jJEv9t8Jd/+ZcL8ert/7R7lRzRWNupP/n2TFEdu+9da/GoBnfW0dYJHKrBCR9ctJ119AyN4+FbuT1TiGtiYRm7ozEcZm7vzG95l68djWGkMy4TbRrvv057/eG5YoJDkzTGa/deBWNXmzQWz3RdF5M8tU5Mco4H8w1fOLSZ4MDoPj7NNwwmJrE1FyZ8yjc8Gk8wjKWPuGgDY5IrP/35wQ9+8BKTn7H4wz/8Q9AjWzWO0wSo2jlLY1wm2uDeXChHkzkuHjWsduB4Q3dqMJoX09rBB4bt7loRlrgm2hRLdTzBKE9eS8OhkTeypgYDr5212HgNlx2N6QujXFeHk9joYx40ryYY/qcFw8M9b2piOqP+0pg+O3O8+hPXFIcWPfPvaCxPDI/yfjlx5T+rxoZOakeONIbPVBt52tUYBi62bEdj/9MCDn3V8TSuC5HDP9//FdPDxWsPJ0m7y8fZeHf5+mG5RhPF1Ke+LxeNXi485HGXC31NNjdV2yd2vgJ0tZDR+MwF7XymP9yI3Th258SZKrycuOzERVs3Z7/Z51Ntb6485NP0HZ//L8eekacegHZ542Kd2F0rzohpN5bGv5y40NW3M3A6g9cZGOn0P2FLD/c8z21n1PHLSZOz5vhuTNXuWRqfUcMrBp3W4914d8bvcknrHQ5Pxt6twMtxnditm7sj/n93Vf16VvufEs9tyv2g1xr+X66voV8ueT8jR/9/vOZ4uehzW13/Tzj3P1Hf3Vr2BZB02cU61sj1XwU+IizHPh3wjRV/ENDv0Pj0YmLG+bTVD67DmRjBfNLgB+C9GeFTnYnBMVZc/hCB46nh4YfixdYnMtdiGWe8uHZwxIQLTnCmRg+60AfmRB9jjK9NuRinXtSNmKb1Z6xvt9FnWje4mA9p3Keuzl9j5Tuca8Ye+6av7bT+YNLHt6b65vvRz0OO6SpX4urT0oeMO/YRR3Gp5YmlsZhg7ZiYYIhrWn+0UX/mOIzJnCoGN4ydPPGNgz/kgtO0buCIizY76ygceTLH4U35lHNxTXGM86153zb2h7X8MbWJiUk7Yx1Vf7UJl8bI9e46Ws5pbP2b5gonY+ltTZ0aPmJSP7AcT6z1xnYnJnlK42lc5nbPFTvrqDnePWb3XnXGOiqmdJ5qLMetozCm+Q6HPjvawLGmy/v03iAO91/a0HnH4OCC11RjdUsTcdn/QWrMN11xUT9TjeGksfk5NTjyZF2n8VSbVeMdHGPFI1/2J6ZOjPUHqLp3TuMyn+hjjk4xjDM+jad1bB603ky1oadc0RjeznrsuQ2WtmPFtKMx/+aDuGgznVfNKZx2tJHzaofOE1Mna84nGI2hbTpPtaEHHBpPaxgf+YFDnx1t4HSv2pmb1hraiGuKQw/xmOP2pzhnrKN8q2Pa2E7zDUcsviRDn52cy7M2fTZRN/iom911lB6rPju5ah2drsdpLCb1s6Ox13ZytTM/8elZSUxTPs2p3XWUf/HI+3Q9hmH8Gc/8raFqeaqNWr7NTn2jG0F/mfnZZ5+9FJaCnxjRPaiuf11+gkMsf0m2RWmCoTjF4aHuq4/+Mrdj7VozxkTxF1PFNn2ASWNvsJh8jidmsuBiEcBnYmlBF/rQaaqN8bUJBv7Gmbhf//rXLzFNF0g8/NXgT3/60xe8iTbGqGMaqz+TeGJikJ9wptrwrf7SeGchsbCpvZ0Fkib+cjWNcZqaG2sxwZwYDBpbu2DtaGzBx0O+pvWnbtSxtcs6MeXjxZK2kyd1Ig658rCw82BnfVA31nUxXRtXY2DQF960jo2Tc3Ht3Fjl+4UXXrjUzs4bT2KTb3NUXBODYZ3BQ66mBsd9YXcdVSvuMzSm9U6uYMnT9H5X7ag99bNTO+s6CndixskTPrSZPmia23JlPky1wV+erMUvvvjihdMkptZRXHbXUTG1rk+fleQYzu46ShvrsbjkamLya056bvNFEHmbWOuWGna/mtYf32KxXohvOjeLi8b0nvLpniem6doFQ0w0/sIXvnDReMLHGDjqr3vVtbmCoYVBm+m9s2dAGpvj05jkWTz0tT8xcxGHz372s9v3ztYJc2sSE/7GNcdpPF0rzIPWm6k2uKhBGotpZz3uuW0Hgz7WCQ2faf2Jy3zwPIDPVOPmFJ2n65+YxKF23IfFNTF5Mp8+97nP3Xz+85+fQLw0BodqB+7Euo+rHfN9Oh/MAXyso9PnUfk1B+hjrZhykSc8nnvuuZtnnnnmgnMtlv7heJ/B/rUY5YOu5rm4xDfBMUauYNjCnFhxwVHH07jg0MXc1CYx4W+c162eTXbvVeljvk/4GIPD7joKh65w1OFUY/p4LvaekHUHzsTwMZ+qv2ntrOvo9P6AC/+0cf+Us4lZK6w37jHqeMeef/75y3MFfeT/TDv1p0sUAOEFbMGfPjwbJwnE9zvUE5NIzcLmvzJOi5NvYy2MTVwPIROTvBbHqTZxUVi0nv7ulQLFxX+n3fmvL2kMZ0fj6cPlMQ80lif1M+WDi4eE6vjo46HH/NNYvdBnYi1IcHb/2764qju4U1M7ao/G09qRpzTuD+ZM+Iin2pn+flsai2map7hb9/CRr7Tu2kO36gaOtWuKsfqSrykObYyVK5ymdWOcuGhMG8eTddQ4GLjA2+GjfsVFnylOGHFadX/oPt+afPttsuKa6IOPfE3jifMZ9ypYYqExXjucxCRP2tT4d2/ASZua+V0sbSdYarh71fS3Femx5mrCwxg47nfimdQdDDmSZ3NhR19YNIbF4E4MB9rsrqOrxv5I0sTi4gVXf7xngiM/Z2kMR2zum9M6Flf3qp2cp497w3QutEbQWJ6qn2t1TuPu48ZP5oUxMFpzphqLK43la4pjLC60mWrMNxwvjj0r2Z/aTq7ziU9zXA1NtaGvXLHdOqZxf5QtnpMtbXf05dNazKzpU22MN5fkC5/pemxsGu/ExX/PkLhNTI7dF9Txzu/K8r3WzlQb+qpjtTPFwGVdR/uDdc5fY/ynjz/KO60b4+SJxrR2PHm2ME4dq50pF/GLaV1Hr9GkvvzLlXhsp7mCo8HpJxvyce1WzfQzRzCnGq/3qmlcxpnb6YPPxORKXN67m96r+OUfDk5TLnC8Qd3PrE5xjDvjXqXuzlpHaaP+pu/jyLeYzM/p+y/0Zd4wNz/Vsvyfaad+o/tMYk+wblfAIuYB0+TffePzdg9Pzj5R4IkCTxR4osBDFLAGe0iwJk8eMB/i40mfJwo8UeCJAk8UeKLAEwWeKPBEgScKPFHgiQJPFHiiwBMFHqbAqd/o9mLfpwM/9mM/dnnxP30j1jifsvpEcvopgTcdtD4Rwm1qxeVToZ03M7wh4hMQsU1xjPeJjk9QYEzjMo6+OO18op3G8j7lIi87n9qteRWPuMQ0rT+x+NaLT5XgTY1/XMS2U8di2fnULf54qJ9di8+Oxrj0rSuxTY3G1Q4+E1PDxTStmfyqF3Xj09splnkEpz+qFfZ02yfRk/G0EceP/MiPXDg5nphx4irXOzgw5AveDg5dxAVrikOLYpuuf/le71Wdu1ZrMam96bcO8nfGOgqLJjTGaxqTcWoQhjY1OL5pZ72Y5opv49N3GhMcsezeq8SBj2eT6fqHi7E//uM/flmT1eHE5AiO+bmTJ77F1PrZ9lpOabO7jsJpPkzjissrX/nKl9aca+PRX72l8e63XsQCD7eppQ2Nd3DkOI1tJwZDTDT2Px2nuUpjNbjzvATHXJAn2jieWHGl8RQHB+sNXaa5Spsf/dEf3apjOuAi19N8w8BHnna1oQkcNtXGWLkqrp31GJbxuxg9b9F4Wjdx6V41xRFLGu/ExT8usKa1I8eeS9zHd/JNGxxaJ+R/YvSAI66pvvzyH850/YNBE3MK1pSPcZ63fCtcrnZw6ILXFIM2YqKJuKb1x7+xMGBN8w1Hg7OjjbjUMawdfYzHQ77oNI3LuFUfuBODI+c03pmf/Pe/a6Zc0lhcO/OTf/NJzsU05UMTuWLTOjY2jXGa4hSTZ5wpBi7MM4XXMep5J+ffRfv+f2fvDH0/xktHyLmxeqN7p0AlwHhFJQlTkwRFBWMqHAxjFVY3symfilNsYpyYQvD1fv8dHJ8pjqKUq50ij7+FBBadJpPXmB7Iwpxuq5sdjXHpzUo4U2s+yPsU56y5IAY8zniDptqxndYfLuYmnZsXE53X2tmZ4/Ij79N44g6ndWIyF+DgYF7SB8YUJ07ytKMNPriIbYdL82FX4+YnvCkf4+girl0cWDB247KOmguwJoaHHJnjzfMJjjHqj87wpnGlC41p7Xhqxu7UcX57ptjJ+c56FQ9b2vYwP9WYJnK1+6BJDw+a3ctXng/dr/7UDV47JqbmwbRujG8dpe8UJ4134uIfl5/4iZ+4rDlTfdJYDXafmeqMA7yduSAudby7jpYrdQxvYjDEtKsx3zjszHO6WoNh2J6l8bRuxIRD6439icm3sT5I2M1595dpvuPfHMcLv4nhgA+bYhh7hsZwmFxP8/RdhO8+86tFGtlODRe1s6MxjDTeqWP5gSMmbWIw1C/b1Xit32nt0EMsNJ5iFAucnXW0ewJ91tguYl3xDxx58oWmaZ64C4cu9rWJGS+e3XVLrmDY7uRKHHDcI6Yx0UHN7OiSlnh4/jMfpnzoseoT9rVbHMSlbuBNLE3EBGMaE9+9+aqed3DEs1s7Ymkd3Vm7xLGrsXyLqWecSZ4aQ2PrVvOz82ds/9cjgrMf0TnD+xOMqxX4zGc+c/P000/ffOADH7j5sz/7s5t3v/vdWzejqwk8GfBEgScK/FAo4I9yffzjH7/8ca7f+I3fuPmd3/mdHwrePywk/TbZX/3VX938xV/8xc2f/Mmf3LzxjW+8ecMb3vDDQv+HhufHPvaxmz//8z+/+e3f/u2bt73tbTe/8Au/8EPD/QnRJwo8UeCJAk8UeKLAQxX4xCc+cfPBD37w8ibam9/85ps/+IM/eOjQJ/2eKPBEgScKPFHgiQJPFFgUmH1UsgCsu94z9y2Tvl3UJyprn4fsw6nB2PnUDJd42E4sLrY7n6DQBsYOn2IQl293204+dcUDnx0uaXmGxjCyH7TGfug/ffvEK27XbM/QGEZNrnbnQvx3NC6uuFSTYT9k638l+AkeNezTyem3p+LC544+zU04u9qUL/pMtGm87Q6XNKHzOr+cv8bwML54JjHxB4fObCeuchWfC+DgHzgaLjsx0UbkREBVAABAAElEQVQT347BwKM2wUpfY5ufUxzxxGVXH1x2+VgrtB2jMdupnTDgnFHHOxrLUW03Jn9ASDya+961Fg9bdoY2cKZxrXx2uKw4cjWpY/NS3fijRrR1v5tygnWGxsVV/dH6WgvDdponPlecHY3h+ONn9KXzD1rjcnWWNrs4+JRv24nR2DpsPH2nON3vcJjMqbivGjs34ROG8S8HjcXQ8zFOU/ufqDEtduOSb6/zqmPfOp7aGbUDg70c1lEcGE7qcDo34fgyiNd6sPyPscnchJM+u3MTlraLkzbimcREXzyq4x0+/cFZmJPnNuOYmNLG8SSu9A1ngsG38WdpfEbt9LpDPNNnCnGdoXEY8HbqZtU4LNtrLX2Nw2dqfqUCJ99Y33k+vs3/nNUtaEiauG7QazJu6XrnKThhrSLeOegxFxXoDhewcRHbjhmvwZtaC4eYYE31KaZdbcRxRlx41KbaGAcjjac6uzH7a9FelLbATTitGuM1tXDEtWPpazvVhv9V4ykfGrtB09j+jhXXVB9apDGsHdvlwjcucNTeTp6KozWw42u2abODkb/imuYpHOO1uHX+mm1ji8vxxIqp7QSjMbgUV+eu3RbXNJ78qb+zuIgrXuFfs21s+lwz9thXTGIL83j9IcfN8XAeMua2PsafoQ2c3VwZby32V9j7i+63cb7vHF3T+L6+d10PQ2xTw2XVeBdnR+N4eBPWfQ/WxKpb46cY+cUpPNuJrRpPxjcmHjhpE4NBExp7frO/G9euxsbHY4eLsa0VE22MCaO8T3BgaL0Ja39qqzZTDOPEs6tNdbejDS6rxrB2LH12MHDYrT/+17imfGCsOu/giGknV8Zbh3246563Y2tM0/lgHE7qeMfgpPOUC//G7s4pGN7opq9nix1btZnGZdwZccl32uxwoUd1PNWGf89rGq2nfPhf49rhk8bwprZi7ODwL1d03jEYtR2Ni2sXgya13bhoM+VjnAZjV2PrhPXYs9tuzo+a/O//88iOJ6fHFrMvfvGLNx/+8Icvf9jIO/OTbxubtN7df+GFFy7i+T24iRHr3/7t3y4YfkdGu9ZguCF+6Utfuvnyl7988+pXv/paiJf6f+ELX7j5xje+cfnEwqdC9LnWaPzVr3715m/+5m9ufv3Xf/3yh3cmn+L9x3/8x82LL754WRwVqN8xmpqfR5Az38yV796MfygejeUaJ80fr7gWI19ypOHh06VJ/anhr3zlKzef//znL783P60/E/f555+/1I9F0m8PXWtuXnKudtQhbaYm314E0lhM008mv/Od71xqsE/vJhqrYRo/99xzl9rzh9Am5gUXbcREb38f4FqTG+PVDa39xufUzO9///d/v/n6179++V2viTby/M1vfvNSfz/5kz85Wifwx+Xb3/72zSc/+cmbp5566vIzR5O46PPRj370wqM/fHItTuuoufW1r33t5lWvetW1EC/1/9znPnfzrW9966KvGqwOX+rwgB03Z3OBNv3x5GvXHPNHns2rd77znZdvrOzMT/cqH/r4NFvdXMuHxvJtHmg731JyvzM/8aDv5F4lDXi4P7hHuT9McoXHP/zDP9y89rWvvWjsv3NP7Zlnnrk8W+Ajpms15te9qnVU7UxiglPteC7BY7JWWIutN+aUeCbPArh43vLcZu2xpvqDfteacdZPtQNvuqbzC0Nc1mVrzqT+PDC3jopner8TEy7uWfI0uY/TVSx/+7d/e5nf5ma/s3iNzp7V4OBirr/iFa+4Zvj39RWT+cloM6ljccGxJlv7JjXMPx7WdHXsfjN55vKs5Dn0r//6ry958g1CGl87x62j5rf5uXuvslZYv8RD34nG4pJzP1uo9iZ1Q2MYnrfSw33mWjPH5fzv//7vL3j9PaYwr8F79tlnL3mHN32u4M9aQeee/Sbz3LOStYJG1pqpxtYceeoNgAkOHp/61KcuNWid+LVf+7VrZP2+vvItJvOi39/9vg4PPLDWeM6BIdeT9dg6YU7hYx5M71Vq0HpjzTA3Js85as7rO68d8Hrq0fPx1LxuoI+4xDRZA43Fw/OxOp7oi783ilpH3Ssm2tBXvXhWkqcJBi7WcfHQWe284x3vcPpqM5fku7VY/U3WGzFZ1z/72c9eYpqsf8h75rJ2mQv0meZKXH5e0jO/nE9iwkc8fWDjtesUR67kqW/eT9ZR8xEX+lj7pu8rmdviohGbrKOtweq41/VTbT70oQ9dXk/jJVcTbcShhq3JngdwmeBYa1pHjZ+uo3IlT+Ypm+CoXVzcs+R95/XvRz7ykctzrXlK4+n8vARz+Of6d1oPAMdDD4kWSskgggczSW0xsKA7r59ClGwPOb24dwNSlPopKol0A2gh6EFfcipki00PgPy4ZqyHDngWN/68ueImpOEg0fpl8HBx3cRyXT83DpwkQKEqiG5ofMCAz2C45sWrSe4YhnhgwBSTOPjSx1iNZvqHA4MuYnPeGFrAoputRRdXfekgXo1PRg9tLcAwFCat9BUzP7jxBdt5vBzzh2u+jONH/Fp9vDGHi37qAIYXvQxGN05xOTaWrrTJxJTGzrmOq/j50fjAWW05xsc4vOVDztygcdAnjcVunxlHm3w5xhUnvPFzbEwv2vVRT/xpxSQuGtOP6WMs3jjIexrjni+xpbFxNKYN/dJYXGISvwdycwFW+uEqF46ZmORSXIwP12nMl35i4quHGBiurxrzobnx4avRlcZiEzNtxcMnvnw1H/jRYNDGPv80Ke/O6S+uXrQ7l8a0c6zRFhd4DF9jccENB1qloZjx0YxntuUJXjUsLjjOWbjpIg/1oQ/OYYidvr1Acx0XvOVaozH+ODP6uJ7GzsWVL301Nw1ccKOLXGp0pp/zWvUnpurP1jGu9MGBP8diFHt95AFvXFl1g4s+rpUrfWgLu/qTBzxcs3UtUxeua+UAF5zg0lhM6pxf5zRxZ3ho+onBdeNxEjsM2soDHZ1L4zDUBQx+9FtxYOFOF9jikm9j+HANHsNRo9/qR19vvMoL7vJV7LCcKzY4NMKnvMOSm3JqjD7mgnxrjcdpNbV37ENjXPASc3E75gOG66w+MNI4/czxakZNmg/6GKvlJxwY9OWPGUNf8dNR3YvL/YGtGPZxSePu9c6pudYCfPDX+KGVfDrmQ3+N4Zs2YmpdMkf15cuankZrnqpjfWhcTOVJXPnBT9y0cQ6262Jizsk3LrAcu+ZeL640dg1PvOuzrhU4wUgbcfPDf7zsG7t+UMePvmlMM3NSjdpncq3xIW/wYIubT5h0c7649KUfDGuFHLiOg33aNRfEr3/a08gx089c0JhrcPChB6MDfWnEqlFx4aaJCRfz03wRB//yqu5bR2HoZyw/6sI+Plp1cXH06B/j+acHHNfFK3Zbhit/Wjh8dG/Uhy9Y9ORTXugLT1/a4O1a2tjKd334d916RWNxi0tMalB/1+HAY87hyZfacoyn8XJFS33p1vxNPzHrn8HQRz6N0y8uuLlv8VFt4ZfGaQNr1c8+Pxo+cJh6gLPyhZEZJ2560g8X+mr4OaaxfbVBw1WbNa5wYKm/NMbdsftMNWocjumPjzjVp/E0Uk+4qgt89G8uwKEh/fRTW8aHA6M8OM9/cwqOmGDTplpsXomZiReOXGTG0VhM1m64NORLTGKGD8Ox5nrrtWNc9eFPfxqIix9x44Qzfvq2VsCpDxzj4RgPB1/6VV/FjW8Yzrmur3w5T0Pa6AevZ4rWCvrqIw/h0INu+qgN513HlzaMdvyZe5k611dzDYbxuIjPORjyDQcvsaUx3riknf4ao43r8ZED2tARBlx89WHlWw4ZTY1NP+fKEz5MX3GpP5z5Lk9xsdWn2iletUMjfu3jqw+/MPjS9HfOfMQ1/ZxPY7nSR+PPOmqfqUs505jz/OALT3/j8aAPnfh1Xfzaqk1+bK1vcma/8XHGb61jfZr79HfMjKcxf4ymeOBULugrz+ZC9acWMlitAfDoZyxd+dSso3zQmZb44YwLTBjacX7yI9/NBz7pJnY4zDU+m+fO46ofTJrA4M8+TH66D+GMY9obw2zhyBdMY/WjD/7OrfNTf3Fr+sktoy8M9R5PtVO+fcDb3LV26aPpExc4aoHOsGhGO7HAwY3exnn9kDbVTtrA01oD4RpnPsKwJuDSaxB9YcKBkTnfnEk/fGDYyon3lWgsD5rzsPA1ntmqCxrhTDt+6CdHrsNyXStuGOlrmy7p1xpJQ5x6phBb9cyPuggHn/KEL8OZNtUOLuIVl3Eazdq3dV2uxIU/znjwJS45E6d4i7uYnc9gyUP66YOP2OE4pnF94OHnvLGM/9ZiOMa6Xo1WJ+YnbXB2Dmc++LPPjC929a+ttUPjMGxxkG9xy0fawGkdhU1fTT8WJ3O8OPjR17GmD+34se9ccwpvcYuRL7mwxUEtuK6/PlrP/PZxkGt8ypH80hAOoyFd4DFYruGjtlh56lprzeXiSf+c+kY3ogSWMAETSdAmlKS7ThQilwiC+aaWLYGNcV0xEdoYY+GYzARbr3Xdm9j6SaQ+/LhxwlBktgqTuPxIjEJXcDCYLZwWE30k0gItGeLy7QwLHy5wXDeB+DRe80ITX74cw9FHXDAcG8/0oYXxFvEwcMZD0unnvEmniOHQy9axPhU8/cTdRFBQCksfY+DIjeua/vhYtPTDi28LDH3WPInbhNIXX9flAgZuNHIt/ZxT6MXFv+t0s3VsbDVxEeTRP/ivccPlB0/cxNAi0cM1PjQWk/6OaW2rj3H25dIWhnO0lS+xO883znzhB4+24nbMaO46P86pOzHxU17h0Md4tQe/fmLnW/7oHB+cfPMMjrzR3lj+yhP/zSe+1R8f/Dnm31j7bWG4zh+/ruFAY7licnXUWG3y5eaAGz40xgUm3vzhSyN60y6N+XFermBUW3i0ADpnH26fRhuHL335CQdnnOjI4NTwyxdMfast9QWjho986E+/1gH8ja25ruFAY/qEgYP5gI8+6gFnjZa0kjca0YfZh+F62olZHvDhH+fWG/HThXb8aXDpZQ67jitO4rXmqEPH+ohbPzkXJ99rjYrJ+fTBwf9Y4QdGMbluX63Sgi91wRe+cMRqDLOlCZ31ST+x4IyPNaE1m7/WCuurXMLAVYNDL76M448Omr7w5EEf+K03uLgOw/w1H8LBReziKifmAj3hilldwMPFWA3O6oePt771rRcOeOlLHzg0cE6TD+Z89zJ6w1LD9KNT2OLBHVbarHHxI1ew6kMf+TZOw7d1lEaui1t8jvURDwwaO59+OPOr6cefPsbhGE6+XDMfcGHpmoZqx1j1zuzTvTUaDj1wrkadE4851dygI27qir64wKZhMcF/3eted1nb8NHHuHIuFnGpOz74XPPkuua8fOHF1Is8iam4caOx+J2j36oNTuav6+pLHzrrg5OcOKaXbX1w9mzivDFidS1t9OVb7HjpjyudPIxm9BOr83DoprZat5xT63DSxZae8OgnBjHD4id98HFdP/rp01zCV3O9XIlXHw0G6/5r65x4xcU/X/VZtRFLfpwXg/HypZ7FSxMa24dpTW0NwAtGcdsXg/NyLZ+OV23i4xyf+qQDHHnUnDO2WhY7w0fczqsRWpovjN/qGpbxYYtJbPpYH2CoC5z1EaPnZ7j6wK5PGOq8GtWHJjRWy3Bcd57xRy+xWIthMFv64dac0kcebHErJ2pLPzqJiy99iosvdcyvc7TV9MNHvfFhzriOD2w+6K/RVdyuw9NH3GKiBRwa90YaX8arU1hrXK95zWteWivopw+N1R8u1t3WNr6qrWoPn/V1g/NwjBMXLuoPFpNPfXCmMSsuc6rnUX3SmM80thVjetJY3dgyurXeiJNfMbsOBx/85Lq5yQ+9XDcGNs3oZ5/JDww6G6+f+rMvn+4j4lBfzqdP9YUzgwGLzrC1xtIGXzGuGM5VwzSCzQ+N4eGvvxrFQfxp3PNoGvPRs4c+tKGfOPSRY+f5c8z0UQ/VJ+3EDCuN1Z58p7F405cGxlfn4omPOhaT/s6Liza2asTabD7A4Ms1ObBlzuEiV/jArVb0KSbjxcWXc8c88d2zgK1jnGkMT1y0YXS2Tw/a4WhfLnG1BrjvpY1864ePc3joT+O1vuQAL/zwlUda28eHH03OjcMBVzj0g6/R2fWamPXlWxz0ExM/uKgd13G3VU/4wmHG4SFunFjrkn5igVUO5YN24qGfawwfa4m6EJNxYlFf8Izpvi+X+jsXF32KCcZxfopdbHCNY/QxRgyu8Zd++GquFzd9+aOPfT7FXh7ox4+chgu7Wg+HdvrR1zkam3ficgyXH+uO3DJ5rAbVAZ7WyHDs+xJIc08fPFtH8dBc5wMnOsChq7zqn95yqT/TB5+0Sef1mdVa4joMeNVVdSOm1lE51+C8/vWvv/iRcxxaB+DQR5MHhrO64Ye/+MGxVsBIP7nQihsun3IlbtfUH33jQz+85UEffOjHH/6tlzDNY7WkDxw880U7XDT4+lgD5co+LVnrqD5qwLaGg3zzAxcfuYGBu/zCcp0fGuCoLotVXMx1/einj1rnDw69xGgrdtY9CJc1T+KCQQ88+AkDP/qIicb40ESsGr7pJjb9XDeOfnDkHC/rI9MPB5zVVPch9YBL/eDQRlw0wZkvY61LzD4MPOxrcGA0z52jn4YPv+pXHuA1Z/jhT39xautaQhd96Cg++utvPDxGQ37EXJ5woYtcOSdenO3jKBZYZ9q5aN9jRhgJIoqGNAFZBa1PiWoBdd2+xBtvgjlWmESGoVAtYs4brznnWB/mGIZ+Jl4YtgkoGRXiZdCjf2DhV5L0MUYM+GolyDV8XJc41xgM3CUs01cfyWYtMsYyvHGW4GKyhaEPPxpejTUOV8f6pI/9NNeH77g6hkMX+CYLTDg441AfxzDXPOmXfmkOS6Hjap+m6aev8zQL1znX8WCu42ubOU6b4oatHtLH9cbogw+Nu8HjX4Obxi084eCCs+u48W0CWygsAK45F19YNOfbtXzzr9XPGNpZKOkfjn2mHz31SWPnnasPvPKDj30xlgP98RALg6kZ73xc7ONjy5fz9OSrPsY4Z8GKj/58hk0j+hlj0aWvPMQHX8dprJ8xMPJj2zj1Jy5+xKVvRmPj4IXDjxYWHFxpTAP+xRlnuHD0XxuMfOkjN/pZ9IvR+frA40vM+XYtbjjTj28Lv2vq0HH+9cEvjcNa840XTOP4oQ1dYMB3Lr/Olz/njYUfP3w1YxvDt/2s+u0cH/w7huM4jd2s9OdXH/4YneSgugrbeXwY/YzlX57EZX/tU+we3Ktn8fHFYMExTp7ws7/2wRvn1hvjYNXHGDgwxeEYFo20+MJJW1vGN2wWFxjWCHOmGrGG209TcbPG8ulcx7DSpjdp5B/H+qTNGhfMNQ/6OsY3/cREY8YvXjjLFdNPfuuz6qd+9YORfsakIS6uw9D41mA4xkcc9q2nYuQr00/+zAOtMcbxwWybQ2keTrmyxRFefIzFZe0jRv48jNKz2qEJg8vyz7d94+IDk37mAr6sXF0OHv1jzFFj+qUxLFz1Ebe5QJdavnDXp3ueMSsXx3yrP3HbwjAmjPjxo0ZxFruY00Zf4/Bw3Xl+nBML04c+xeVYg4UHc52fHsDTwVZfRj9c+egcLs53rL+4cIhjNQgjv/K33qvgxNcWH308aLcWy0OYts0VvOFqK1/+6OBBnD40NoYO4o6zPrQoP6451vShq2tpxIeY1jy4rl+4K5801p9/Y9MZF+fjUh/rKHPeeOPqgxcMax9t4mbL0s9a1hjnYbjG6CdvcFj1RwvX8quPPJTjztfHWGPwEBOu4drXxFRN6F+d6geH6UNffPyUgPP2nV/78KVu1rjg0IQVu7Ge1/Gy1ok9znRq/TMGH77TBmf74oah5vGHkcb1Wdd0OLho6WQfF9dg2YcLHwbTxzmxMj60YrR1HYac40EHnMUEBwaOMPTPfxhwXc+n8zRzDja8+jrfWsEnHysuv657Q8g1/Y1PGzj6h8E3HLzxZHgYx7ccqb94wK8PneCY4wwObL6KxXXj5YnxIy5WTLBhaDDg8hOGfnLjuudR1zRx4cnE6tj4fNnXrz5w7IsTFq588xcX14xrDGyc9WX6iU9c3atcE5N+mfH6wKrhsuYBZzUK0xooRv6LGwZM4/GNP4z46st366jzdODbtfrBNq57Fd+ObVnjaGdd55susGxZ9WGM/rUw6pNeOOGAC1/FZR+fjuHQkD72mWPjeh51Dpc0NhavXte77pzr8bGFyZd9ayCtOubL+TBbuzofF9jG0cZ8cN4Y/IyvH1844O5cGjrnmH7G8UNj/eVffzjMvjiZMTXn4TD66WM8PvBwWWuHNnyt+jguh7jB4V+emH19nGf1gcFwYfrAd4w3HvRx3L1q1dgYfvVJm+IKU2zmYvVnvJam+vEJw5aZF8bBTj/79IDj2bgY+RUPs582q39901gfGOnlPM2dZ/mljX4MH7j1wck+XXGSK/z1CVcf+/rAiQ8uaZwv/vVRx8Yc60QNtNbY8q0fTI0v/ln3Klxo7Jo+fMKNBxwGJ/30MQbn1gr79cGXH/3xhVEM/DDjmWM/j2VbroyNj3E4Mhoy/dLYdX27h7iP2692xKEPznD5xcdx2sCEQT8+8sNveukDC7brMDQx6sdHfehnvfZ+BX+19OPLuWoHrlbMcMq1PLk3GIufuPVl+ONjiwvDhT5MP/2N8wGC+lM7tBH/WfbdWXUSGtLIEYD4mv0E5kaQBClo5wRNQGa8PhIlEQKGAVuD5XgVzvkw6iNJ9nEgtAY7P7YrxsX5o3+cK9m2cE0QfEtIvoxxjo9jPGHgYF8fBWEsLmI0lumDjz4sLOP0cZ0Vu9iYLS30c02/9A8b7qq/ccbQ1oQTLy62xucLNty4GLdqA9Mxw1v/dSFxnu/idQzbOLgZnnzQJMNHHJn+6gDn+Di34sDFw02MHxPHmDjm2zkY4eCYxjD4xpl/Y4x3LnPOscURH2ac5lpGD9dxgqcZxx8L2zYuzvNX7DBxow0s1+CJO19xDxeG62F0zDecblTNIdeZ8UeNnVs15pN/GAweTsWuvzj1KSZj4mtfM0Y/3LshGsNcZ/RzPY2dh69lcPjBw9Y1ceaPBh0bE7Z+7fPBl3opj/Ccd8zSsjHO2ee/c/k2Vg32ogB2Bu+oMYw0hsFXXOgMD0Yx8Uc78ZYH5+JuXysueXbNMd/2XWdwHBdf+7aMz8bLDy7muP64snXs5cT3/uFv7SOG1lHaiFHs+dIXHz4y2HBY3Izz4KIu4MlvHPK3Yhjren3C0YcO6s/+UZs0r/5ghw+DNrhYQ2lEn5prxZXGthku+jD9+MLFeFjiEnd9bI/aGOtcnGzh4qQ2tFWbaoIP1zJ+Vm34oocXFvbhwVnzYGw4YekLp9pyTFPHHub1d8zq41gNV8e0EIfrGmx68O88DmK2Td/0cz0ufOiHA9PHsVjE5jyN1V+xu14/Y/hPU8eMX3xg5GvVxhh4afPdUd+tv7g4p58+HurEjhdcfLqOi3Ou82UMDFvNdb6rW/myb8xqYdymcf3Un/Fw8RcnLuJnztOnuBwz19t3vVhww1X/tSbg6m+b6Xc8FheN14d5+Bl8sZqb5QGX+NrClOPOwYNrLHNe3LZpg5vjYrKlA1/8mOtioml9YFVHa/7grDnHhz84YoGpT3ycs189hg+jPq7xoV6cxxsf2Gv/1hPcmGvw68PvqrFrcOPblp/V9HMNTlzpal+u7NMmvvmF0TrqXOPrx7dx5gONaVOu9MXXueoBnvP0gFEfOOXKNfv45idtjV+tuJzTP431d68Sl3Ph0Lu5EI7r6aafsfQTT7Uopjjooz/s1ZzTJ43s86V/XBzrp49Wbm0ZvfLjWJ/WAXz4xAUvuK7rTy9xNCb8y4lH/6irrsHT/7h2uY7bqg8cvjL7xhcH3/zGWf8jhrGur33EyT9dzKueB+DDSGN+muNw0qc+cXGerTpcTnzvHIxwVgw4jKauez6BQS9x6Zsvx/Zbt4xb6881/Z3rHmyMWDLXHK+artro57i4HOtbzh3nhzYsPsbRnsVZvbhuDutfHeiDh2PbMPDXMjh8G6uPY/rgt5o+fKSxfrjAts/yDQtXcdEnzmnjGmtcOXDOGP1s1Y5r4bnOjMcnHOf0My5znMadd4wPwxuv9HMOnzWfMPDQhy/HzU/jGyNu11ZtVl30W/WDmcbh6JNW8YWJYzrhIAZjvF+BizlWHmAY63qaO2e8sfmyz5cGh8HKr2PjxZVv54zTGG768+85Xa7McWPWPmLVZzXn4odTGsN0n8GFPq7lny/7OLPOt3VOnciBdZRPWsEOh095cG41fPlm9vVx7EuCeMByPv3g4LHGhUfawzGen3jHPW2Ku3lnDNP/qA0/vXfSOhoOP/Zp1hyHA0NLH3344rfnUXFmzrvOwgm7uG3pwdSN/fSsD5/OFcOl86N/aAGP2aaf1x/6irE+sNSR83ExTgxh6Cu24nJevnEyNj5hud78tB8/GI75t755jqmO88G3/vTpWWnFcB0O//KUOV411gc/PIoLP35sXWf4u84fDMdp47q+zQP9GodTpo74UReto7CKWz99WFj26all+uPMZ3MrHeuzu/3vdxx3kR6NR1RgEuq/eyC/BlgS7nJFbOJXADDgZRVMx7dt9YFhrCI3XoOZJfZaJF1rq48kaDAtbv03lvqIb42x823FDMc3bCywitSnJMaUbLqxvoXT2OMWhxZo18TneI2L/hXXcXzHtKmo4q9AM5z1uctwMUajMR3xF1OTIu1MoscZrvj333j1E1cYjl1fY3RuNX354t8E0bf//tk4fXDuk991/LrPt1gs1L6ZYZ/Gqx2P12vtw8FJzsuJcxk+6de541aOaCeW5taxRsrfcex6nH5wWvzMB3pkuK7zrPNt8dXopy9M/eW7+oWH71351pem+uAOs9rJl+199aePcXjQmPG/apzul4uP+Ucf4zRY+B01DmfFPsLRQXMTs+ib5/QxNuPjLo3jYS7QxrGcwc2cu09jfcVCH/6MgXf0fR8Ov8aI2xzHa6INLrBscaGNuFZzXXtc7chLtW5uehjwMz9qca2/NFux133XtXKKi7hWv83Nddy6H4YY5Nq3puyrWQ8wq8nBXQardcC3jWltjtECDyZGbeV4xHQdlljM8R5i6gcr/Tp33NJRjuSYvl5c2KeV8wwOP3eto/rA0gdnD6z0EVsx2R7r8chHn+53xQ9PHBkud81L/fSRB82bELSl06rxfXmCU82ksXPdS+3jm36ObzN98Gke2Ydn3HGtONbSikff4sbdswm9O1ff+zTWT/1Zt2DiQONVD5wdr+fCb2sMPTWxrDGuffS7y8JQLz3wqwHnM9h3xdV88V901YpjGhuX2W/ede62rT7ip0sfih19HzU/4hgvbvF4PsEJxhqT6/dpg4NY4MGAVx3lk/Ya3o8zGN1f8YFrjPyz9Fvn2RGLfhpd8cbJPqysuO+LS13xza86dhw/WHQ6ap6PtvqIGUYxmT/iwoM9RBt9YKkd65Z7zVHj+3IlFjhq2LMJDHi4pXH66fM4w5ue/NNEXPofc3sfH/i0EFcvsuGueXG85u42TupcH1zgyUn5Ly6cxXnUbMVTV5pYcNJgl6fivosPfxoM9zoY/cFZ2rL63HWv0s/6Qltxddz+5cSjf+6rP5zhyLtnCvtiXHOFl+P1XPhtcRYL/9Yb+8f+D8l3tU4f3BzjlDbOwb4rT7gwfapd+8YZz5zXjhwvF7/3j77yS2M8mGNtNfzusnDoak7BOurzEG2Mt3bqC+e2etVHu8v41szxXoOIobptjt+lcfrJEy7G6p9O/D+kbvSjp77Gto4e6/auPMHgHydY+OBy5P8QbeCoH/68dpC7I076PY5T2siT52zNOrpafdJ8vdY+TWDoa15ZL+h9nOP31Y4YrCVwrKPWm/TKl5iOmnetrTHxpQ2tj3HJoXbkGIYtX8WEG731b95Wf3fV8apf901cGstP+3F27mj8u04fHLrPdB93nR1r4IjDF/3ELt/24cpNVt10fNu2PmrLfVycR43jdtt459Z6EBducmUffuY8P4+r4/LRWkyLXrsay8rffc/8rZHlVAz5TeO7MPJlHAz3GDGtseqDlzzeVX+upYN7njiPtX/EhX20al2O4MiXWjzT/tejSf/fX+/aREZOU+TIEz7xr4FGSYNFvArlGoz64lIRTbjAiYutZEzNzRWGeKba+Eu0Tz/99M1f/uVf3vzpn/7pzXve8557b8i38cUDn3j8oDXGJWvyd3zN9gyNPST08GIRuGuBv4vbGRrD0MwFudrVJr47OLjgVM1M5pWHKBq7mVkw1xtZHB+yTZv6TuMqJjhTDGPDwQvORBtji2uKgYu/6G2t+Kd/+qeb3/qt37r5vd/7PadHJle4lPMJSDHZnrGO7miDPx7uD7hM8gTDegMjbXb0OeNepf6yHS5nrKN4pHH6xO2a7Uc/+tGb97///Tfve9/7bt7+9rff/Oqv/uo1w7+v7xkan3WvkitNntTfpAbLdzjTnNPFiy5zQevh+fvEu+dArjVcxCLnU1s1Tp9rsVY+O+vNioPLRGPxaD7Mcr/zImPKib5xmmLQstqZ1h6MeMDaWY/DscVnojEONPbBI33pPNXnLI3xEdMZ2pyhMT7Np8l6Ixbmuc14L3QnODBai6f5hsHO0Lh8w0sf+9cafXY1/sQnPnHzwQ9+8KLPW97ylps/+qM/upbGS/1xYbsa06f6C+8CfMU/Z2nM5W7t0MWbPOHc9+bQXWGeEZe6CeestUIdT9ZRsa51vIPhtbQ3r+jtQ7GpGY/TdD0vpnTe0VieNBhsuv4ZW/2F5dy15o3BzD1vyieNd7ShL4N1Vv2JZxoTLmdo7H7HxLSjz1o705haJ+IzxWmOGy+uCQ6MGj47dezZWGyeKdTxDhYuq83ftV1RvrdPKO0Mgjvir9SmCVwx7Bfb8fw1x7goijOwaLwb2+74Yj8DhyZn2KrxFM/NFI7tbi3vapMuuzi0CGuqS+NWnHW/6w/Z0tZY+u48vMCYclh5noEBLz7N89XHNftwzsg5HjTeie8MjGJPn44n2zMw8rs7v8vTGbk6A2Mnz2lii0s1vIu5W3/5h4PXju2O5zs+OzzC2c15XHZxjPdho602sZXLZPw6Bgf1x8Jdrz9039hpPKuPcKZcjFO/PkDwIL/DKQ5tV57X7O+Ozxcc8ezgrWPX/Xw8ZGtcGvcM95Bxt/WJQ9vb+jzk3FrHD+n/uD547NRMuGfkybzcxcHnDIxwWiuK89rtbp5Xf2fGBWvHxHVGbGv9TfGm426Lf1djXHwZr9cht/l46Lk1rnX/oePrJ6aeuTo32eKwqw+/Z2B0r/MG1o6JaUfbfKdNx5PtGRj5pfGu0Tjb0aj6C2tne0btnIEhhjM0DoO+OxqfUTs7/tecxmUHbx277q9+HrrvywlnPVscfe7PsgXRYuabfz5h6tOh5fJVu7B8EgNnx8LYeRAyNj47XMSiwdrhg4Oiqk048X8WlzM0ThvbHTMeHxpPzaLmBVM36SmOccU1zfdae2dos8tHTLSFg9s0rlVjWk+N/2Ka5jyNw5lyMS5t0meCVUzqeKrv6nd3nYBlXd+JCUZxwdmxNIY31cc4OOKa4hgnR/0PkN24zlhHxVTb0VgsraM7GhtLY5ymOOKohm13TFzaDpcwbHeMJmdoDGc3Jrq633nhP12PaRqXXW1Wjae5Mg4OjacY8rvGJb6JVb80pu+0jlcuuxqHZatNLIyXg8b4V8c7GsOpjsW1Y9Xxy0Vj8eC0m2/fhvVNTTpNsdJmOqfKi/HV35RL+d7RJj5pvBtXa0a4k+2q8VQbfs/WeEcbcaxxTXShrTXC/U7bsbjs1E71Vx3v8AlrqjF9NVymGPjTuNd5OxqX711t4IjnDJxdbeiDzxmvq9RxDe7U1G/a4Da1MzXemVP4i0NMuzj+B7r7nW92n6XNFIe+4tmNadVmOs9hGBunac0Y11q8++x2G4f//X8e2W0XJue8wf3Vr3715uMf//jlt1oQXj9teiimovJbmv56OgF9C8aieY1JgEJ49tlnL4WOi09wrzX+PdT5i6Df+MY3Lr/tBGPC5ytf+crNt7/97a3F39f7afx3f/d3N+9973sv/x3IJyHXWvr2sDr56Qgaa5/5zGcuv+fVC+WJNv6qrd/E1vzOz7UY4sdFjrQmy6T+vva1r100fvHFF1/6L7DX6qu/N8DE1c90+O8Y15qFlSZyLld+W2miDb/qz1/ZhecnWfqU8lpO/os7jRs/0dh4Or/wwguXXN33e1mP4+hBgTZiMk/7DavH9b/tvBshXXAyL6b1B9v8po+tdWvygCcO//1a7eBC50nOrVnf/OY3L/PzjW9848273vWu28K/85z1Tw1aR/HoW593Drrl4rqO4tRvtV0TV+vNF77whcsfcbHumefV4S1uH3vKvUHOP//5z4+/ZQnjX/7lX24+8IEPXDA4m/wX2OKiMa3VjDl1jTZ801jdWHfU0OTnJ+Dg0/0ufSd1XM793Jaff3L/neTK/P7Hf/zHm9e85jWX+f3UU0+heZWl8XPPPXf5IH7n21yeS6w3mnVrEhM+3/rWty5rctpO1lFrjWcCWHAmzwKEVC+e28wJ9TOpY2sxTdSOZ8GddVTOxQZv+t8YxeSPPVlH/a6i+XTtnKKNe4J5Zd0yfnIf9wwglo985COXear+Jj+J1rqFi7wXF57XmphoxJrn12KoFTy++MUvXp4p1OBE43Kljt2PPZ9ca9ZOfP75n//5so6aC3S+lo91q3s4Pn5bk12D03pjrfBc0X2TztdatdPz6CQmfNSxe2fcJvVnjtPYfQ+e9c+6NVkDn3/++cs6Ib7Jazw6ypX1hs5hTDT2vGatMEfV8EQbutLGM6156niyHquXZ5555sKFvr/yK79ybcm81N+8tKZ77VANvnTxgTviMMe9fqj2umc9EOLSzZwyn2hsLk20AWR9MBdoLa7JWqHmzAX3Bnl/1atedU0o39dX/dFHXGKaakMfr4nkXA1fs95EyH3Xuk5nNTh5BrSO0sezMQ7udxMu8uQ+Lle0ft3rXneheQ2W2hOHOnbPc79j12BcBjz6R0zmAj7mwvQZW67NcWsEHpN8W7c0751YU9UwrGvjog8uas967PXvtRj0waX3Pcr3ZB01H9UgTvRNo3LwkK2YzG15SqfJWtFYz/yrNhN9/HyiewRenmsn2uBjXqrlniEntaP+cJFz992JNjQ2z92D1R9u5sS1BkNM1lDPcLSZ2ic/+clLDcKhz+T10ON8732UeUC1ICl0i4lFjngTM64Hqon4fEqkZtIRbcoFlrEWSQmAOZkocGhjoogNztSMpe+OxsbiYsLuFBQudDFhpxrDoM0ZZuLhQ+PJwyoOuMBQx3CmRg8aq5fJwsgvDBzU3+TFxMpdXOVop/7UDj6209oRUxrL2dTW2pncNPiFgU/zYcrFODjN87S+Fs86ShNr1xRj9bmzTsDBwYOCh8xp3RgHR93Q2fFkHTUOBp3hTfmIiy7isp3gGOPFyec+97nLtjfvYV9jcDTzwQvJnZyfoQvu6k+ewrsmnvqKSS3TGI7jiaUPLG1qcMRE353aMb+Lpe2EE026V8n7xNRu6439qdHV/Y5N71W0EBONp/HEX0zFM50PYjpjHcWj+TB5U0VMYoDjTQi/VTqt4zS2Bk51SWN8NPfwaR3jIOe796pyJa7pc9uqsRf8YpuamJpXUwyadr/D7QyNxTTFobH1Rg1P56c44HiRrW6mdUzT1uKpvsbRwtwU147G5RvmTkw44OJ161RjHBgeOzUMQ/0xz1rTujGePuLCSYwTO0tjcaidnXjEAKM6nsTTGPVnrWBTbeQZBo134pKf7lWTN8DEwD8ca7o3rqZ8jBOT5z9YjqfP/HIFa8ql3KhBXMQ3Mf7lCobtNN9wNDjWiZ24zHHvDWhwphpXf2Ka8jF21WeKIz/mwu4bnvzD8Uwx5aJO5Mn7C9oUxzhzs/qb4tBGHbNp/TU2bab3qmJSg9P3gi6BPPqn14lef+zEFd66PfWNbsACb6JMExmGCTNdkAoyjCmXYsID1o6FkT5TLLHA2sGBkTa7RRXOjsa72qalWGDtaFOeLPw72sSlXMXx2u2Kc+3YtX+6rOcm+/GxneZ81dj+ju3WjhiKaYeHscWF01QbOGfxgYXHlEtj3VjFNsWJR/o4nhptd/UVB43FVYzX8jHOA7hPtG136/AMjem7My/ToDztYqWx7Y6Vr10cOdp5WBXDbu2lwxka02PFCfvaLRz3O7HBm1g5Mn6Kkd9i6niyjc/uvIQTn2n9xSWNHU+tnJ+hMawdLsW1OyfgiKc1cKINDI3GretTnDTerZ3qBq+pFdeuxmKCgdMun+pmBwcXL2qnX1BIz+omnTp/zTZtjNmJydg0hrljabyDgQvbzXn67HAKAx/7O5bG4ppYedpZJ/KLQzpPa4ce4Uwx8DE2nB1tYInpjDzR2Bt8Uyum3VzBqQZ3NU6bXRwxydMODi690T3V2LgztIEjlvRxPLEwdrUJx31mR2PaaDsYdFg1nmL5IKMvo0w+1FjzIU80xmtiYjAezi6X1glYU20eF8Opb3Qjd1ZBIHxGsDBqjxPhvvONnxbDin9GTGfgFdMZfM7AOoMHXeKyajTZPxtnN77d8WnwcsJJ4x1OYRTf7naHy+p7B6eYdjDO4hLOGVxgWEN3sYyvxW+63cVxc/dCffcmj39c2p6B+YPSZfVbPOu5H9R+XGynFsZ0/Dpuh8fZOMW1yymcld9kPx5tpxi7fBq/wwP3FecsrIkm65g4reeu2W9822vGHvumSdvj9Yccx6PtQ8Y8rs9ZGGfe8x7H9aHnd7TNB4wzXuel7y6nM3DCKMbp9iycqf/jOHw8R9ju2pkYO1jGrm0a1xkY+S6etp2/drs7nr/iutb32j+MXT7h7L53cuYaGqc13mv2G7+rDZ9hXeP/2DeMXT7Gp/MUa+UyxSi+3fErzi7WGle40y0sa7I3iH1B6tOf/vTlfwT7+Q//Q9h5173xe5w3zuvjm9jM/87y80Tvec97Lj8N9KY3venBtIrpwQMe0/FMHC7OwlvpnvpGtyR40e9r8D5hcjwx44yHZbtjMHz6MeXCt7Ewdr+aD6OYdvjECcYUJ31xejlojMcZdobGMOTaf/3a0UZuqr8dnHK1g0HbszQurp36WzWm0dRwKK6212LBoK3xO1z4hVO+4E4sPrtc8o3PDhdjcdnBwSWcaZ6Kx3gPANOYwonPTlwwjN/BiA+NxQZzGls8PCzsWHMhvCnWqvEUw7hV5x2cVeMpDm129eWbtrvzKl3gTGsmLu53nt1gTSwu9NF2jDZhTOOKzxna4FKuJnHFhcaeLaYx8Z02Oxhn4RTXjja4wKluyrvz11hc0phOEwunnMNwbmJhTMfnu7UCzhTLuPI0xcAHl9aJqcZwcCnnjqe2ajyNSxxw2BSjscW1ow0s43cxcGHFdjkY/IMHrF1t4rETFw5pHN61IcGwDqvj3df1YonHVJ8wztIYzlRjMaTxFKN84EFja/LU4nKGNuLZxQnDdppvWhSX2tnBUb+7XPApLlymfIwLx3ZqcKrhKRe+wzlDY3y0HVu1wc3rCN9g9tMffnvb38nx0ybO+zs5fnJl9WmMn/jQv/8d6I1xb3br+6Yr3uhOG5ymuYJBWxxbA6f6WCfgVc9TnNvG7WXtgIio33R6/etff/ltnTVBh653HhpnYZTo/sDInQNuuUgwyfOHZHZ+kw6OuPzmnwQ4nphxeMAQ27Qo+sTNeLy0iRlHX1ymv4nIr7j8Nm2/STfRx5jJHxE8xg2n32MX17T+ynWflh39PPRYrluspnmSZ7GYV/I00Te+4ukNmunCBis+OxrjUr52ci+Oxk/nFIxisr+jsXmAh1xN+agb+li71PCUj1xruEznAt/GvuIVr7isxdO6gWMOyBWtpzEZZy64ucOb8jFOrsRFnykOPsbiIm8TSwv5dr+brhVwxFTeJ1yMgdN9d2eOpwuN8drVGBe5mpq4rMfyRON0vxZPDbeOTjGMc6/yu/c7GhuLizm6ow093vCGN1y4wJyY/Bprfu6sW3xb/8xxtruOeiEBY5or2pgPxXchdeU/ag7G2972tvEfEOcyDtXgNCZYcuV5UnzTuVlcu/eqcOTJvJiYmhMTjZtXExxj4PijcNN1Ql40eYKxo3Fx0RjOxHCxPtCFvlMc+TH2ta997Uuvq6Y1aC0Wm9xPMYwzr9JmWsc0icNUG+PFsqux/PbctrOmw1F/TExTbYw3H8QFR84mBiM+O3GJo/s4vSdmnL+V4D6zowvf6q+amWpDj57bdu5V4sJnZx1tjptT67y4Vme6qhma+OmS5tcExzMFLjCnOLSB0VpxLQ/9+ZYrGOp5mu9qbq3BaVy4GFubxmUuMLWsBiZGD7qkzyQmY+RK7ajl6VoBpxqEl+aTuLyGaU5NtcGn+qMTTtov/dIvXd7k9gdbP/CBD1z+QKk3u//4j//45md/9mdvXvnKV34f5d7k9rehPvShD13+wLnXV/IH6yGGCw40Nm6qMS3kCJa2Y54pPKuLhS5n2h6zAxNi9aYn8aYFUVHuiFeRv+Y1r7kkYCocHBNfQbhJO9Ym5ubshQUuU21g/PRP//TN7//+719emE4L1DiLLB7TBSAd/MVqOHTq3DX6GEPfbILRWDmymOws1l7gwHBztWhPTZ5pTN+pxuYALs2JKRfjaNwbNFM+cFqIdjh1A5OvaQ3jou6qnWndwEjjKQYuzLpnjjfPv3v2un/Vrvz0ILXDSb7hyNXE+FaD/mJ6vKY4xrs/0AbutXHV30OUuHb40Fcdi0v9hX1tbMaVK3wmlu9Xv/rVL92rOncNnjHm1Rlm7YMlJvNjYvjQlsZqcLrmwOn+squxh0Y84Ew0psNZ62gPmLhMtVHDxsOaaiMm64NnJTpP823cWeuo+uteNeVDD/cXGsGY5lsNWwPNh+k6arwc+zAB3hQHBo3Flj7yNzE4MGBO608c1R5OU43LFY1pNTE5TmN4Uz5iSGP3qqnBsVbsfihLY3HRxTo61VjdeVYPbxIXjeG8+c1vvvCxP+Xj2dhYsU0xjOtNsGm+6aDuaMvgTI22NJar6brFt3lJ2x0ucPoD2TSe8qGx+SAmnGBNrDllLJ2mJo5eV03rRizm5s78jr97TDjTuNyjaLuz/uEDgz47OMbLsecB8Uw1huG1tNh2nvnh9Mxvf8pHLMbvrKPNBdqkdXVwzRYOLr0/ZX9icKx/adL2Wqxw1I01Z8qHtsVFnykfHHbXUb5xgdP+lI8v7xorvp111Hygy1Ebur/xjW+81MO3v/3tyxu+b33rW2/e/e53/19vdHueMJ/e+c533ujzi7/4izfPP//8S18MeWjuxZHG03zDaP2bahtfHyaICyadz7RT0RD0sFASp4ETvaLaCRaGAmJTLsYW1y4OXbIpHzcNBeE3eSxwuE1snbBTLvyepXEPmZNY1jEWyB4Op3HRVA3aTvXFyVj52rGz5gIOZ9QfHA8M6meqLwxxwdnVGM5u7YhDPGcsrmLKpvrQRFzqeIoRB9tqaD330H3+NW9msCkf48RVrnZwdjGKY7eOe6NJLGqHzlODcca9aq2/KRfjzlhH00XtTPO9xrBTx3Bw8GK7/cvO4J8z19HyNdVH3ZlXuzHR9uXy3CaWMzQ+ax1dNb4IPfhHfmls7YrXAOZSw/houxbGtPb4LxZ1fAbOTkz8ay8XjXGpjne0ad2Trx0c43fXCly03lzZ4bP7bKxW+O9etcNF/e6uxfjQ94x7DKy0tj+1npWM39FH7ZxRfzB2uYhjt3ZgyHdvwF5IDf/p9eZOXLh4ntx95m89HoZyGabu2O7zKI3lG57YpvW35nuKIR484jTFMU6uducCPrB2NYZz1pxyr+oZEO7EWrN24zprHaXxGeuxN6gZPG1ixqkd7YjhnDeM+5Kl+H0Q54s53oxerdedzlkvfAj0pS996ep5Jle72sBY17+V57X7NBBb8/Ta8Xf1339aXtB90uAH1H213otbyTomdOn+2F03Hw2WSUyAqfmxdxgaAScWF9udG2w/Lo/LVBtFhQN98fFfgtaHmYfGV67woIvt1OQbhjxNNV7/KnMvDiZ8/NcHLS4TPj5R8ztI//Vf/3X5BpYFZ2LlBwdN3q81GJqYYOwsKqvGcCZzE39c1I94YEw09ntU9PWHFXyqffzvOQ/VycJYXLhM9IEhHnHB2Kk/OOUMl4k2xjc/zfVpnsqN/wbl97ymRh9//EI8O2uxuFoDd9ZR+capGp7qQ2NrFy6TPOUXF7Ujvh07414lJnzYTq7KU/fNiT440ERc5tRk/YMhHnGpQVg7dva9qhqccFIz2s69ii6tF3Cm93G6fvazn7288DIffAv/WitPZ6yj6q86nmpMlzTeWUdXjdXwpI7FQ2N/eMh/0fTipBcZ1+icxs3zybNf/mAwc9ta1nrW9Ydsqz3x4bKzTuCjqeHJ2iXXeDz99NOXL4P4HzLTvMdFfDCm5l4FozcQphrDgAVnOsfFBKM1fYKj/jTPbnBoM825ZxJ6GD/JdzmRc7lXf9M6Np7GTFwTbYyFIS7ja85fazShsWe3HZNvBk9ck/ozXu3QeaeOm1PwaIPPxNQfjcUknknt0OVrX/vaRV9c/C/pqdEFJ4YLXtda9UcjGk8w+FR/6SyuiTbNcc9Kxk8wcMHjm9/85uVnGWD5ct60/uQbr521mDba7joqV2FUg+KdmGcCeZLzidFEHbfueS091fiMdRSf1kDPbdM5HobxNKbR1NQeTXaelbz2gIFL95kJH7VD5zDKlXjNF1saMv1av1dfzW/nPEvKuedKW9ceqjk/tKGtuB46buUCo7VLLHI+Nd9Kh+VDEm/u7+TryGF2pzmifO/YYuRNQp8u+J08hEtoQwhTIjtXsttKrgXgO9/5zuUN3f6bUv0fh9F4/SqcL37xi5dPSnxa4oVFfeLQNuyut4UTF0Xx1FNPXYrCde1xXOCFUZ9vfetbl8J93H+14+to+ek8jf/zP//z5stf/vIlLjehtSDyVX/bI4Y+Jq5cGav1DY3GPQ4nPFt8NfmmrZ9VWR98YbC2l4NH/xz5wHBDzLzITjvnHsJFPzj+cq2HQ29O49KDmetMn6OtfPiiDY1heQPWGAtBdhsf14591Ms3vvGNCwc8cLo2LosdPt4Ylqf+G044ads2jmtMzrku32Jxrf+yUv/HxXTEMb4PAcwpcU3qz5yiMU79pM9Rv2NMuK59HFsYzSt9Ldhe3N6nzYphHAwx4eNa9XcfzlEbWN64t36Zp7jcV3/5aAuDNmrY+ue/M5njeK199DvaGpdr+mhqqJvo2qfrK84ak+vG0cfvh3lzRg27Ia5c8vU4HOfVjbjMKfqIC5f48MXa2s9H2/h8/etfv/AyN+kr72ufFQMOc33tU849JMq39Wu90cM44hwx4kNfsfUwnh9+w2gbl3VLG8066p55zTp6xFF/fGnum+v1zl9Ofu+fuLZ1Ghd5ElNc7qtj4476qB0Y4jIXfFth1Zifo60YrqWNrbqh9dEeEpc++Hz1q1+9zCf/pdu61QO066xtPo58XG+90cfDZRiOXT9iOH/EEY9caXHBR7/sqM8Rg5/+MA2d4dD4LozbuMChq7W4tcK5Fcextlpz17kwrFvWUZp4CF85N75tWGufsNSfOcrM8+MD9FEb/VYcPmhCH/fOpx49t7WO6sv0OXJx/hgXHPdgzT3vIfdxOCsfuvY84EsK2vpGdzzaGs9WLo7VsDfAxEWD/kstX6zxbS8nH/2zcqkfHBjdw+9bR/PRlg8x0UXt/NRP/dT3zan8HLk4v8YVjphoTZd+1uIujGNMFGe49wAAQABJREFU6sUa7JlLvfQMCIPFo+13z35XG/vFRRPaiAue2ll9GX8fhutyZa2gkfWvF/75uQ0nHmsfHOjiGdl64x5Bv7XPbXy6DlNM5iYMNWytUYP1eRyXY57UMT6f+cxnLuPlXL5WPvmzzfhZfTnv3mtOag95jWfMiuNYzq0V1hz38fBWX0dtjjiuGy9P9t3zaByG/vQ72pGLPjDcY2jr9cdxPb5N5/y05Uc/WrcGrr5dq0/nG9u2PuaCc2rP/WG9/xr70LjMB8+j/jcxLGtG9riY4qKfPua35jxdjto8hAscuqgdPKqdfBV32zge65iucq7RhG8Y9+GsfYrL/cWzCVPH67MSHkcut2HQRe2Yo+pYbEfORxz+jn2sEzBs1bBn9mLSP4y2zq18nO85y3sMasY6erw3rFj22YrjmKa4qBtrqfUQ3zjHoW0YbZ3XjPPML+9eN8SluOpnXNa1tvqs66hnE+sWrOw2HNfiax8XucKnN+OO+dYP1mqrNq7RRvP+lLXCM446XPneh9N1czNdYYfR9du4uFY/18XlHi422jxkHW18Wzg01sxP+pjjq8ZiPprxYbimj/qFYbx71bpWFE/b8FYc1zRxfeUrX7loK65qpzH3Yeinjzdhaaxmus+snPMXru3Kx7E1x1rhfhWGeR7OkcttmM71bGJcz5Hvfe97L3Mdx4dqbJ7TxjpB44e8B7jOBVzMSTHJOW09nxSPmG+Loett6wMHHv69doVxhp36RjeSbhy9sBW4ybtOYIVXIgTI9COgwJ2TAAukiefYg4eJ13UF01hb542viJ3TBx8Pmsx4yVz94LFyMQ7X+riGr0knCd2E9MlXffgwXise286njQXfeXzCqQ/OGZx46FcfBYWHyQJLoeu7Fg2c4gqDv0xMbqpuQIpcXwtJffV7SJ704Uue5MyCb+IyWCx9cGR4iie+XadvZoFMQ+eM5cc2HNfDqg+NLQKwelAQ95qHo8YwcK0PPrShrUWf3uIsHr7ioi+DofFly4wxlsYeeOlsIblLY7HRpj7F3cOCRdaDx+oHhzTkNy7iWWOC5U2VOMPRtz75stUYHtpaf2Knjbga243euOrGflrYVn/O41Ad94AHt9rhO5z4Ftcauz7qrtrBxwODvnjHR7/Gw14x9FE3eIhJrD10lAcc9MNxxTlqox8c64XWm8JH/WBpxtfgdl79WUetXeaCa3HWJ23su5bVxzEumr5419Y+roVnzBpPfIzDpzcP1ofD+vBz1EYu4OnT9dZR2x6mXF9xcGJ4hWHrGI5cybdtD1H50UfDJTPGeC0/+nSPEZc80WXtk8bGs3zolx8cXIernlsrwjHOda249IVVH1iu4SzftuaTxvTNXxiXC9+7Fi99+FF/to7F1XVjVh5h4hGf+ojLOtqLQH3SRx9jjxrDUOdHja0VNO6BtbkABwYsZhtXvrK0scVr1TxfromNhVdcax9j3atoa03mp3wYv+rjvFZMsOuzfpjghX8Y+U8bXLRyXezOpXF8jLX+6bviFI9z9Ekb5/Exl+RK3j3fFNcF5NE/R43jusZFP/MBBv+uwS4fsNImPnDSr+ti6l7lGm2OfcIxBobGZ3G7zgeN4THPf2sf14srPrhquDsHhzatoz2Ax0cfcWsMj7ZwshWHznioZThZ9acvK65VY3ytD/iYE/bjrj+MeIdhCyM+8OHIk3uVY2+g6pN+YegXDzhpY7/Y5SoN8mMMXH3of8SA45zrmnsDXaxdXpysOPkJz7isPDh2vXte61dvrrgejm3HtuUgPviGIzb7sFfOjo/a0K44XacJHuXKi1J9xMbqYz9OYax5wEcdw+pFZP2M03DJ4spPMemjVsRDYzjWiZ6V9FtrR3/xrvmGz4/5YL0J271cPxYXHNLC+fzY5wcX9esFsnnZ8yjOqz78wWTwxJ02fGhqGL71WL7ZkY9zcDTjXV9xaFz94cLy1bhVY+fwiav+4qIvHNdbR/OjzxqPPnjEBV591ByN8+25Xz99nONL7MwxK65wnNeHT82+a113rMHKirk++erZeH3TvbjyAUN/rbjSxzka08drTvGwnk/yg4v9eNo2P/XnS93g4xoO6i8/+oQBJyx89Ckufdyr1A4OctVrGX3D4I81bl1vYNMVH3PTNcerH+M1eOHAio9zcFxXN/LuuHuD+BznyzYc1+DAcz5tcKGPdVQf1+vDj376O5et89P11r9q2XqxxpU+tuGXg3zJt7XCekMb7zHgG39+ap2zXf24nsZqR2xw4YVV7HGCkTbpB8eaQxexHT8wDAN28cCxn4b1MR4PcfWeUnkwJh58Gp+tGjcXYNBFv2Kyz1c4xjtm+rD60AYWHPu33R/S0BiNpY9j1zW5ciwWvpn94u5cXFzTVo1xcb8zx1uLy6dxmj4sLrarxvqs9yr6WHf0ycSa4b5ygQdDn+5VjvW7bR11jdlqxzzAsVZYj+XQhz7re4Curxiw1jylr60PNsRhfnuuTb8403jNe3E1t/ihX/cqGtPG9fQpjjiFiRdz3rl1HcWXNv5HSrkoT42xda3rjuHIFW3si1FseBeTc67Fx3n+bJnr9O05yTXa8AOnPmGE03Vb5rxcWCdwlyPYZ9qpb3RHWmD+IqhEKnY/mC4ZyD/33HOXm1TiEsQf6LHwENo3DrQ+wbM4SWyJlBz/xZYoBIJJYA+jCplPk8SnkXAsbDB8yv6Od7zjwoMfBedmqV+84fmGjG88uHlKoH44SwRfH/3oRy9vPrkZWZzw9KlckwaGZLvmxZUxcJ599tkLZ3Hz65pit1UsEvzxj3/8EhMM/fAQkzeFHNPh85///IWTa2KC7Rp/dLBw4uQBm9FD89dbK2DfxqCfJj4PHHiu35zix6IHGx9jvekmbrmisTcwcKBvN6M3velNl5zj5xz8F1544aVF0oKjj9jlHgY/cDLnxc0f325yvlEqfjydgy+P/iiOc/h84hOfuGybfHzo95a3vOXin8b6lCuxqUt+xO78iy++eKkbvkxED/R0OurHn9bk99CljxwwNSMHuItH3GpRneLEt5jUaHzEpR7oS2f60caniTS2KMJUxy1K9HMODi6amNSMOnQMw3Wx0Mo52GrcJ+RMjDiLqZybu7De/va3X8Y5/6//+q8v5Ztf2onN4kQzvswpWoubhrji7Fis5ku8xST3dPJHFXDTz/oBDy/n9OPD/xRRr0yuzCWNdnzZ4iT3YraQazDhaPJkTuCtD98+nKONfmr2qaeeuuRBP+P1Ma/CwMdDl2808UsLcYhL7LDEKpfWPyaH/ouRrWt84arW8RWvGrFWwNDHf8OGwY+6cR5nn3bDKS719zM/8zOXmPDBVX1ZK43B65Of/OQldnGLQz2IVc4YfVuLxWdt0cd1dWEey621WF2oD9rQnz9cMnNc3jXj6YOPmORIHZkL6lw+xa0PH67jRxNNP/XqunWJTmoRv+aLXODoGv0yeYBhLmhwjDOn9HdMI9qqLTo2N+VcH4Zj6yjd+ZFL+O973/suWzmBZ02iDSx1hbfGaCSfeJt/8I2jn1zAlStcYFjX04Z+q7lXwcLd2OYw/Rie9LW2iUndmDP28dbPdePTGAb9jFU3NDAeV32c09QlHBiw5FlMatk5nOWS1mKyrw7e9a53XbgZ+8wzz1zufdZrY9QfnbvXO0fj1iW1Rhs1ibc6xpMuahAPjZm/4qKfPu6LcoEXg6XW9VEXa56a42q8GjVGjviHhZvGaGO95Zte6mnVRv3Rx1qrD/3WdRQnPOXSvNGHJq0Vjs1HXGmjhlw3F8SthvgTJ35pjBsMNanhSzN15Z5Ib+fKjXVDrsxRdVJtwDbvrW+40weHn/u5n7tgwHRdjasx/WGJy9onLsfqXA3QCAbDxRpo/joHQz8NDwaPhvKFr3g9w4i39USuzE9roLmg7txDXDfefV+eYIgbhnjUAS3FgyMMf+THMd3TBi/H5ocx+uiPs7VErJrjcKwD8s7oojkWP+541MTLB+xwYbn3tpa4po/c4OK6OlJXatg49aCJzXVN7cjlU4/mhD54ugfDk0+xtpaYv8Vi3oUhBhjWAvnEP43VFpxPfepTlzpWW62jzRm6FZetGvWspImn2NMYPv1wM5bGapOpAePEY07Q0Pjuv87pq0bUppxaV7oPWT/gZmrC/DNObsQldlz48syvPq1vuJtj9FNXrutnnTC+e4watA6oMzWo/mCoQRqKT7MGZnBg6CcP8PFRgzSgsbVZrdPYFh9xF5t8qRd1Rj/HcPmRV7qIz1h1L6fqQy3AwdsYuM7//M///EUr58wnGLQWF1zPFLQzP1u7cFULzc1yxRfdqwnzAa5GR3VFP3GrYTlYNaaduOQLdxzERUfH7kn60E4+/j/27qzVuu4q9/7aH2CDRrBW7kdNjLFIVCIoFlEhigcKCoIgCIp4IgQPxFNFEE/0I4h6YH0SiYZEDUGjMTExpjYmxieFRawV9cCj9/5N8392d75rrXuN1ke2z3bvBmONOcfo/epXu1rrrY85ZrEc42/XQHTGme+up4yHo/M0qUbCo4daixfjD7zayCn9ceEfXDjixX86yj2PxVtM8JV7/Na+3DF/xZ2GYkxj9cB4tKaD9UUO00qc6GMs5pi+xqEfXGuUsVqr6G58nM114xuHX6vGYkljscTF9ta3vvUZ3/mvXuMiR/iHq3G0xYU2NKaf52mMrzEd45c8qNbyw3zFkf58oCsujx7Pc+PhrA6ITXnKL23FnQa0gW0+4Oe8zTh4eYxvdVJfvN/ylrdcfJY7+omRceAwnPkkh+UOM47aBatch0Vj+tFK/lmDjWODbX6nIf3oIsb68lGtCENtkweuT4xDm3ySXy960Ysuz/GjH33lsph6DNtrL/VYG9dKtNPGc/jVEvOd3+LCb/z5R1MY1VHn+a5tXGDBkccwnTO2vrQRS/c3zMvqKA7yBh6/Gf3loHbVKtc5/NamWizWcp2PNDT3cLAx540Dix9iyXf5hQ+t5Jb1lTYMV+3wWnPH61JmfPUOL5tabF73Wlsf2lob7JmY04g22soh2tDXvnwX234FQTva4QErv+CoN3JdLIxhsx7VBr7ckac0g9v1Ai58kH90kYP8oKHaTic5KP9oC0MbHI3TmpjG9FNL7GHzKd9huSaErQ4Y12ae9djevMZFDeSffmJpvOIvn8SM3x7LPXO4uWlsW/rho7/zOMDBGZeuyeSjWkJnPPS/jpP6WS2xd16u0Uh+iQU++Wo8j5k42Phu/uoj/523ySNxorM85V8+O4+TfMRBLcEPjloiL/DQXnxgmJ9MP+ugth7bcMRX3ZLrjnV/DwY8c99xsaCfmMsrHNQSvstv123wPDef6GLO6Os87mLJN6a/PMeXDwwXuSUPHRMDOUoDY4uR/D7TTr3RjbQtwUxYm6Riko2Qnmtjc0xC1IaI+hBMAJwjDGG1FRAJr01jEVg755i9gssEzDkTiniNY5EgqkRhsBjcCp82+hlPQkgeFxP6Ocecl2h8WTEcz7TVxnkY+BinYPINZ9hhwKOFtvzmIxz6OSfBnJNQcJzXzuMKofH5q59zzB43kx9GelQU+e48/ZzrIkg/x/IbX+NLWBebnhtbQuPHz4q4vnjqq50x4qMPnxTkLJ/iq/0ac8dpo29t4NLYpGO4tnmextrwieGJEz86b2w+aGMvTo7FVz/5qI/ixWhv/HLUMT4xGhgD1zRwHJ48YngUd8f4xuB6zA/n6YB/MdAmDbRlcBsvzjCMXVHXjg98q41Y05hP+DDj2Zh2/DO+eWnDy/iNTQO6pHF6GL9xHOOj+STn5KE+LnC0qR2+sNNIPxyNUZvOwWF46BfnNNevPvaew2PaKLD64eK4ebj65TH9Vwzt8O4YzWGIt9ol/z2nUW1w52caO+58fJ03ljjgQiPzi5/wteejcR2Hg4fj+q7awCl3tTGnu4i/OP74Dxx45RNd8hum4/LYY37hUcyNxcS2Np5ry4wHj/EPF+PLG3rLEeOHo63n1WM4MGwMT2Pp58IYhhzGCWcGS5swHBM3GNrA1MZj+uHiQluc+OCcNvTip+fNcVrkDy58kifqBJxiDdc5GIzf2scxv9aYa2POibl2nuO8xmXV5gL8Uew4aYsL3tUSnOjBjAubfmu9gRs3nOHwSx0Vc1xoXBy0oUs4sI1nHDjGscERH76bDzDwcY7Bkec4iyXji35ppy2MYtMYOMN1Hhe4+uLRpg0spq3nOJuXntOJb+njseNpkQ/Ox5kGOK8XbbiljbHENW2Kg/ONA8s42ljzxAJGcwtGflUr4NAkfbXxnN/0g6cGwoAVX+2q6WlMLxz1YdrSAo4LWzoaB1b6aZN+2nlu07ZY0Y+ZL/QpR4ylLYPB0sJj51e/POdXdUIbPtUXFmx+8Qkfhmt88dKefuaUFzgeN6fD8Bz/1ScY8bXXpnqdxnLSudrhh3cawMTBVhs54LwXLvyDYazigK+29QkfbhrTDVf9zU15IY+u9cO53IOjv7HjYgwY/LLhYXxjMefx9UKE1Q9GbfA2Lj/EW7zEZNXYuHBbw/LDXgx7LtfMA3NTrTA2fsYwNn7ipx3jW+Onnzb48Uft8hg3fI3F6Geca79w1J9p77nxxRueemhsY+WTY9VRfJwvr7XxWGy8yOMTbbShGcPJWNdrlfO2tElj7V2/8QkOvtrQB1+mredwjV/c7I0Pgz/a08c+jfWlcViwO3cBf/xHnssNx62bOMB1HJ5xbNqsNVD7uDkvvvp5/YGTbdVPm/RLYxz0g8PwM75x3GDQrjmeD8alhTbVCbHSDz4MY+Oiv+cMFz4xXJg26k11tDlSH+3kjOfyOK7mg7bMWJ5ri0cb7XBi+nvMB+fxX+eUNvnHh8yxnsOnE86tVTD5VF/9ruPkmH7GZLjgLNfNb/GCwbd0gYGftmnsGC61saeN83Rm+sByrnZyGz85ysQPDg6104/R2PHGj7P+aaiPx/Zh6Iu/MWCb48aRIytnOuBTXPQzBvz4OkdjXGwMP/nDyj9zvFjj4zw+zB4mLXBR16t1tYED117+pYXncYFV/hkLFlz81nbGplkx9Jhf6cTvNFa75CZcbeJT33DjQz/HGBzx1t/rGHpbB+qrDf0aC2eGs74MN4/FxrUJ3+WiPsaqDczbajrOuOGUFq4F5DGfaM6nNNQGD3jpkW/Gckxs9BFvGPzTzxjOG5PmMBg8GPxIP4/LfW9geA6XT3xmcGCvfsGBm8b089zmnPHFN220c45meLQZ25gMJ4+1UUfVC/xpfN1GHpu/xmLGwdO4sLWniXGtwXQpvvETy3jY80E/GNrgY97Zy5n8g+WYNsY0TlrBYXA6Zk8/47nm0tfj2uAIw/jxge28tsyYeGnjWl0f51tn4uM4P+1bH3DUj8FofLlnXtBYrIyRNtprB8cx523Mc8fTjzbmhOf8cJ4f9uYZHvkF0zjhaiMHmDrBJ7HUJv30oZ+8KOb5oT+LW/VPH37xozYw9YeViakxmXa0oimN8VYvtIF3lp2H9JhRwtoTgZj2COe455ysreNEzqkEF0hFX1s4TQTBEljiheEcsQqkPWFhekeHaCbPOo6ACoI2cDJt9GcFTF8BMKaAlMS44+fYigE7f7SBo40AMpPC2AU73yQoyy8YsGCEo68L54qA53HWxmN4JRZfPF/NuNq6ePHYOBKef/obU38cu3jR3nG+MLh0hc0vxx3zwpJWYqdo1l8M4WkfBhzjO5YWjvFpbeOxGBRzbXAuTj2nMT9oA8OWDmlQrNIYBnzn+aiPgg+H8bGi4Lk2nuOSb47pv/KR58YweWHYYK95gZux19zxnM4sbrDwgYF/OaEN3Txf9dNPjmYe46gN3owPax8Y1xrDWX2CkX6KW3NZG+f4hqPnxnHM1nmP6cRvY+MlR/LL+YxW9L3WOP20g6OPF4DMOf1o6HjzAn7mePF2DAdcGw9XPuLncW08XjUNx57BhGEu5K/nNMocXzUOo3jj71gLl7mkPf75BOM2jfVzrjzGnz44OE4LWM5n5iOf7Jlz1Y+44a+/iwXtaJOu+ujv/LU21/rBM768Ub+uccppCzfTnh5pkw/6iTeu8PiID0u/LgYuBx//gRF+OPoyc51G6WRc2OE2X/RLu8ZRr/niok5/cbPQpwn8NIbH8ks8GVzn8LNW0Q03e+Ow8lXbagUcftfG3nPxqraZ4+lXe/qFAdv5MODjro36rY7zCz98WBpow8KCEU/HPTa+cV2QwYCVOc5P+oYBGwfnbI7TVL/8w8NWO/vqkPZhrfpp4znOuOBW7njMruPkmH7lluce4+gmT+PgVhuc4V1rjDusDIY2XePA4AON8l1buZQ+jsPpPDz95B/DBwa9VvMcRnmcxisf44o1kw/8ccx4zJj08Ty/HdMWHlOTHDO/+ZUO8slxJgb6wMrwKAaOOc8veHAYv677XOcOnHyKlzbGlsseVzdh8oWP+K0+8UefOGtDY/pohwes/I4f367XKjwymuoLx5jmBr/DSZt01A8HbfMrrvTBRUzlEez4agNz1dQ5XGrjsfGb48bGTV+WftVix8KA6zH9jCu/PLeOeyxW+DqGB3+0pY1jbdrkO42d75oLHz46rz0+1/F23PiwPcaLD3SRN/rg47g2LC2vtQlHm84ZHy6jcX0dw2+d48Z0vnH4BkcbN1bECf/yDWYapTEMBkNf4/Aft7i4tvA4v9KHxvyFrx9sG8sH4zNrp3bixI94GEfbNYc9b9PX2MapT3GRS+WO9o6v+jgWPpzGdU3BVxs+9kx7j1cMx2mTxnxvHHmzznH4MLRZcdIYf3zTj576d54+fF1NG+fXOopLGNq23vVGi3yEhSc+xvXc2I1lv+YfPLh8UHfSJr+Ns8bbc2aM9PPcGGJuvUt/PhmLOZZ+cXHcOHiyOBcHGsFIX220v/aJD2Fo47l+4mR9YPrQ1BiZNvRNY+fg57vn1Rca89GWxnBoQwf7sMNpHPzVYVrggx8fr3PUuHAyPtEsMw4fvI7OX/zEnTmGn+vENMZFv9qHx3fH8ILJJ8+1t/ccv1Ub59qMB8M412tVY2kDJ//15fvKxxh8cNy1sfa0Wdvoj/eqFyzPG8tjRj+vY+jsembtAwM+jdLHseJtbyz93CA0Bi6O6cO0x7U66ph2+uLMcNLH/NRWTfaYzs5pz3CFRz/HOr7uW4e8roeRnnC1MyZcdTSfHL/WxjFj/eXjT7w6lzb5nt49x+8aR3/H+GaPAz7Xfq/5hxPtwm1PV/NTzWmtKoY08njFMZ7jxvLYpo0c9Fi86IlP5rhxWNrgjIM9g2l8z2msv/nEx2JlTNrDD0ff2nisTee8YeM5jbVpPFxXjHwwDnNOP3ufMtdPfziO1c5xPPnf/HSu83zJd7llHZcj+eWcNuIJSz/HWj8uZB7/cZx+fXhDDTQeP5g+jH58z3/Y4TqvXXOcNnzBP220MZbxcQpHv3zSxnnH8GkMY9MsC7PrCsdh2jLtizl91vuGtdndn3qjm1Pe9eG8j8kL/OqQ48S5zzgtiWFpay8oGaHX5x1f9wVJAPtajkCuARB4G453WcnBJzwUAUm+mqJR0V2P95jPcPhEExfh+K/FRpIwbe4zOJIahr3kMGFWvzxen9+Gx2f+2H7/93//5umnn75585vffCnOcL/0S7/05mUve9kzX4u6DYPG9LX5yojCpjD9+I//+OWx89/7vd97+eryo0ePLly1vTZc5YivgWRNoJ5fT4yOt6ex8ehnUtKFH2FrVxvH7zNja1Oh8FjurPakHNZWG/EybjFZ+zleDFbs9bG8CMceznWOPCn/4KWfrxlVtODQLPP4vnmFr40etcUJdjj2tvvmVH4bS1FTAHG59uu2XIlre/oZP0uvnqd7z2/bNw/h8A0/c2q1cO7jJNY2X0MyP13YXRd9/O7TOP28iyrn8HFxATfDj773aawtv/A1Hv60uh77SRhpIs5+gqB5hUP2EG20gYWTMekDa7X0u4sT7cp1tcICb9GnmXPM3nadS+s4zuOzXliq77Dzy/6+WDdOPuCAy0RjfY1l85WtYkav+JQXON5l9NPOVz6rXeKWwUq/jl3v80v+05dGtCx+2sMxzn0aa4c/HJrg44XIqimc63zUbzVtzIPqjL3na47gsvq59u+xNnjYHj1ei+JGM2OwFbN+1/v0U0czPtCNwYJ9nzba2LSx199j/eic4XyfPsbkNww6e5Gi/bUW12tX+OteXKrDrXe0yoxBn/s0co6efMDjthxJv3Bv29PBJo970UAf2NmTtNHWZl7zX/9qxYqx5mPH1z2/6aAG88mNHvpex2XVau2/PjaWeUBf8bKtPt2nbTi01Yf/+tOHb6ul332+6c8PnxaD0fwuj9PvvnqjrX7mNY1tdHIse0jeaEs/ePbymBZrHudTuLftcdZHWxrTRX32HA8Wzn3x0gaWr6OLt3Wc1qs9KY/ThhbmFQza0N3GtLFdx28dB28Ycpe+dIFzzd/x+/IHjpwtrrDgrn08t91n9NUHlp+CKIf0S2N749znV/o9elyLtaW5fF0xnsQn/VqDjSefHb/WWD7cZ/wxN8WJpfXa53rOr+c8xj1dPecPP9dY4XXfvAyHJnROp+s+Hdf+Lks/10q4eY5f2jwkTrRk1Srxpjd+xeqhPumrVqQjn679wu8+M6Y+/H/00XVc7qwarzl9F5b+6h6/7tIh/e7CcJwO/LFWeS3D5Jq+rBy9by7QzyZ3u79gvvMry++e37WnMU72ahdd0rs+q1YdW/e44ysWxq2Wrm3KP+PcZXD4L19c7/OnuVofx1Y/O94+bYoXjdU/hhurTZpfDl79qU35RwOPr3PF8+tjV1AXbWiMNy72nmcePymPcdVPO/en5LSY5xMs52338TEW3+iqL7351rzNb/rdZddtYHn92XH9enyfxto57zUDv3pcjuTbfXOhseSs/vroj/+qA79XzfW7ttrQVl33XLzioX3crvv2fB2zn151rHpYO5jXtaxz9sWDth4b17VpumoDo1zSxnrkDRn31LwhnJkDr3/96y8/fWKOu75Y/YDzpPVOm3TtZ0KuNcZNLt1XL5yLs9qF93W9odeqY36s+3JdX7WC72fb/5qhJyBLJgIqIhK1AB+F1o/zsODsGPEEUeAmJikKOk47JjH4A2eqjb4S+anHv9vDtydN+Nv40kNh7fep/KYOP/3eo3en/Q7QG9/4xsvFQL9PdRuOPpLSzT2T2ORV6HDiK479Xs+TtFsnFNyp8a38mWpMX3zl330F7Ekc5Q0Meky55AucaQ7Hk8YVkSkfWLShi/0Ux2KoL07XxTG+D9mHoe00b/Qr3g8Z87425rc4wZvGS78Wh6m+OIp1NzImdQIGbXBwgWJu7RgceWNx3jEYfIO3G3N+0WaKI05qafNhx6/qjvhP+cg71jyf8jEv6bIzx/kAg8Zwpj7pJ9atnVOf9FN36AtvametVfzBZ6dWpCufPJ4aLn04weOJ0RQHa9U01o1LY7WLTWOlX3V0h0+1E95Um2q6ayLXSFMcftC4Gphekz0cdWKn3tDEumANhzM1fddrtwkODLrS2IvRqcbGbi7tYMCRxzBw28ljGNPrfTyYPO4mRDn9H2ce/lf+8aWbPB5PTZ2gyQ6Gsc1xOG0TPnIvHlNtjAsjjcM7ysectIn5bv6pE8Vsmn/447H7WgZGdbj5dVQb7WH0emjqkxirw/SZYsRd7uTPNOb682snh/Ex/m4dTQ/1BtbU4Limxak3kaZY4t3rhnLoKBY+cnC3jopVGGl1lAsfzPGu+Y/2X9v3hg3MqTbwrFViZZvi0CN9mhMr14c+xkEdXevyQ/tet4MDb8fSWN2Yxtz4/JE7T9LYta/fkZcj6hTz2I3gN7zhDZffS/f73zvGD9qI03TNg1GMpjmTD97sM8fhTfmEdb0//UY34Ww7Jglsu4s84SXoruGi0O6aRXXXaGLb8cuFoc2NaT8u70f5aWVi+aqb7bWvfe3l0zX33ejmi37rp7FhKphufHsXbD13l+8wztAXvrFtO+bGjG3XTFZFbccUkmK+g6PvGfkH5ww+dNnVBhf67ObOmRor0rtW/esmzRTPwmjBhLNz0UEf83nHzPGz6uju+pIfZ+TxGfUmPrs1h8Zn5B8+Z/mlBp6RO3KQb2K2Y15Y7NpuvWn81uGeT/bm9c7cbkzaukG4Y2fW0d01nB9n1VE5bNupx8Wpfxo01dkcP6NuGX93LsFI4926c4bGYTybND6jVqTxbrzKQXGbmjlu86m/XTvj+g+HM9Yq+bubw7iI1RlrTNdtOzUHn2fTtdJZdUv+7eaOuXBGDtP4jLWqubmLVQ3cyZvm+M49BrrAce13xvXfGXmMzxk5eAYGfazluxrD6FPuMHfsjDp6Vu7I493XQ7Sgzxk4Psx0ht13ze/1Or5M/ffPK/vpZedsPjntn036Z5yuc2o/4SZWu2sVjJ1as/L2zZiPlZ16o9vdeIHwmy0E7ALtKHk4Nu8CWgAmFyCSgvn4P4wWgKNc4ODinRR7F67T5PJVAwkcH0ly1PT39QU6SzAaT3DCwEWCfdd3fdfl5rbf8PPbP7/xG79x+Y/cblT7KROfzL7N6OM3degrToqKxxY3+4cabbKdxZ4uYmUxmuZfsaYRjY/4kQ/28sVXcYsRTketeOMEZ6eorBrDmeYxLja5I/fwOmqrxjsXDvQRc8afiT5pLN5s5w0BNUvcYeIy0QYPGLD6xMk0VvyJj8dHzfy2+V0x/ojVhEt1lE+0mdZROPLYXr2h75QPna1VuExwcJDH5ri5AGMyx+Ewa5Va0/owiRU+2YRLffkkb+IyWWP4BcP6oKbDmsQKp7DkztRgiDcOtJnE3Nhn1dEz1yo684nGE9OfXzSZ5nF1VA7Kl511XP41L8zzSf6Z3zZ8qjeT/Kse29N3Mq9oY6Ox/uY5nY8aTfiDC9tdq+AV84k28gaX3bUqHFi0mV7z09gcFyfbjsY42aY3WWhbHe1aYKoxHl3z02eCQ9t1rYJz1MpjP1VIX/lH4wkf64J5bTMnJhg0ro6qN+Ed9avrNv34NdFGX3Eyx2HgYj8xWogXvB0zF5gYTTXWnz42eTzVeK1b9J1qI+b8isekVsjj+NB6p47KP3iMxpOag4tYi3nX/BfAg3/C2KmjzfHWqmneiFMaw9ypo+IdxqROkJE2NvFSKyZ1i0/V0ebCJN74wPK6yjyANfXLvMzEamK40IVv+WV+HTX6ipN1xrzk28QvONVR+k7rMb+sM83xCRcaWO8YHq0zlwMH/uBSHQ3jWmPaMbp9+7d/+82LX/ziyzct9WXO++WFP/3TP715+umnR9pegD6KZV7xicaTeoxPtYu2/JoaLvxsbbjWZoqr3/FMvmc0QfTTFx/60IcuC5FJM7GKkZuuknRqguCmrRsIgjE1ffnlnzMIREl3FA8PPikofJwYLnBovOOXWOEiuWAqkDZFzk1qPvL3da973WVSeXxtaeEcLvTu4uNIQYFD37apvvjJl12N+cIn75optlOT/7hYzKY461yAs2P6p7FYTc0ipvC3ME5w6OH3p2i8O8fzSdwmRgu+8GlXY/MJD3GfznF5QxO1a4qRDuah+T3FMRfx8Q/4cJrmDZzqqLh7fnSe10ec6Atvykc/ecwvtfAoF/rqo074qSexEvupwYIh//g14WNs8wqPHS5wxFqcduY4H2hLY1pPYwVHX7rYJgbDxif1YkfjtY7CnFo1cEdjfcWqNW/KxRxXi+UgfSYmRtXRKUbjqqHV9WntEuMz6qgcrqbL44nxQV/XbdWuCU4a06YXXxMcfcRKDtJpOjf1VWvkjcdTK1Z8mtYuOSxWNFaXYU7nJ23Mc7GamrFhqDm4TPOYX3KHxtO1ig/64kJfjycmT/T1u6H+kdUOH9rKY3N0ajRujtN4msfmQfUGztTEisY4TTVubP13uMDJJ3ym2sCRf/wyL/g4MRjxgTM180jumFs7tYI/ctj1yY7RNr+mc5wecHCaYvBBzsBRR+X0xIwv79Qb+k5rqHwTIxr7p4twjmJpD4c/tPH4KEYayFua7NRRY1eL7aexyi9c5M50bsKhjQ3OVBv9XOPgs1NH6SGX4dhP+eAg3nJ5WiuMTVfXAvTZyZ2PfOQjlzqh7uzEynwq/56UOz6c4QPDPjzqk/829+b8VLAPoPpWy+RNvuaD8Xc1hlG9Mdd3TB1WK3CarjF3jX/qjW4T389evOtd77ok1nSh18+kUxwl6GSylORd9O5MFn0FwdcIJlyIr58JZ8LwbRpIXOC8853vvOynfin4uJi48fGujneT+61OhfNXfuVXbt70pjddXjzclkT8ogtO68Q9opO29G27bZyHHIPDH3nDp2n+mWgu5N/3vvddFuqHjH1bG7GhMW2mRUCe8AUOXkd0veakwKbxtFjDVKwVJAVueiFuXosTjcVsavTJJzpPTN7SWO3i147G5gydxWuqjbyhidrFvykfN7lt5vqUizzR9wMf+MClFq9z/IjWfOAXfc2tqU/6wZA78KZ5rJ+Y80s+T/yCwZff/u3fvvnwhz980eeIJrXlkw3GzgUiDHVGDppfU4Oj1rjxSaOd3HFNQGM401jhIz6wxHxqcMTLPIfj+cSqN/Y7PokTPrSZrlVyV91TbzyeGm3VYjlIn4m1Vukvj6f6GptP6Qx3YmIsj3frqPqpHtN4uo53Teu6DQ69J1bdUgPh7Ggs7/jDv2ke80se03hnThUrPk1rlzyhK41dk/JrYmks/6wzND6qc31gmOP8m2qs/ooTjfl0lAsN9NEXF/Ga5h+N4bznPe+5+eAHPzjmg5NY02fnupZf+qtbNJ7WCppUb6ba4IIDjdWLnXrsug2PKRf6MnXCRqPJNQ4MfrnW74M/U41hpPGONvyQO9aY6WsHc4o/frZTHu8YDvk1XcdpI0ZyBzeaT2yto3J6YtVR9WZ6/8W46p0Yuf5773vfO65/4u2agjYeT7URm7WOTrRpLtBm5/UvbfgCh0Y7fpkL5rgcnGqjn2su6+ZOHZW7dOGX64sJH32qo/Jvuo7Doau8oZHHU1Mn5LGaMcXBhz+0UdefVEd9wtqN7D6Eau+5/4H4GZ/xGZefrJl+ghoXsaKNuiNmE+OD/vJPHu8YXehM42kdvWv8U290G8Qnet0w3f3YeTdp7HcMl7CmOPr3SeUphn7h7PgkQZvA9lO75qLw8tFPlPzQD/3QzUtf+tLLP6tUIH7u537u5sd+7McuyXzbBUoaT7nol75n5A0M/k11pis9bGdonG9TffJl6k/jxmNX4+K1w+djofEOnzTe1eYMjeNiXp1htN7JYxzOmOP8Sp8dv2CcxWcHh6ZuhPzu7/7u5SLzttp4xE9c+HZGHu9g4Fys7HexdjRe9Tsjj8u/HZ/CsN+xVeMpThi7eWP8s9Y8nHb0xWXVeIqVNrv5F86OxuWuF0lnXFfEiVZTg9G2i7GrsfGLOU4T+1hoPOUS/12fVhwa79pODjc2TXDZjXna2O9YfHZipW98drmk8Q6fHQ5r37P8gplfK/7Rx2m8o83qE7yJqRXVYfsdW/lM/dIvnB0u+p6hMZzd+Q0jnXc1zieYU0vjXb/g7GLkwxk45TGtdyyN02mKdZY++MDaNRrD2rEwdnH0f2jMi+s1b5q4Cf5FX/RFW/9nAE4a7+gMo+2a65Hn/G070u8hbY//SNsTUJts7Z/Q/GN++iwezyYcXNZtKmIY9ffcBPK1iBe+8IWXCelr+X3C6y1vecvl5reb4evE0G/XzsCIwy6W/m1hTvZhtJ9grH3g7NoZGDjs4tS//Y5fZ2A0/i5W/duHe2Rf3/ZH+t7W9gwcGGfg3Mbv6LEzuez4pK93tH3iwN4ivWNn+rXDo7472oRh/2zDWblNHp8VpzNw0rb9xJ/6hNG+4/9V+zN4wHi24MSl/a6uZ/i1y6H+Z3A5C+MsffNtZ3+GT8Y/y6ez+MRpV5tnk19naXMWzhkaF58zOD1bMNIFn11OZ2DEJ6139rv+xOUMv55NXPJrR9v6nuVXeDv7M7gY/4x47/hx3fcMv87ASJtrfkefx6X90f61138XIyw/beJT3jt2Bpd82sUKZ8efu/ruvc1xCyqyPrVyltO7OL0rsoOjr+2sGxk7XEgelx0cfa/7i5t3ZvwX32/6pm+6/Bj+J33SJ12+guKrij/1Uz91+Y+v1zqk8S3p8OBD8bnm9GCAjzZccc7AOjr+dfuVz/W5hz4P46Ht72pXnHZ1gX8GpzB2+KwYZ+Hcpd9DjuOQzg9pf1ebcO46/7/7+PWcn4yfT7tY4djv2Bk43vDzDj3b5VPe7ODo27arTTg7fHDIrx0+9T2Dyy6fs3ThU1j5N9nnz4428djBWP3ZxVl9mmLlU1gTba99mnIJZ5dLOPk29eksnHic5dcZOGHsxirfdjWOzxk4OxhrzHdw6HLGNxPSdydO+bSr8ZlczsTaidNZ2sQhv3o+2YdhP7UV4yycKRf9zuCzYuxwWfns4uzOqbjAse3YWVzovIt1BkZa7HJJ4/In3Mkel/jAm9pZ+pzhEx/ya+rPirGjC5wztImD/6fXa8+Jb+nbfoKRT7sY1zj5OOV03e/UT3T7fedP/dRPvXwq+DnPec74h9L9Do0bCH6Hxm/QrJ8evnbgruf6uGn7WZ/1WZffnZ7+lg0cfd3w9UPwMCcG5xM/8RMvv4vjnZjJfzg1Lo0/7dM+7cIJH8k+sRUHtwqcvU8o+h0g+D/yIz9y86u/+quX//T6mte85vLbSf7r68te9rLLu0li9ejRowsf/y11kvDGp++uwfmET/iEi0Z+qH/6bhcu/gEAnWkwNbGBgcc03vr5hwQKmsd8nJr8q4BM89jYtMXHvJj6JU7mgX+sQOupyblyZ+oTDBrbw9jRWL747+J+/2qaf/Km+rkTc7E2n/ExTydGD34897nPfSYPpzjyRbxpM4mVuOgHg1/wJjj4y18x55c8nF4w4KSvejrVGIbtqaeeutRzfnl+1PTxD0smNXgdC443O81zuTPNY7GhS7kzjRU+5qY4wZua8X1bqdo15aPe7NZRPqkVtKXztI4WH7ns8dTo+qIXvejCZxpvPpxVR11/uJnGptqYR/LYfqeOVh/o6/HE1Abx/vIv//LLejfFqW7xRw7Ko6mJlToKa1r/rFX8Mj89nvLRt5rj8cTkLT9oXO2a4KgLtIFnrZr4pA8ctYI+cnCqMR6ukbyWkTeTuoWPvr6Naa5P53h12Nem+TTlIy6ujeHZJhrDoEVzfEdj66b+rP3lyYE/fJC7NIYx1diQXbdN60S0XSuxnTnOL/PB63F8xGti5mR9d9ZxGHJnxydxevT4dav7FdPcSwPX6v3e7vQakDb6WmP4NeUk73braOOrN/hM6g1t1Dv6mlv02cERbxgwp9rQtzoq/yY4fBAr2thP53hafPZnf/alZuz45ZqW8Wfik774uOYSbzm0s1bBoI+akZ/GeKjx4Yw6Cocf6rH91Ce8n//851+0lUPVsIf6UztaqBXml/y7DWeN3/o4DPuuTZyf1lF95S5taD3NY76oNzjt6MsvGrvmpzFOZ9psxbqDgcAR3oRBduq4hCB8Rf+O4e49LJBwFCPBmHIxiL784hO7KwEvJ+/5U0LxbVIAQEsEP9TvnypYQKY4NEnfMOF3cwxHFzVf8iVfcvkHBS68XvnKV17+YZUf0vcb3hYx/7iSxmKfLt0EgPcQ02+dsOE8pO91GxqLF/7TmBcfezpNzfg0FqMpF33xYFOM+NO42EzzBhZNYNlPcdIYRv7F88je+OXONG/0w2Haf+XbQmg/1Uac5bH+uzHHDcaUC030dYHIpx2N8BArtYRNsdQlGLt+yT1+2U+56GdT/6ax0t+8dLEQzoSPPs2l5vlF6MEf+dfc3PGLPzRuvg+oXPTlGx47XGiyW4/xX2+ETOKUBtWcHW3EyPy0t02NrtbxXY3Lv2m9ib/8K4enWHypjk4x8JHDzYepxsXINRusnTwub9JquodDY9ymecyProvpNDV9WzunOMWYxrBwm/rVnOzNlqlf1rtdLvzAp+vsKRe6ds0/zT8aw/FBBXNhGis+4CI+xW3qV/OJT1Ms+qbJjk8wdjVOB1hx6tjRfdfGdJlqY0yxzq8pDozm47SO4gIDlx2f9N19MwIXJv+6pt3RRl+5txNzfc+oo3ioN7CmJk768yt9iv9DMbW3dc1/tP86Ttrwayf/qsWtEesYRx7zpWv+qV/6yT/m8RRHf/Oh/JvmsX7ps6MxHtWbnflAD/FOm6k+rikYXlMM/ZtPcFaN46fNareNteYdnKkZn8YwphrD4NNa26d8muM7fO4ae67SLYjEsrC2uN7S5EGH4Nh2JoqBJIlCsmMwCL+TUI2/vkDu2NG9/2zqP5O66fyd3/mdN94RnCTp6pNPrdz2370l8Od93uddbqh/9Vd/9c1b3/rWy01v/9XezYtv/uZvvvy8icmS9eK05w/d7+ZM4+BcMenYf9VeXEzeHVNIbLtzAYcz8g8OLmfwgbVrtNnNnTM1tgjtWnOzC5hdvJ3+6p88frbUUXx2400POGK1E69qnfwpZlOt8XFBtms7/qxjn5F7fKLLbu6svHYe47OuVVOsM/LP2GesVc+2WvxsWquak7u5HM40X87sJ4fPivkZa7i1wbZ7zRXOmVpNsc7SGM4Z11xps1vb5fFu/etayY3uXdu9NjY+jc3v3Tm+m79pIVa7God1xv6stWr3WokvZ2DAkYNn5A6sM2w393A4q6afsVY1x58t1234nJHHZ9TRM9cGWGdc85+Rw2fV0TTevbY4o47yyXZGPXa/a9dwueua3zlz12vKtvhfj3tmHd3Vxtw8o/5d+3j281NvdP/bv/3bzT/+4z/e/OVf/uXlBqziNLk4+/d///cb29///d9fktTH/ScmYdwUVkwU7cnFDAxc/uEf/uFyM/jR4687Tc0/dYTVp3ok9lFzU9rN7je96U033/iN3/jMT2McxfnXf/3Xi08SXbLiYmLdZn3d4vu///tvXvWqV928/vWvv/m93/u9Sx+fLv/ar/3ay41vX9FUoO7CuQ3bMRr3Dy899xMbRzH0Y7SRh7hMC8Lf/u3f3vzTP/3TRZ/nPe95l28o/Af6sb/ePIClEOAyuXDoTQh85K9vS0yNxrRmvm4iVhPzbYJ/+Zd/ufhjQZvMcXNbrRAvc8pX0ybm62wwGH/4ddR8asvP9fzzP//zZS588id/8lGIZ9qLkzluXsjjiTb6mp/08bW0SZ1AqHkNC+bE5At91FEvbs2rydysjoo7fXxlamp/8Rd/ceFEX/nHz6OGD12sVXLPDYmjfjV/5KD8mWocdxp7AdcnoI/y4ZO5aW/rUwjhH9mrW3wSb3VncuGKgxr44Q9/+MacstYc9QlnnwZK49vekD3i1wc/+MGLL9Y0c3PCZ62j6vEk/3B2TaHm9OnIyfWJOizvxEq8pxeu+r/jHe+41HQYTz3+GZ2jJkbiwydzo5+UOoqjvfzr07RdfxzFoQt91OS+vnoUQ3vXE/yydy05edGj5unvuo22vg03iVVrlXluXkzXTX6FIe/MhUke55e6jsskh3FJX3moFk+u+V0r4fMHf/AHFy5iPqk56pa1oXWzr4bjedQ+8pGPXHxT/6zjrRlHcPhEH3MCzvSmj/z7m7/5m0v+itPkJrw5Tuc/+ZM/uaxVxXySO9YF64ptel1BR7rIZXOKvpPrJTWCxsx1+kQbfdWcv/qrv7rUCdf9k1hZk/jBJzHbMdc38MxvdWuSf8ZX02nk+pq+k+uB1R/XOZP6h4scpDGfyh3Hj5g4fehDH7r4xZ8v/uIvPtL9P7VV+8wJ1uvO/9TgAU/UGvlnvZLHE30Ns9ZRuYfPUaOvzXW2/hMMY1qrXCupOfL4q77qq45SubRXj+UxjavFk+u2tY76SZ/pHBcjfnn9oY5OYsUn9v73v/8yD6b3POCIEz3UYGveRBtc1jo6Xatag617ro2nN/LlMYzu203qaBq75uePeTXV5o//+I8vtVPOtJbT7Ki55rfhgpPNNY/ayF9c5ZZ68Ja3vOWSW+6vWUtqrxbrw9TQ6Zt+YiV3YMCf4MDAXT2VfzvX/O9973svc1zOyONJzO+Kx/E7rXchPT6uOCoCFiEOl1QKQY8J09dYJKLjFl8i2RRHoimMbvRoIxBheA6jJF4x4MBzrGJtEWIlifPGwcHWiylt9NMuLp3HRXLZm4DGibP+xspgdM6ewSkh9DcGHvmuD1OIM8fioX1taENjN/fs4UlQbeHhYzMm6/hajHExUVy4wHXBoGB7DMNeG3w8tpkIL37xi28+8IEPXC4QXOj6B5WS0afKXfCKk7HDMX6+e8zgp7Hn6UffzMKaxo7BoDFcZr9q0zF8aQKLv+my6neXxsWqHKaNgiTmtLjWDwe8+MPsy1HP9REbOMaknyJZbmhjLP6zfMtv/jkGR9EzF/RX+I3jPCvW9iuXcLTB03kFyWOmmIg7bdhdGueXNvjwBR9+GUP889t549g8jg+u6Veb5hS/4Mnr9UUyv7W9T2P66Vfu4NPFvDHxyPe48CO+jmlT3vBJP/lXjtYmHP3DMt6qH6zmpNiLlbar7/mVPjCMacvfFj61q5+Bik/6XWu8jhNn+hivjZ/5zg/nw/Mch/jA4LO++uEiX+SxODmv/V0a47u20a6Y08bFgrFsjWU8nLK42KeN8+Jtr96YE3yqjXY4Z57fhlPM+VW94R8uaZLGsPjqnLGct8EwlnZixi/H8l17PPllY46tOq9j4QIrf7Sz1d+51fKrNs7LP+3hVv+0Y86v+moThr3nNj6pFbBwYXF2nvEzc6zz9swxbcScX9Wb5njjhGefNo0JJ4355LH5zg/jaK9fGjeuffNFO230sak35bH+/LaFYRzH2Xre8zDkX7zVm+Kljf635R8snJi+fKEvPjRpbdAmbDg91o8vaeM4zvS1qaH8atOeGScMezzglKPaGEf+Wu+0CVs7GzMW/1fDBZ7N+dUn+G68axNG+t2nsXPayT+YzDy/1m/VBl9jaGM8GI7RBY7860VpfjsfH4/1ZfY0zHCgjVjZjFPNqU9crv0yVr5rg4/rNjeLYFo7YdhwyfdwcVg11gYOHnLQ8248yWEGw5Z2YTmPT230lTP2Nu2Klf40MVb99eMLHHvnteNHGrs5HY59GsdpxUpjx3BVO6s5+KgX8YWjjf1q6QvDGPIPHxrrn8b41kY7WCuXfNKu8zTGB4bXMtrYWG3ighcuMLXx3EY/cRJ31wLWTn5ft1lx0rg2xqKNWFVHnVvzgj/a2RgMW/o5Rhs81BvnaAwDFtPXMftVm+q1NvyBg48X5WqftVN7YzUeDG1Xc66xjGNzvYWDMcxx52tzjUFP5xpr1VisaKPelFfGW9usXIoTHRiuMOjDcNLfPuM3PGafxnFyHI58oTHjIz611S/fnQ/PWLVxvFgY0ya+6zjX8eZP/dOvcWjsvNwr/4zXOGucVr/STzsc5B+/1Cw4abP65LGx2tY2ONPXfGDa0KZ4OYYL31fjFy7aM21cA/BL3tjM9fw3Tpzqo59xek6bXjfwCb7n9qt+xaF+9vGB6bzx1AkaMWtDbfCwrRprY4ziCcNGX/rwy5xi+Z0/eHu88rnWT/5VR+G6BhSH+qy545itcTxOG3qYU87xKf1qA1tbzzNt+V4bfuNCY/7B5Ld2LN/zyzHnYdh3nrYw7L0e0t/52qTxyiUM+/RTt6oVvU68Txt8WDUQTnOBNrQtHrgYH+dy8D96/8ffa234rJ1rLn3ksHHSL9+1Wf1acbSBY07pZ6N52uAWn7g45ry29rXRDw6d1dHm1toGl9Xwwid+xqKxPOYXfdZaoa8cyIwdb+PAcQwXGLg4xkf5V5v8ts/0K5YwawMLjnPmFRzn4fJnxYC16us8XON7E8A560d+j1YAAEAASURBVFT65HtttPOYNYZxOyZ3yr/WKjqbG/Ry0xkfHF0vyDHHnJOvtIRFG/OK0UR742TGaUx7vmqXftrRRaxok1blH+768ce2mrHgMfqIJy7qDj1onIa1gb/ywcMY9sx5WGqfvTEcO9P+o+KchIgcxxH2bqlEN4G9eyZIzvduRUlBNMVLWwWVaALsYtVjeETyW9DEESDv7gmS4zaC+VSUsYgk0PrjIZCee/zo0aMLD+MIjATTLoPlhYPzsLSRVD55IEGN7R04wZSIFn24JkH+wJCU/NGOz3D+/M///NKuZPfCSzsvDvQVYDeR80k/+Hho47jxXWBKfBxxpwVtPacDzXDiG6OHrXdC4eijTRo7bywcmLGdM076094/oMHhcz7nc25+8Ad/8Obd7373jXe6+OEdcTzgwimJ+e5dKibWJoEXDr14xdfmzZEMDr8VA3z54l3hJrBj/MUZlufO0Q9nMTOu/uLkphqf8MKlWDlmcmtnc9w4fNCfz/DwvtbPeDbn+Mov/6zF3jF5DgeeY3yCL0/xTmNt4sMPsZY7eONLG8XOIiRO2poL8PBznD5wjOuYdnDExbHO09i4zHFjmHvMfHJefLXBxRg27z56bmwamws2GvHHeAotPfCVO9rGR6xw9nz1Gwa+5iiTV9rY5Lncs4VjDFzEjBmH/+WOOOAiljQst+zDtcclzs7BqKbgw1fzU45qhycNywUYxjKOeqEPLdQtOHRoDoiB+geTtmqJffrAkOvG4qs40FgOG/Ppp5++nDeOvNFPrHExjrHxoQ2/5JpjfFKX5I4+nhtbHuOuDwy804evxqGdNs7BMF4LIhx5Xm6kjfMwM/NS3G38sNFGe3z6hLgcFE9+89m8oRUsmuAix2jmvFibUzD4jy/91FrPaajWZrDgGEcswokL3tYq57xZR0c5agycyz8c6cN3GMYSGzh4aS8+NrlDH1hywnkb4xefzE+84IgDHrbiIU7VONrgIharFStj4qkvX/ic5TefxJm+tNPG5rz+NJazxqIfTsXEOPJUGzjayVGPw8FVDMSC6Usb+cIvWtDgqY9+Ulhf+QgrPtrQWR43D2GoBXSCVS4aR3vH6SKvVj7yr3jUV70QD9i4mJdiQYM1TmJkE28+O88aXw6msTa4iKfxy/O42IszLmqtfunHFzERO2PQWO7URhxw9xxnGHIUNxh48MmY1RR+PXp8ncP0g6GtzfPWImsi7ox+4m0McYMPFydx5YPzNrFKH3MBBkwx5ot5IA8dY2kMW5vqBQwm3vyWO47paxy+4cz0xSX9aMIvPqfzOj/5AMdab08T+WqOw8AZhpiLqXGMYXOuT0XRizba4a6PTbzMT+1x5rMx085xuUlj+jGxpqkYipe67LF2xoTvOA3DhW29q5bQzmbe4MDoLGfoox8MbXDW36aWO6+dNvrySy3ge1zlsS1fxED/DAYNzRk60Fa9oS/e9Hae3zDFhl98h5lf+NAPd4/pop093Nqaw/p43vUALuUxf9IQFz7LHfz4SGPayQ0bXXBNm/ySE3CKDQ3lCy70sVbJTxu+/KFfdQsfdUJ/GumDj/HziRbqaBq2htAvgwPDfNAOPi5qIO7GpYcY9ZrKc9rRn29MztnEgcE1X+Q6PtrRyHHxgqE/7fAWc8f46p+KlUfyBQ842tJYG3xxEi9+ipccxZ9ps+YoP2zmjXM2+YITPjCMI/88xtPeGPwSL9jiI+eaO+Kkv631rDyICyy54Ly67Dh90wVf8eND172O5Y9zuMDAFxf84cLhFyxxwxU+PvIQX7lHv/zSjzbaxgdn+uIgHnSyvhiT5a8xmPiknbFg0s9Y+npuruFCQ5yNX5ziYg8HF7HU3kbX4g4LF23kSFzXOiqW/G2tgmv+0kU7Jgdt6kA1hn40MjeMQ1fj0AceHP6UO3yyGY9fuNMG7lpH8TQO/YxV/vEJps185zMc7fGEoQ3TT3/nzWNWbLo+uRx8/MfchcUP+ph7/GGwzRcbPOfFUR57bON3GHwTA/UGF/rAsPHd9RRuNvMFZxpoh5987bpWGziO08hza486QV+Y+osTjeAY27it9Tg7p7+9Po3fegcTjk0ew8D16cfXy+ad/NEPDzobRwxYcdSOD9U/nPjyp3/6p5f+5opcTzO1luHCnFev1VNxwIU+8DxWd2mcNvrg4Rzf8Ms3r0sZjvrFWUyNYz7hkk9prI82jqcN/YxhM17znB+ue+W7NnjSB1Y+wZF7NKKx82lYDLTHiW/8FjtzBndcbOkiB42rDtCvuMLSpjwtl6rH8cEVH3u4xjIX+Kb2yF0c+OV886zHnvPVvDXH4WqPC42ro2LI8lt86GY8Bo+1JuLDJzz4DsecMp6a7rx8xJXOaXMdJ/Fx3jh0dR6mvXjznY/y0hjO4c8P84lv8kv+a/P04/znl029wYNv6oP+jr3whS+8+dzP/dwLBmxrrm9aql/G5Edj8bn4pTEt5Kjx+GWDQztzSt44Ble8YfEPV35V/8XceTprzyfnXRvD8FxfvtDYeDTFTyzh4EJDbfAsTvITHznGxBMf5+mhdhrjTDv1RveZxDidMBPc+q/7CY4+8Wg/xfk/uR/fJasLX4n4kpe85DJxLTx+xsT5blCYWEdM3/+btX2SVmdpc5bO4bR/Ev+P9fmz9PlY83wofrr+d/Irn2iwPn6oJmu/+p+hzxRDPwu/i1z/sNei7eJmB6++7Y9oU9v6tu/4f+X+2cIFj3WbahLGtP//6/cwBXbzpjidhfMw1v/3tUpnnu9ovdP32ah6uqz7Cc/d/pMx/3f1ybfJePW93u9g6Qvv/9ntCqT17WeffPRMbXe5PJntw1o8W3g8jO3DW/139uvhKtzeMm3s/7vYWT492zTJr//qOMXDvpvHbjD7RQRvJNn7n3huMmvjPpobv/2Mh5vIbjyH81/tz/9J459+o7s7/4LiDr/NsazjjglY7Wvj5kFt7Nvqr51jkkCywPBcvzBq0zsMtb9u47k2qzlmY3A8NlY8PHassTyGYV8CxicMbVcuPdYnq00Yq19rm3g45nFjr3wcx5M11uXJR//Ur31tYBiX4dZ5x5yjt3eFvCvm5o53qrx75FPu3sXxjpRj+mX55XmP7TOPG6djnt+mTfHWLr/r0zF9w+txbdbx03nFiYux45gOYdiHn1Y9r8/apnOrxmHBdly/sByzZbXJl9o3lr1z4u2xbfUJTm20Czs+jVM/POjM1vae16a+7R3P4uuYzXM4q4Ubl/pct4Efl9pcjwVLO+axrTaN3VxYOdXGPoz6w9O3NitOx2ob5xWnPNVG39Vg07jj2oRp77g2Nud6XBtYtYGz9rluox2Mtc/lyUf/dD59jOVYBi8O7bVd23hsC6O+jsUnHG3g4N1Yaxt9HGf1caznnc+n8G5rc+n00T/aX7fR11j55XFcdOu4WMalcZ13DIZPpzz1+FM1PkHhRrc2K45xHdO2fmsbbfNrbetxOPb6pM0F6PGf6zbh0Jet43gOB4Z22ti08TyrzarNXW3Kc33DvQ/nmn/P87Mxw7A3dn7g2VYfe+f1Xflot7bxPHyPxSMs43gMZ42T9o5ntdEu8/i6zcplzfX64BWXuNuvuPmFD78aOwz7+jbeNYY2zq1Wm7RxbsV2vLGv28DqfPuww7j261ob49+ncWNrt+ax56vll+sN1rgewzCuYx23d8y5DKbj+VKfzttrUztx6PF1Gzj5Fc46lmP68mk9X5vOw4hP+8bSpr4+QcPiXxt9jBOXnuuXdUxfZu+848ze8zAuBx//gXvdxrE2OLe1cXz1a20D21iOaZfGaxtjOles9XH+2qdwaKxPbeLsvO3aL8fWNnEx3jp/1zb46Od8Me08fh5rE29jxsd5po3j+mdrG+eNEU68PF/Hqk1+aWdbrWMrhn6Zx86F0fPO21/37bl9WHjZcHSMb+t5OGE73uZYGLWBUU0PR/tM+7TxGPfGrU1cVr3WNo7HwXG2ng/HsTBw8Xzlop3nHbfvcf0ay3F+MVi4r2087lh9Oq+Pc8YqVo557njmceM71uM4w7PFBY80Dmdts/YPA642nju/tl/baOd57dbnHme1wYPlJ9wsjNrGqzb1oU18HOt8uI6tx+PfOCtOxxqz5zDjUzzXNs7Dgc2KtTbxWduoN+snI2ujb+PAqI9jqzW28aqj137VJn2uz+e3441Z2/jUZj3uXBtOtbGvH0zPM8cbo5hft9HeONpp0+NwGtPx1bTvnL32jl1vzmW1yS/P1/Parf1xje86VsfDbfyer+OEZ0zHM49t+RX+2iZcxzoPb23jMT60a1vbhGGclcttbcKJozb6s3Ac0y4s+0ybMKrrtV3brBidz0ft4NSmfvbXbTy/9qs2K0ZzNx/C1Nb4xSafHFtxtF/5hO1Y5ph++ROuTy77pLbz5r/7a30a27jO98lnx33Keh0rTo1jD5tda2yMrH5h6ZNP2mib/3B6vmJ0Xl+5FdZ1m46vY+ubab9y7rqr82fs/8djgv/rKmsT0UfUfQT9fe973+VGaC/+j8L62oENliTwCeKJCZCf13Azok/cHcUhj08y+3i+rzE8//nPPwrxTPu+ciqZvVMz+Xi+rz+8+c1vvvmJn/iJmx/90R995tOEzwzywAe+ZkFfXyEwoWzf933fd/EVrneYfMXgLhOfl7/85Te/+Iu/ePPrv/7rl082+sqFd6h8peO5z33uzfd8z/dcvk5yF0bHaUybzCfD18nS8Yfs+/qWT1r6agg+R03++lqGmPtJFl8/mZivZPg6Hh5ugsnDo+bdPTj4wJhyMa6vyFTUfc2n4nKUk6+j2PoqzERjb4rQV7y8i+ndzIn5qhAMpqB6E+aoWUB8fce7pQqwd1CnJk7VL7ESs6Omf18J8s9Qzc2Jve1tb7t55zvfeZmf3/AN33Dznd/5nYdhzE36vOtd77rMZfNqMjero74upp7ya2pqIE7qBG3E/ajhQ2NYvpqoHk/8Mr/VC7G23ql9U6NxGObUUT58Wt/x3+HCL3Nip47io3bRp6/erRc4D9XJeveTP/mTN1/5lV95yZuv//qvf2jX/187/1uCtn09bsLHWsU3pt5M8k9f9c9XPHHByTpx1Fz4+vqqaxPxdr00MfX8da973eU6yVdWP//zP/8wjFqMB5+sLWI+NflnjrNidRRLHaWPr526Npmud+ZBX2GljXXvqOmv3vzWb/3WRVvfjJvEyosA12788hjO1MTc9YA1Sv5N8lgtx0ddx2WSw/irE3Do5LrTByeOmnmAzyte8YpLTXet3ovII1g0ESt8YO6sVT4IAsNcmK5VXQO6foPjmn1i/PG1cNeh4nTf9f1d+OY4jd/4xjdevtpOG2vnpI76NqjXQDbrzAQDT9d/ao78M8cn89x1mxxkXitOtNFXrP0MhTpBl0msXLP98i//8mV9cG3yAz/wA6BH9vTj6xvXEea4ujXRxsCuK9RRrxuK2VFC6o0cZK5zJvVPXzlIYzULl0mtUNNdC7RWveQlLwE9MrXPHGXyeHLNr97IP3X90aNHF98mZFqn7OUePkeNvtZeH2DTf6KvMeHAULfE/Vu+5VuOUrm0d60lj9WdftZhAiRGdFEDvcabznF5zCf3SMRaDk6MX+a6eTC95wHj7W9/+6V2Wr/pM62j/XzJU48/uDOtozR23WXd85pIHZyYuQBDLbZWTeqoceljnlt7+XX0NVXcf//3f/+iCR5wpjF3ze++GwycbEdNLVa/mNxRSycmVn6WSn9r1aQew8DHuidn5PHUXvva117qqJi7dpvG/Lbx/+PW/21nBsdMei+2BA/J6aKqv4RUYKcJhT4MC7MFcZJQSaDvzsVPOCa9Fyd0mryogKM/k5g7fukrVvRVDCxK9g81mrhB+W3f9m2X3xBq0tDc4xe84AWHigp9s2kx0t+kpa/iOM0/ceKfHJ4uhrjQlsZ4TOOtH1/gTDFwYWshmy6GcPDRXw5NOYkTDHk8XQxxMX65M80bPPJpioEL89tU8s+F4rTm6CfvdvIGF/O5ejOdC/SgsYsWvu3owy8vsqthOE4MBt/gTfOYH+LEL/N06pc89gJbvMyHHfM7frjwa8rHfGJHavltnPllTth2coc/NMZr6pN+chCWbcdcU8Da0XitV9P840NznMY4TUxfvhSrCYY+crcblebFxPiAh7VqGuvGlX/l8FQbuljD7XfiRBv96TKd4zion66Zdq5r8Shf0ifNju7hwDC/p/roK4/15+PUzGuxwmmKU52isZt601jJXTzg4bRjrk12c7B51WuZKR96yD15nFZHsXCB44Ms9rbpXFcn5A3MKQb+aoX8kTdTHHOTL6z95cnBPzjQGMZUY3NyfQPqIIX/1Lw35Wg8neMArd9uevJritOcgrezjvOl10MeT6w4qV1TjMY1v/sA0bR2NSd38gaf6ii8qcb0MI/UGzGbmjxR/+zdpJbXk/mpjzz2umHSP/78kse7dZQmMIpZ+Ef3aSzmO351vUXnHRz3B/i2U0fVPLrs5o7c3a2j4kEPOOX00RjV/tHjN59g4bVTL6o3cKZ1VA5XZ6ZznF/8oA2M8PL3oXsYXbdN/Wksbxy5b8K/Hb/CW/en3uhOMBNmZ8IRz6YA7BgOk0/RrmPCwEWC7toZGBZUnBQTyYnbxMSqZHKT20J0xIz76PHkt5C5keEdTu8IwhJ/5x+aA9qdoQ3+Joltx3Chb4V/iqXow9gxOtp25wIOZ2mMyy6firUiSeupKa67fsE4wyc+7PiSBuJ9Rh73gsk8n77owok+LqZ2rDoq3rvmhe0ZdkbMi9NDa919vM9Yq87IPxy98D/DrFFn5I4c7Ppih9d6k3qKs1tvGteLip0XknDWdTzcyR5On05XfyZ2Zh09I//OqqNyePpCIB1xMTd9kqwXk507sldnzqhbxtxdw2HwK988n5r1aWeNMi4e9KEx38RsUpfP1PiMWpHGu/E6o1aY47Y+uTXRtxzZvTYOpzW455P9WeumHO6DFxMe9XHtdkbdOeN6C6czas4ZGLjIv93cESfXAvTZyWF85N+uNTd3sc7Imeb47vUonF7f7X645Yxr/rPq6Fl5LGd6I2qaP3LXXCiH20/wXHPtXneJuVzezZ2z6igdzqjH669K7Gh8xjX/WflnPuxqA2O3ZpWr3ki17sHcvRYMs/2pN7rdhLX1aUZJP0mKcHwymMMmztR8VQWGjYATU6TdwMVrJ6huJsOwGOEy0QZ//Whyhk948C8+LXIP0cniY/vhH/7hm1e/+tU3P/3TP335uh0fj9p6o91EnpqckX/0OeLLOt5ZF710wEe8cBH3owbDJv9g7Gizakyfaf7R1yb/phqfVawVRhqz5sVRjWGYA3xiO/GvTsAsB4/ywaWao95M49S41ZueH9nzw+arSV1ET/jAKI/td+qor8at+k750NicEG95PMHJJ3NB/+kaIyZnrFXyL5vUm/qaU/SBMZ3jxVy8zPfWmMY4sqctjW075iuR/MmvSczPqqNiZatO4HXU1Cw5aOPTNP/0230TQLyrW3TdqaPyDx6brlW4tFbt1FE4NhpPc5C+tt03fdKYXx7vvFESRvN7MhfSRh7jMslhMQ6HxnSa1K782NUYH9rEaWetUivgqH/4TTSmCQxzwpyiz8Rg4FPtm+DIOZt488V8mMbcugDDZo5PjS740AbWhI/+dGZ8mmijLwx+hTHFofG01uCRtVbRRdztJ2Y+0KhaPNG4OWV8uvBvYrThF19sk9wx/hlvQuG/rlXNraN+0Ubu2Hc9ehRD+2oWLD5O6qi+NJbH+k/0xUVszrixV7ztm+Pwjxq/zqijYiT/qumTuYA7f7yuEqfm1VGftN+9Od2YfFrzb1IraGxLn+kcb606o462zojXxCf6qH1Mf5x2cFrHYUxyR4zow9Ln8uTgH3FqrcJjEisY+Mhl/kxrBepnvJl1lwTHX1ndhfT4uAD6zSu/yek3ZEqOe7rceko/L0j9JpjfdiLiUdNHMvj9LL97hdvE4Ojrd5n8to7ATvng0W/BSY6JSSYc6KOYTDXWNy6Kbb9D6WaLrYl0H0c62BTapx7/5tDXfM3XXIp/xx+qk3Z+56ftof2uueknX+QNfaYai5O88TvStJiavMGl31+b4IgDX8QKr6k2xtY/jeXQ1OSLea5ITvNPnPxeFY3pMzX65BP/JrZqDGtHY/mCh7hP80/e0EcO0neHj3qxEydj8+MvH/9mLk4PqQu3xQAOv+gr7tM6qp/coy+8aR7rZ17xiz4THD6Jtd85wwnexOAY3/pineGXY0dNn+p3v+F2FEN7OObkbh3lk3WGxrSZaBwfeQeLNhNLYz6J1VRjY4tRNWcSJxj6iZG5QJtpHZW7xUpdnho91OJ+73aCUx2lL42m2hh7XavOqKMwpnzkXdcV0+sB8dXXtbEchDkxc0i+yD86T30yNhyccJnOTX7J436ndsoHDo1d59hPTIzNBxrj4/GEz6qxWE0w8IdjHpjj5td07aSNWO34hA89cBGvaf5Vh6156vpO7tBWHov3jsbqn7VzR2PzoJo+1YbGONCYT/Semus2PHa4GFuNsOEzneNiI//4xadpPbY+pfGONnJQ7phb0+scc4o//t+GbyLvGG3zC+7E6CGPcZrqa1z5h486OtWmOa7ewJjmjX508W3vp59++oJzdJ5rj48cNsc9PopRPMTGPN+po8aWxzDMiWm8acMX11vyeOoXPmJNH1pPtcHnjDoqd1d9pnyqo/JvWiuMTVd5Q6OpxvKnOqHuwJkYjc1NuaOuT3HkXfVmqg3+xldvxH2KA4NP5d9El/q4nqAzTtN5Fdb1/tQb3YLHYf9kREGZkm2ySKppsZbkEktSCaSJMzE4+nbBOp24xvbizYRTCKZJ7gIIBxj0nmqsb1wkOZ3FzGYiPZQfLm50P3r8MyZf/dVffXnH1bEjOmlL37ZJnOpj0skb+ky1qeD7hyf0mJrxaSzuNJ1YcwEOXjuWvvbmxtRoq9DaTy/K5JsFiMY7fsnT/KLzxGjBF7UL1o7Jl+b5NP/0a0Gk75G5tHJXK3rBNI0TbfS1CInZNG/4oI7KG/Nz4pM+NhjmA7wpn2K+82Idhtx1ES93pnM8v6xV8m9nrcJBnGw7xq/q6DR3+GWdoTFe01jB0ReWbWpw+CR/aOz5xKo39lOfjCtGLup21ip9xcp8mF6s4kJXtdgLL/pMTC0+q47yKZ0fei1yzVmMq6MwpvGmDRwaT+e4mq5vN7qnsZJvNBYjNWfH4Fiv+DfNY37BULt25lSxovG0dqlTfKGxawuPp0Yb67h6wY7mjvY2OQyDfzsayx0ay5sJDi70UG/oO9XGPNJ3vdF9VJtiItb0MbemGPqpFeXftFbI4eqNWE0MF/OBxnyaznFjd902jVP81QkbPpO8CUf+yWN8ptcDMNJ4Rxt+yB3zc1orxIk/bsK6Ptkx2ubXVBv1Rh7LHRjT+XBWHYVjTtF3ykWc6OKNBG+i7+BY62gDc4rTGswveTzBMf5ai6fxNjYsXGjk8dRoY5tetxkXH/ln3RT7aR2lh1zml/3EL1zOqKNpbJ7TZ8KlmPTTvLCm2uBjPpV/09w5o47iYnxzStzFamK0UP/oO73/0rjqMJ1pLP5n2uy7Q3cwSDyBIOJOYpWkOxho6g9r1+CcwSU+O5xgSAQaTyed/hLUTRrJ/u53v/uZmxG/8Au/cPMVX/EVl9869A+q/AbUXV/f5Accv4v4lV/5lc/cEJMDR/Ta0WONLZw0Xo8feWwRxF8B2JlwK5cd/8I5oudt/sLZ4RFmfHbwLKZp7PGO5VP7o1j5YX+Wxmfg7GKkwxm1WJ05g88ZGuNxFhd+TfOGvvq7SFAnprW4OPFphwsc/dvCnexhnMVnV+P8kse2HTvLp9045VN8dvDOiJUYWe+mX2EsJmdwSZsdTa759Hyyx2PXL3FWI7wY9XuPO7UiLjB3LL92MPSNzxk4O5zooT7Q2DXrtFbEAd6uxmdgpCss3KZWnPJvghOGNc9rgh190mbHJz7EaeLP2ice7ddzRx4Xp10c+btTJ3DGpQ9H7fDRN7+OaHHdNg7tr88/9Hlcpjj6e/3hxtPkK/srTxymPMIJA69dg5U+O1i7GHh4LU1j9wh2DJfduWD8tNnhou+uNo3PJ1g7Jo/9/IlrN/6Z7xPT13aG7epTnM7gc4bG3phTJ/x0zo7l1w6GvunSfopXnKY4+tng7OaxOuFeEJ3PmOurJqff6M7xdZCjjxO9/dH+a/sz+IR3Bp+wng17BdHvFvlNwxe96EWXPR8/+ZM/+bL5DTNJ96TfEWqy8OnLvuzLLhcQHh/5/ciztD0LB/+zDKddXrv9+XIGj7M0WXF2fFt92sFJn5XX5PHKZ9I/HmfgTMe/rd+utmGe5deZfOI22edP+wlGfVafPJ5esIZ31n7lNcHc7T8Z864+uOzyOQPjLn5Hjz/buOB/BqczMFYu8HZst/+ZXMLa8eesvunSfoqrf9sUo367XFacM7DOwjgDJ99297icxecsnB2fzvInX87C2/FJ35XPLtZu/7M0WX3q8ZTbbn/jrn6dgTf15ZrLGThn+LPqM+V0Bo/G3uWz2z8e9mdhnaHPGVzCOIPPWfrEadX96OMzMBpzV5uzuMSjffyO7nf7Hx1v0v7UG90IFIRd53f7J0Y47Tt+ZK9v25F+t7U9C+c27CPH3ESx+dkR/+3Uze1+SN67Kj5N4LxjD7nR7R0Yfb7u677u8q6Md3CP/JOEnfhc+53Gu5i7/fE6g8sZPFYu13pNnufXpO/a5wzfzsTYxUqXXRwanYGxar3z+AwuZ2nzbMTZ0ba+Z/h1BgY+Z+GsWPn5X7k/w68wzvDjDKww7Hdst7+xz8AIJ6z2R33Tr+1o37V9GO3Xc0cfw9i1MNpP8fLnvyPOVJP67Wqy4qRzxyb7MzCMewZOGO0n/qxc4OyY/uuHbSZYu76sY+76s2Kd8fgs387ASZv2U//isotj/GcDxtn+PBt8StuzuOzi/HfVuDl0pj5nYcVtst/l0JjFveeTfVzaTzD0icsOThjhTbms/c/gs4MRl12Mu7Q49Ua3/9DrU8C+munTvL5OMTFfD+hrAtP/lOomrfFf8IIXXD61DGdi3Qz+zM/8zMtXT5900/euMeB82qd92uVmMP8m/w0ZtkTgF53hdHP6rnHvOu6rnZ/3eZ934QEPHxzZmmyOdfw2LHo8//nPv/SncXHD76Fawadvdt94tbltr5/c+/iP//hL/uEysY/7uI+7+PM//+f/3PrP3L7a6adf8JjOBfFd/ZlqQ4dP//RPf0aOKR8A9JF7tikObfnizRB4U6NPuTPVRu7TWLxgTHH44E2j3vSZ1hw85Iw5yr8pH/PYtlNvxFf/L/zCL7zEajqn1AKx9hNH9HlobVjzgg76PXr8/wC8sIU3zT9+iDm//LfniV/G1pdPn/iJn3jnzzutPtz2uJyzVslFek9irs8nfMIn3DbEoWNwPuVTPuXyDZ/d3LEO0Nh8n2iMOD60dk2Bz9TkznOf+9xnsCY5aOzP+IzPeIbCNP/4pFbQhV9TbdQI88DPYhz5BtUzDnz0gb5f8AVfcMnhad1qrVK/aMvHqX3qp37qM9chcCdGl2r7Th0VI3lnbk21wQOOay7XKNM8lm/qFt/U9h2N4cCQe9M8LnfN89bPSaz09WEL3y6k1cTqR2Oxms4HuUsbPvWBj6N8xAWOWgFjZ62SK2Jkf+S6euWMj/x73vOed8nhab3hE52td9Y+j6c56NoYntybYuhvrXrOc55z0djzicm7rkOnc5MP8pjG6s1UY/y7bptySQPXJozGUz78Mh9w2clj+urPpjVdXzknd/g0rVvlsDkxxcCFqed9bX8aL9qY260x0/lAX77t1FGxoYnrUTV0Oqf04w8+fsJk4pM+8vapp566vG7weIIjTq1V9uI+weGTWNGG1tM5Bcf43Z/a8UsthtXG16OGj2suecMvzyfWPaD0meDwY62j8mdicOiqHsvnHY2tLzDMUbgTo4VYyT0407qDCww2vR7lg760oe9UY7XCdZtrnEmsVx3dn3JvwPzcWR9WzB7P7gTW+2ovkQTADV0F3/OJEUxfDk+ToWQ0YWBMgwBHX0lRMoR91DfB45dtyscFEIOBj/3EaFLhz8ejOPrhQ2P+2NLmSNz0mU7Ya84t0jsay91ivjPhYITl8cRow5dwJhj1WTUuTp07shfb5vcUR3996evx1GCsfk1wYNB46ss6pjlJn538058ucsa2y6s5sfJ86GNj49AF9JRLOGJVDZtihbGrjRjx60itopsXNTb/YMc/zvBPNCz0LoAdtwYewaQDTVrvpn7BaY16aHzvalfO7MwLfOiw84IgfrBwsU1s1dhjGk9tt940Ll9ag6d8YOhL56k2fm+3/5fgcbVHXT6ST8XI3rZjOGRTbfTLlx1OtNV/R2N9cfHmxs58wEOcd/WlLRx1h05TPH6x9NnBoU/5fAE9+Icf+q8aT/joE48j+X8bXbUCxo7G+eU6G6+pidW6xkxwcBEnL25heTzR2NhdA+5oAwcHGG2OHTUxKpfhTE3fXY0bG6edeMNprcJrGic4eOTXFKc5BS+tPT5qxpc7Oz4Z380m+uzEG3f51zXtFCtt8Jpi4KI/PuE5dtToC2e33sCRM/bTNwxxL96urT22TYyu5lT3hCYY+tA2baaxyodwen6Uk34w7KcYjSlvyr+pX/XLr7CP7vGo3oR5FCM94MDo+VEc7V1TwEijCYY+8g8P/q18fFDF74D7x61+UcENX28ku1Z0c5zVfp3bcKbGn7SZ4qQJTvGb8vGhHXN8XYunWNf95ldN10iPn1t8bJJix4hnI96OEV4gd00STBNhHdsk2bUWVMlgm2p0lk80FvNdO0MbHNJlh48LoDNMDu9qc9Zc4M9ZGsu5ad6lq4XQtmvyb9cvGGf4xJddXWAUc7m8a+qFi/kdXvQ5I1Zn1BxcevG2o81OzF2EuBj57d/+7ct/m/Yfp93k9okI/+vAp42Orjv4HO1zm/87cV7xzqij8MR8N3doA8c835nrcHbrMZ92OOifnaFxc2qnVvzjP/7jJY//7M/+7PKCHZa64QL7CO7OnEqT9mdofIY2+JyB0/qyfhsgX4/sz9T4jFpx1loVzhEtrtsWp12N4Z6hjVidkcdps8spfa51O/K8PPZJsF07oxbT+Iw6uqttWojVGX513babP2dcK/GtuOfnZH+WxmK+qzEuPqV+hh1ZI+8ar7m5i1WtuGuchxyHwXavR+H40EefPn3I2Le1Ee8z8jhtdvIQlzPmAj9h7V4bw3GDcNdw2a01OJyhcTi7cxwOv3bzGM6jR4/stgyXu9YqN7n/6q/+6ua3fuu3LtfivgHxuZ/7uZdvhPlWhPqQ7eRvGPb47GqcTyvu9LFvE3ysbO9O8hUrd+Nt3r0zaYhgO2re3bD5L5ySdFIoXSjYPvKRj1yKCZzJRIaBy7/+679ebm70NZGjPmnvBSVtFDdcJglrokhO7/TgBm+yOJpY9MVD/2kxSGMLEU6wjsYcBm0yN42OYtT3n//5ny/vjLlZjctEm3/6p3+6YPh0W58OCv/I3s0wfHAQa/ocNfGFI//g0GZqNKY1szh2QXMUjy42OcOvicZ+wx2GTxK64Jwu1m460pjJmYk+MCws+MDw1aCpiZOYqRl8mmgj3uYnLPlnkZvMB33EmMYwJyZf6KOO9g7zJG/gVNPpw6+JT3DcWLbO0Ff+TfnQGJYFtvXqSRrh/ru/+7s3r33ta29+5md+5uKTPnxR1/n13d/93ZefgfCPeR9izUka79ZRsQ5v5w07c8qcULOmaxUe8s6n3s1x9WIaczkoXjhNDZ+/+Zu/ueRM68OEzz/8wz88Q2Gnjlp/xSsuk1qhZplXdBarI+u4T4+4sH7lK195+XaC/KOReuMTm1/xFV9x+dmZ7/iO77jE7UlaVUf5BGPnRoI12Bxnrv8m10prHXXdpk48yYdnArs8kHOw7Om7s47/+Z//+UUXtdS8Omo0MQ9sYuVF0NSqFa3hkzoq9+hiPe9r6hON09eeLpNrfrVZDn7wgx+8rFWuBR5a11cN6Wpe8Yt/faJqbfOQx3Bcc8HAZbpW6W8zJ8wpa8REYzmjrlun1JrpzSN+0Ua+wJlwoZ91QZ2gixo4wcGFT+LV18thHjW1mMaMPlNtYFgfvEaTe9MbCbTlk5jtmOsbJk7q1mSO669W0Mh6V8wcP2Iw5A2jy5G1ah3HHKexvMFlUivEydzER975FvrU5B9OrLX8KJZYVwPlMd8mFoa9HMbnqPHF9nd/93eX/tO5aa1Ss8Sd3n5GZzLH4Yj3+rphgoMDXcSLxjtrA7/UdPNqEit1y+aay1yYXkfCMMfpYcNpos1ZdVSMmlt8ml7zi5P5qT+NJ3U0jVtnrJ3T+ocP01/NmWqshtqa47De/OY33/zBH/zBzS/90i9drsOrkeav16YvfelLb771W7/1mZ+5WesofSba8EWs5I5xzIVJPYahdok5beTf1HwzWt3BRazE/Sybf0frFgYSy8IssSRGL1RuaXrvIf0I50ZPQb+3wy0nS0RJhdOUC2h9BRPWjuHBJ77RamKS0osknx6UCFO/JJQJgxM+O8Yn+ky5GFv/th0u8qWFdcoHBp8sZhW4CSfj72oMQ3zW4jbhok/62k/zD058FLmpxnRN4+kcx8X4+TXFoUU+wdoxfplT4jXVRj846s1OnPihDu7ECQYObmRM9Q2jWO3WUTFK36k+xZxf9HkIjjYf/vCHb/74j//4cmHiHXhrnYtwezcO3/ve914uXN75znde8vIhOdBahcvuWiWP5c5OrMRrXase4oM+10Yv6wy/8HqIxtcYPQ9LrHZMzdnNHdpUc3Z8ao7Thk4To4dY8+mINl7E+gS3N23e8Y53XPLWTVg5bP8nf/InN3/4h3948/rXv/7y0zwPmbPyhC9pM/GnPmdojA9tduvoqjH/JpY26sTRWK3jyTccYNh2DI4clHvTPOZXeezx1HAoj+FNrBpBYzGfzqk0lsfqxY7JY1xos6OxWME5MsevedMDBp2nOPyA4wVyN/imfslfGuOzY/pbY3Y0pm91a6oNH87QGE7XbTtc4OQTjaZxglPN4d8U5yyNjS93zK1prZArMLzGkzs7Rtt0hjsxcYZTrZhg6CM+cNStHW3K4ykGLuIkRuqEa+SJlWtitVuLxeaMOipW4gRrGu+06Jq/55N9dVQO7thZaxV9uuaf8in/5PJuDRQrGrHy6SgvN93lsRycYhjTfMIHBh89/6M/+qPL5nWlNz5cm1tf3fh1jf6GN7zh5t3vfvfNhz70oQvttY56PDUccNnRGIb+1b8dLjRWJ3CizZl26o1uk16AvHCSFNMglAC9G7jjMD6SfDpZBLLCJhDdlJhwMknoIrmngfQumR9t92krN7zxmxgO6StRp0aPkpNOEz76SO62KRf9xFqcdjQWJz4pOor/1OQ/jeFNccwpvsgb+uwYHmm8s0DLFwvZjsbFicYtQhPf+JFP/JvYqvHuRW8XC+I+neP60UTtwm1ac/SzycMpF3MTBzcPLGaT+V1M1Af60mbHpzCm9QYffshjfj10ndLnNa95zc1v/uZv3rz61a++vNHo3Wef6LBnuL385S+/ecUrXnHz13/915c5cjnxhD/0UHPkML8mhp/8a5tg1Ef+idPOHIdFWxrD2TG+wZpqY2wa80m92MGp3tjjNTXzaXetoqucKVYP5fL2t7/98mnun/3Zn7153/ved8GQw+Uz3173utfd/NzP/dzN7/zO7zxzkX0fPi3wOWOtkn/pPK1dYlwdxW1ac+Rd82G6jvOBNt4oE6uH1pxrvdOYNnTeMfWPP3Sa5jG/YFirPJ5qXKxoQ+uJGZ+uNFZLpxobe51XEy760EKc+MQ/6+jE9BMrGvNpqjGf1JtiPuFSvL0o98l5WNPcoQt9xHuKQQt1VLx3NOZH9QbO1PSlMU70nhifbGK9k8PGViNck9B4mn9w5B+/8JEDE4ORxlNtjMuPcofOEytOrk3cWNoxHPJrqg09xIjGUww+iA8ccZ9qQ1/6qDcwpvUGjmsTGvtQyBRHbeCPOT6tE7Sha3WUfxM++ohVtXgnVnyBY37u+KW/TQ5OcfhV/tFmWiv0Sx/7icZi1fyUfzs1kB7mlPyZaoPP+9///punn376mf/H5NhRo0XXSrjQR9x+/ud//uZVr3rVJRe06VsCXleKidebv/Zrv3bZG3Ndq3a0kbu0MQYuE4NRvZF/E6OFvFEjfNBGPd7x6zYO/+PxIPNXao8REfSOhBdFXjBxVlL56Hkvmvqov7Zt6wTovGPOc5LwktwnmH3lav16iElwTdvH5m0wnBMAWIojHnB8xN/5xqmd58xzXFYcxxRHXIzro/lrG2OsxU77uNiHqy9t7PHAh0/a6MOcy27DcU6S2yQoLqtfzqevPcsXnDPj0FeC4tBXQ67bxKt++ZVeq8Zw8qsx9bet+uhrnDDiK2cyN/Aby7G7NA6rfvLGwso3X8NY829t0+PbNMZV8RFzODSGdVv+pQ8etrUNHP3x4a9zvhKZNjik38pH27WNWIm3/IPha2T21/rRqGPwwvEYT+ddHGa+7nfdBh9t8yse2mXxoY/ckzv2rHGMtdq1Ns6bC/yCg4s5DiuLS1gwbLjkp3P4VGDxhRVv59vqAz8Mx8LAw+aY/LvWRjucVhzjpE2+m1M4advXGGtjbOeuNYZj6zhd5A4+3tgS7zjDiIv28bHXbjU/0+Ai0+Lhq5mf8zmf859wbtN49btxtFNH5W9zwXg2bfC41ia+2jivHX/ksbbXdbQ2zmXFEZbzNvqZn/DKmTg7z7TJHEvfVWNtaAxLvNWKcPTFI9/y1fG3ve1tFz1pCm+1OJoPfsLkxS9+8SUf5TWsLD6rNsajcbUYhnbXbTxnxkrj/DKGepPRR/t4Or/qe40RLm3gqKdqOm3wCke/+zSG01gw1B3zsnoRPxhp5lhc+ZXhK4ff9a53XTQ1H65/g7dY1Se/btMPF8dbH9IQ37ZwtOu8Y87D7qLZY3y0szHHbtOGb/lVG3PBXMeFvrbawFr10d+2znF+609jbeHQeG1zGwauPiniwpKu+LB88NgxGz7y+JM+6ZMuX6OkQWYcnJjjxqqOwhLz6zZpXD99jdHYxtSmOe58a97axliZPs7BhBX3tY6qN7ikb+MYy+P42K/60VidsNGZvtXAxl81dgxGXMLV16Ym8weGeprFw3j1cQ7f8LQp5vjgLf9W/e7Coc+17/JPe8f51Vjpx6+4OAajrTbijQut1dFyuH74xqlj/NIucz4MY6o3atfKF44xV4svXOfS2Jvn+qez87Z43KcxHO2s4/Dw6SvP8XEeRqZPXOjjuU3frvnXa4HrNumiT/raM8dojAtOcLqurR8+bfro61x8HcMFjrpeHS7mztffPtxrPny2wVKT8SjmxjSePjBWfeKST43lNUz9+BXv+KwY11y0cQwXusi/6o3521jawLGvzzUf54u3NuYm31b96J/BghH3juOindqlvxy3fq5+GYv/GazqUnPHC/33vOc9l2slPr3gBS/4T1zyZ8UxRhvsNLbe5a96wyftmLFxzjwPozbO8UnuqBfmFb78Y/o0lsfGYvbXdVR/8/z/Y+/efm1ZyvKPT/8DIzFGjbhQOcPenOWs7M1JMEiiURAjeGW80HujMTFem0gwxkQvQYFERcWAiCAIyPkoB0+wTYyiMV7oP/Bbn977uyyHc641uqq3rM1vvUnNHqO76qnnfd63qrp79BiTyT3ajBrjAkNhaYxLuHxXrMHaKjhVZ9SmNrBw6T2+fIJha7+fCBi1UQcPeNmpNo6rZ4xXL31g5UvHTnH0GwZt+E8fYwrfU/3ilB+2p3W0V/glRmJ+Wqc+8YFx6re2OMtjMTIemq/Vj4c6cYE14ugjjHz71m/91i1O6rF4hGffqHHH4YiVetbx0zrq0W7kUp32aZs2+Fw2j+qnPmuHE/16T5vm0WJNZ/0x7cPZdjzwh88wFFwqbnRrj0/9qBMPWPUNavRLHQVGddKn9/qBkalfnOrHPvqZA/k25t9Y5xQnLvmexrCMCT7JnzH/6JfpV1t9lBOOaa/eOI/KwfrRLv1GrFG/jtu2zrQ+1Cd/HD81x/FxvL6sd3gaB/RJw9rinGmjroKT94xPck9xfahv7Tw0RS/5mY8jljquebS5++67t/bqwqXLuI5rp359xgVufldHPeOKT0oa483SJwz7mge8jn/jGz6NaROGOhVtWD6q476En4bzf63kMW2td90/vr/F+t//eWdkEs/gsKBKBidSCpESsARMGNuE0KV6BUE7CdGk5JgBaDLQhugFWduCQNySr34EEhf9w+mkQ18FUZ24wFI3HO/V62IybmOd9uHCtKm9et7jU5J7jQt/HK+OevzKvMezvsKWVOrxKywJygcFHz45xtJVf5n2+PALV30YLLZp7HgY2uETF5je15dBCodfDTp1tFfwUT+O6jnOYCj8yfCDpzDH8clgOQYDJ2afPOST/uSMfhR1HGewe20bxsgHF/Xixicl04+24eRXOaoevop45QtOaVwdfWTwHMcl32HwCR/74dWPfos1HO8zfochBo6Lkz7U44Pj6aeOvka/9KfAyrTDRd30pQ3M+tFX/WgXRvwcb1HFv3gZnxl8eArTVsl3+2pLE+Y4rdJQP5X6Vg9vnOyDoQ6/9Gmf12Mdx/FQd8TRz6iferhUH5c00i9Nyj+vWblhqw/7YegLH/X1ER/H42IbH9tRG8ecKGhvv62bLHDUVS7TuH4c50caGxP8gVU/NMzXU23qRx1c1Ct3vNc3v/g91oGT2V+OalM7+qQTLmmYNrAz+zpuWx16qMenuOS7tvbpT/308toNbuMIt1NTj2lLezcT3SCU1/zXnuVTfvPZcbjF+ty1Ko3SZ5xH6dRx/eoDtwwf/VXHe4U2dMGreNMm/aoz4sAIy/5iBcNYLw9vNo/CoKE+M+2cW8gdvjnuRkBa45J+tbHvqtzCRVtYuPBJvzBwplGWT+owxxRt9cHo6Xh1YOCcqQdHoWHt+KNo37rAb7yZenBsFZxhpI19OMPIfzjFq/5h4BRGuslNFwC9r/64dUw7dfEctVFPX+ooccgnXJsvvGajxmO/fM5vXNXji74ZnLGO/frJvNeHQuP8HedRmGHkV5y1j49tfsHnt0JH/qfvmMfFSb8MhjLOJ3KGH77l4STeRaAL5eqXW7ZxcQyG93yrDhycmL75Jf/Uq84pjuOwGJ6Ow/EatvlGHa/tU/QRFxo5XvFeHRh0xCMucdaXY+GFZX/6xVlbMcVLe/GPr77C0bZ4OY4vDH3AwNk8aoubGz3Vga0erJEL/dQZfdd/fdqeapz+8QmDPvkbh7TGNxx1+IFzXLzHoTreK2lMH6/hlKPppw+F5cuoX9poD18p5tqki+1VfPhDC8WcDB8nW37bjr7DZfCq4732uLaO4ouXLRw+wznV2LH0SZvypi2/6qs6cLxmtmHYMsf5gRcr9+Bk+GUw+KS9OumVxuadYtjNA3W1y/ewbBsLjruGdvPBPOE9TOccY6zCoFGWTzRi5QONmf142VZHe/iZ/hwLy3tGGxqpC4PPcYaBj636aQFDjjL7a2/LYDSXbjuu/4Gvbn5dprH2fDOf6kPJL68d116JC/zT8aIebWCpp1+c0ib9bDP4jost0wff9R9nr8vBfMnncGCkc1y1K650CCNuaTz65VhxgK2fivr8oVO+V6c+vYehHt+85m8Ycr4Y2Y51YOhDm2zEcRxWc7HXfFL4Xl/2K1m6qBeGfjofwC39bNWhM81GLrjCsC0O/IGlrpx2PG20hQ1PGbFGjRsLsIq142mjrT5sRxu1yWdb1wmOwTpH43zSX1z7MEt/MB0b/eZXRosw6Jc2aYI7H3GKc3VOcfQRFnx8tIVBH69pw6/M/gxuXOHQ3D5cYKSvY82j6lymsXbxhUmH6hkD2um7Onznj3qnpj/Hw7DtZrn9/KpOfC7TxjG+46aowzfFazktdvjxF29tRvNen/rHw4dF6QMThj74leHnGLOFAVsdr+OiT+3hK50rqauO/tQJA554xtExdehqa3/awGDVEYssP22dB4utWKsDI57VP2K7fKMbsWvXrl285CUv2f4BlwX6H//xHy+++7u/e3OCeAKhHqcFOIcS0HFCc1wd4psgBdcnBD5ttdAzbYiZcGFIvJKY6CUTLsRU+rRLXwUAH9zCjos6+lBPMir6ffjDH771oy91tFfwCMP++NgPRzJ40gQvn1rwi09wHFfvdBIIB1bYNMHF7/XgAqunytThOz62jKZK+tknqejrhoH9iouv9MMHzzDyzfEGuH36UY/GMHBRqgOnWISBi8HCNwaDxn4XNPMpT/rZ57h+wrDVXhEvpi9+9WGLWLuQNIjU0Uah8YiDT37Bwedfrv82En1MQH4mhjZwMv3A0CeTP2lcLskVeSzm/FX6Z03qMj7xLW724VLc7ddX+QfDp1+0hqGv4kTn+rblc3njWBrH2T8bg6c/Zn/jKn3w0I96GZ+ciFugxZouxpZ69ZNP8Qmj9+rRhV90xsUYN1dkuKgXX23DsWV8Vw8Ww9dCkIaNA3zqWz3+wFDUgZFPYTQPqKM9LuqGY6uf9Mt3+QcPNzc56SNejC/lXxqLUcVxOHSRezjJP3zjDAcfXNQf+ejHe8VxTwibLzy56dNgWMZEdfCsT7h8TTt1cFFH8TVl/0DDXAMj/S7TBtapfurJGb7RxifU5SjN0w/vzH5FPTxh4MIf9Y0nXMJRR1Eno3P62lanOVDu+H8Hco9++mMw9KE9X+vfb3Dj7739p0Y3x23NY/fee++W32Gpj0c6289nxTyKh7VhnEfVUcKFgRcMWDjHrwtkdcwVjqnD6Aej3EsbdWB5rx+++1CERuKNjzyGo46+Tteqcqe+4KhjvnChbizwSbwYHMdhec3KKblOP6bOP/zDP2xf3XvUox61afrUpz71Rg5rzyf9sbDSFx/H8t3PGthnfeCX10oY4cBKF8cZDMVaVT9yp/xTR3v6ddwWDt/45b1CW+PTeGh9KZerw/deaw8HBrMfZ+1prK7xSePmG/X0oy6dYKSDb9+VC2mtfmafdgyGb4O84AUv2OZ6+xzTD0x15S+/m0dpZl4fx5Q6xaI+bcVKYY6rZ4zjylrz6MzKv/jZ4qHoD4Y65j7zqHnHuRLtyi3H9aMP7Uc+MHpPI+3h0IG+csd4qE55DJPZjwu+YsbksNzz9M4Tn/jEi6c85Slb3NVVLtNGO3zzrdjll/7M6eUfHHUq2ocvHqN++vMEDa3sNxbim37iqT2jEYyKvtUTb/mHk7FAlzhr17hSPyz7088+XOgrl2lpHDgfgMO0hWPLild86YMLHmLkZzWsDdY8Y2LUTz39jVxOcdSxjsPTr3+iNuZocdjIPMCHLs0XacMX86gtLl0LwVJHcYzhw68wyht10li8jAXnW6djDye8GX+1px9MRT/OtfBpjjC3461v7emiv7jAio96MOhhK5/543xLvPhERxwU9TJ8HIPB9KM4p7BPW37Zeo/DKQYfHAsrv8TIdYwx2ofKtIGlDqzT+TgMvqmDKwy5w8zHfIKT6YfVLwyFxuUSXdRz/VCMYMUbF37TOtNWHOS+tfs3f/M3t/NZa4Mx4Dzpnnvu2XSmN8M3ncMZ42Sf4/rqd13pD8+WNgwfnPnEbOEo6uUrXeSgMQ6DLvzDvX5s1bdPoU362S8G2stBJgfLw23H9T+44KQwOHGBx+Aozin4oYg7jdV1THt8tM9wgWEfXfhkHbfV7pGPfOT/yFExqoShnn7SL9/FrXynT+M8X3AaDUZ8YSjGNv/Ng82jYoAzHJzV85oPFfMa3BdgAABAAElEQVRopp/WO1hy2PzXXKueOuF4D0cO843xmSbaOze21il8UhcfdWDgZF8Gx3HFcZqIk9zx+vGPf/yN/NMufW0zPBS+w3AsLvrreigN01gdFh8Y4mSrDixzBN9oLWca4/iyxlUabzuv/2nceZ++1gexpi0cfJi2xcr7xsSoDZ/U0Z9zfu3LG3xvpnE+qccn5b777tv85rvzHMdGv/WT4RMGzulHF3Og8UkbfinhqCd38scWT3FSh/GLPrCsM+Z0cxuc7LJ5VHs4DK5+1HMOaJ7RXh6rx0c+n2qsbRqrh4sCyzi3r/WhsddY0HY0+ij1oT//s4a/5hHXdfjCsY825R+ctKm+9wocY8FcTyeYfNQPrnwrf0c+8LXl3ytf+cpNXzHVhr7mUccy+tenLcw0xsk+vuNMm8ZBGqurT/i4hQFHLOKIAxzjyZYe5q7yC598wz+Dr6jftSUOfh5GXzQy5uAcZfePzgU0TlvMJYBJyGCxdVFKlJJBF5yojF0SH45S0giCEwaB7CsvtVEHzmjawslKDkngpFfBceznVlwchyOIJn2TwGMf+9gNI85xGfnUR0mFk0C70OGXCaDF8LRO/G3Dsc2akPjigqmFrOP5FJ/aSqysAWeBlmDiZDE71S+M2sHK7/rhP40lrImkyUbdsc5lGPZpr7gozpzc6Sc+t9JYO33xy8RhoHSRTSc4+TIOOO3wrIRj8JuMnGw6AXKRkn5w4qN+NmpjnzomMwu9WOMhVulXHfVGi0ucTSZwxAqGsRUXdeOSf7BGDO/jTJP6a0JK4+qc4mhff9XpBo0xJd546bPjI4b2jtWP944bT3DMFy4kLR71o05xGrHCsWV8oY95gmkPJ40v00a9jsNRx2RMYycvjl27du1/1cFj5BJOfjkGiz/GuHGKi7GVX9UZcXDIL/sV842LAhqZRxtT+mTh3P/u/r9heJdfclhxUwsXuRyX6tRnWGnjff3Qx/iWM+YuGNpfhaFtOGMdfhmfTmIe85jH3PBbnfqyzeoDVjxp7AlT+dGHjvic1gnDNhxbBkt72sCiixOqOKtT7ngdPwv/teu5IeeMa3l/lZkTn/GMZ2w/+2DcnfpVX/bXlzbmYfNNMa/v6o39hVEdOE461FWcPDumHqsfxzLHq1M79fhnTHTSG5/aNj5PcWAx9eDAcEL3iEc8YvPN+cB4PLxt5/U/cQlHP3T+0Ic+tH29zVfcnvzkJ1d92+bXuFP7sOJi6yvh8JxTOFmljRLGyGfEgF2dMZ7G1ek5TvXiky/yNHx+mdPFy7ii73gSOfY34jR+80kOm2ucm8gb50vV0U4/9el97fyOvNhoj38c1WHVs18OPOEJT7j4vu/7vv+BXT/q8HmcRx0zr9uGnS4jH8eUcrR+5Z/xxuhd/nlfnVMcx/Rnv2Ietsa46DLfOHHWj/4uw9B+5OI9zrSllQtl57rWvXDUaSyc8hnrOM8yvj/60Y9uXJ71rGdt8dZen5dp41gY1aEJPvJGvx4oOa2T/9pn6igs360x+pV39C0Pau/YaDikT3XM6c63rMG4jOudtvk14nh9mjvWBDh8MxfLufiqfxnO6Dc+5mU5SBfnSeYc517xDkPd0U5x1DMuFLwe/ehH39BYO+3VGa0+YKWNOm7mGp+4dAF4WucyHHgZjeXf+HBL+qlTf/lVW/1kuNDXua15Qpy6WXkZRu1Gv+hKX0VfxoLrIfMpPlf5NWLAxUUxjszBcs95hfZXYWg34uQrTnLPeLCOy+Hm47GO9lk4tgyXPtjw3nk6bUaN9ROeOkx7fMNRR764eQVD7hnz9ae9vkYcx/zTX2ukf/xrTYBhvxuDPtR96UtfekNj/YZxiqMNPqy+xNp+MaJ3c+BY5yqc9vPLPEqjHlCAA7d+qrt1fv2PY+lXHRjmUGadUk71uwxnrMN347yHq+QOH6uDKzvFiQteMIxJOWeMO+acwrH026Oxc1qcGExjCw4O+b4dfOBP/dhWBw9j3JxsrhCvuGgWn1Oc/LK//KOxedQ5e+NKX9WxHfVJu/Z3g8tDHbQ1F9cPnLiMGNqGk1/mCec2cppvz3zmM/9HnctwtFVG/fjlPN08aB2vn7EOrNHCaB+uYkQX92GuXbv2v8Z4GKd+5TssXMQoDLFuLNRXfvXeNs54ddzW/GAcGFf6yf+4tA1rxMHTcXNN/romqo7j1am9bX2c6td9Dw818Onc8wF4TF9ibmzdd/3muzXYGnGqn3pZbXHJ+CRfrJ3mLPOoXK6ueuqMOPblt3odt3XOzx/XDpfV0Xa06sCvOE4P8TI+u3aoXfNO723x4HsY7g34/4Vyx889u753nlvb6oXRe+PRdQb+z3nOc7Z13BqhnetFnG6mcVxGv+hiPLm5DMP5qTzEWalv9TL7w7AvDPO6mOPQvTt1qxPWtuP6n/qwpal2inUcpjGaJrVZ3S7f6EbApKwQTFIib8BJhhzeQ9SEpBBVEE20M0Y0k5ILfgMGr70mSEQXCAFwgTxrcPhl8bFAG3x7zURC6y6QTXIzOBJbO/EyWdN51mhcnOi0N+Y0HgeUC9u9GHHXzklqNzLk4F7DBwZd4MifGTP48YHT+NiLI94mJLkLYyX/aMw3ZkzNjAdt+SN/6AJjRmNjW+4ZB3wS8xmjDywm92ZwLCRuiuAiXisawxAvsYcjZnsNH9rwB8aMvvqE4QQBHyecs37hYzHT3tw1Y82jYmWRnuWib/6YSy3+M/NN/OWw+Zg2Xt/K9OnkzQkKf5RxnmqfeDlpcOMHRxcL5xiNraE0nhmb+jc2G+fWhhVzstlNxpk1Rt9iDUe8+TZjfajgpNmcM5uD+nYRaEyK+WzuyIOMPnBmrDldjtDX3LHX5K25hsbOcc5dx/nvwsaHYFfpIJ8YH8VP7t/MmkflP8yVMa6fdDZ+ZubA5lHa4jIzpvCgLY3ljnE9M66MbTcazcniJOYzfGiCi3HOvxWNcTFX2OLSOsrncw2fLkJxwWvG+ATHObacPnfOHPuiBz5ym77KTN7Ie+d/SnPX2M+e1zjxDRf6zmrchS3f6DRjdOUbbcVpJlb8Ke/Mx/h03rSXk3Mu8dHemBjX0r1Y5vQVjfEQJ9aF/14O6sNwTsof40q5zNQRU8UNHU/I+yaC+PBFMe+ac69dvyk3a85vugbh18yco298aCTeMGbWPBitT3K413t9o50clDflzl4MuWfuM8aNSVrPmvY4MecnOO215hr5Yh6dwdCnfKKreRTmzLUrXcyj5j5zxez5FgzaWH9X51Hn/F3H7NW2+vnEPxrTZ8bMmzCMBTk9Mxbq130c5xSwZsx8QRc6K67rZ+dRWNaIlXmUxviYd2g8e84vj43xW82j52jmvE0OzmqsD76Y94wtc8U55xX0pIM1gSbOAV07Nt/bTy9Yts3V+aS9PFPo4Cay2DRXOI7P7PmA/syD1nFxV/aaec+cJV7Gwco8yq9TDfbyuar+8j+jvAp4ZX/B5bTkOieprurPBAtjdnGGKwkFFK+rTlyu6n/cL9lhGHSSYmZC0t4EAMtiyC8T3F7LpyZIOLMmyeHk1wwOf7LZRV57OUMfOZNv4Z67hUEfxUI2q41YNXDT51wO1YOhyD8YK9qMGtNnJv/woq9S7uG11/hD32I1O8ZbTPTPnxkcGHGBI+az1jwBsxzci1XuwTLfzMap3IFnvpnJY34oFmXjW5nhA6M8tl2ZRy3Oo76zfOhiTIi3HL4Vjj7/4i/+4uL3fu/3tv+UjYd2imNyGZ5v2jz72c+++JVf+ZXtRIRm59gRa5Wcyc7tt/rjtjkQRj6Ox895XczpZN6aXfM+9alPXbz+9a+/eOELX7g9tfe93/u953R/aZ1xrTon5peBHDWPipXSPIHPXpNzjXOxovE59pa3vOXiL//yL7evyl8WG7GTAzB/+Zd/+eK5z33u9g2Fm2FrY0zxyVhamUf1DY/R51Zj8zJeuNBHWZlH4Sh0NofOzKOe5HEzy9zxmte85uJFL3rRNq4u432zfWnMJ69nblaGH0bje1bjYo7LTA7jM2osh2fmLvGhiTGu/Z7xkCZtaROnlbXKXAHHGJudb/gFw5gwps4d4/nSFgY+dMFlBqe5xoc2xgFt4MzkjnVBO2XmvC2/6GLOoQ2smRzUnm+MXzPaaAuDX2FchiNHPZH8vve97+LP//zPL972trdtcRGfH/zBH9xuZGjnxownWF/72teCnrLWKrqIu+2MGQ+tVbMaN6b0z7+ZeVRb+vELD2Umd8RJ3tAcxsoYH9eqxhaee4w2ONl2PrqnfXX5o8CiMT57TVsay2PtZ/TVJww5k2+zN5aLt21jfK9P6vOLNqvzKH/kX3P6zHyDD39cV4nT7DkOnMa41zjNGpwx/4yLvUZjJX1mx7g4wbjZPHoONxq3ztBmxif9+MaFtvg4zzkHR+77Z+++xff5z3/+4g/+4A+2hx164MH87mEo132+LeMbFPKg8wSxwJ/97M/+7MU913/Cyk9E208flj7bm51/xKm1Sp8zsYIRT5rMzhWoO2/jb+NhdlxdJsP83c1L0DgtAALcJHBOQpxCacPJgn56fM/7kntFNG1N+CXdnv7HuiXSjCbhpA0svGax8mm2fXxsm6RXNE6bEXfmdbqsaqNv2qzoo20nGrM42vFlZQJJx1HjWT6wxtyZxYFhPBWvOO7d6j+/Zrlol097+z+tb5KGxWb5aB+nU/w97z3VofjKs09a/ZTAXsuHlflcn/lzxDwaRjrt9Wnks9cvF57Pe97ztjXOiYsTBQu9HPRkhk/ef/RHf/TirrvuunHBei6/I9Yq+XeENS6/Fhpfxl/+VC47fu6+ca0qt89tW73mG+9nMbQVK+1XNG6+MZfCOdf8RrS2br5+7nOf207kYXSOg5efAjBnOMH2RMutLF+OWqvicqt+rzpOD7FK56vq3Wp/8cFnJd760b5yq34vO57GnVdcVufcfXTJp1m/0qbtuX2f1qt9fE6Pn/M+H5q7en9O29M68aHRipV/4c1g8QOP1qoZDG1wMDZXueAj/1bHVTm8Eid+FW9+zRpfat92BosvN9PY03y+ov2mN71pm3t9rV5cH3H96/B+IseHYG58+HAXD9fUK0YbhteKzrjk1ywfGHFY1Xg1d/CIT5xm/aJxa9UsVvkXp1kutV+dR/mxOt/wAZ98m/UJF/Fe8UnfcHBZ9YtPYczGOz7GFIwVHHyOsHGtmsXjx6jPLA6M5psVbbSVO7YrOM2jt9Lahyh+msRPUbnu9jCJ957kNq/7NqCfIPH/bvzqhTnfLyJ88YtfvHjHO96xrQmuKc37ntZ2PeknMP1soJ8PZDjky6343Ex/GKsaw2j+i9PN+rzZsRFnFeu0n8NvdAu0gJpQGjinnZ77/ihnbxccPFoQz9XgtJ72ig8UxsQ4rbfn/ao+q+33cD2n7iof+ppolNV44bvKJ5+PwglvdosHXVb4pO9RGs/68mC0S58HA3sPpgXT16V8Umw+nrnRvae/c+uu5E19fC0w9OmG3+Me97jtRvcHP/jB7Qah9c4TQb4m6vftPM1t62R4rx3h194+r6p/O3GJ4+p8fLv59LXic+361+F9QOMk2tMkziecuzGc5K4b3b6d4Hd4zR8PReOLnFldr47yPS63Ax8cvh5NLh81ro7AOQLjqDgdxeVIjY/yDc5R/q1wOuVgnDnP9cSaJ7nd1HjnO9+5nTu4yfGI6ze5zbW+NeND9H5Syvkbne/Y8QoUk9ttDjzNneM9/79FHK/zVnu+XbSJR9tVv1bbH5XD/Alrxbfatp31b7V9/R6BM653NBox5bhzaefPHizzc4Af+chHtp+ieu9737s9te+Ym9auH69dP/f2jT7X4+Z9P1/jBrgb454cV/Tn4TQ3w5///Odv15x+tuRoG/04GnsvXmsdTqca78U6rX/ojW4X/BZpj+n7Zzt+n2fm6yoWeF/p8E+EPCU387tDhCKcT8zxUGZ+g0YS4+KH5J2o+OdwArE3QfChja9jSGpcZm6E0NiF6Wc/+9mLu+++exs8M7/R43eL/JMIX8Nwk8bv9Ow1Pik+veKPgQxrRhufemUG914MbXHxyRnf3HTCxVed9po4uUGouKk1+7tD8qbfl8Vj5vfS+uBI/omVyW5GGxrgIp8ZHB+UzJiTc0XOyGG89po48UlxU1DMZ4w+npBhbsbc6ndkL+vDN1DkDJ98QmoBmtWYP8a4OQyXmfyTN77elDZ96n8Z95vt096i6+vyL3/5y7d/bLTXL/lCH78faR6WwzN50zxqTqePBR6XPXyabzwVZW530iD/ZvhoT2NYLjTNX+fezHPzT/EPjMx9n/jEJ7Z5wgnM0572tBtPENwsNuOx/IJlLrc+zMyjNHbSFN7sbytq7x8sOWlbmUdpbM30D0/8vpy1/FyNR33KQWPU+jdjaeIJZuOp36mdeSLC+gCPGeMzPmlvHRcvcTJPiPlec1JMY4VPND7HPOXiBrafJfmhH/qh7UmSP/3TP93GEww/E+NpE1+vPHeMdqJv3TQmZ9dx/M3pLh6YcS5me40mxjiNzTc92bMXp7yTe9Y85zl7radwcMHJ2PLEzl6jifbiblx4Oujc+Jz2Zb0zRuWeNXxmHrVW8cW8bh6FM8OnWNm6ZrDW7DVrrrXFT0KYb2gjl/fyoSttxB2mc342g+Oci0/midm1ik9yz5zML/rsnbfMN/zBx/oiTjPXDcY4fzypBsc/TJTHM3OgfzBnTBrb4r3XJzERK+eS5hznbeE5tsecK/GL8WtGGxobD84pzBPmczhyyfj41V/91e1cwY1uOjpfeNKTnnTxC7/wC1tcjR8mRs65mie2nZN/3Dxhcs/6MDPG+cUH65VrIVjKXmtMaWdczv5+L218YIBDubOXizg5LzGPypmVn0OTf+LJ5PHMOX/ruJjLC77tnW/0b54wzuWy3Js5B6Qvf2js/E/ezIxNa5X8ow9evhnWOojrOSb3rFHGFE6uFWHM8DGX08U86tzEOf9eHPONWBmjzo3MozPxhqO4rjJ/wjKH7o05fZzTpkn/nPocbcc6uNCFb7QxroyLvda1r3NkPhnnezXmkzjJHXMEjeHstXLHNTBfrA8zGuv3Yx/72DZ34uG8ufmPbuY1/1DYz1CZ2z/wgQ9s50TGkXXAfTp569s61m5l/Keqxpfz7XvvvXf7mRNzgLbaWIscH22cR+kzq43xZA2Wf9aqmfkYhnNaY8va4vxk1tzT5Dd/nLsZn0fZ3J2uK3qXWIrg286atiZJ4s1c/Ok3LgYMDJPlrGmLi8UR7t7JqH4lBRy+zeqjHT6wbGdx8snAn7mIzCf900WSx2evPjBMkEeYgZLG8nDGtOMLrFkM/WqLi4l+5gQTBm3kC31mLiZgZDDyZzZvYMXHdmYxhKH/NLadtTF3VjUWq1WN5UyLfVrv9Y0exre5CwYf944pfWqj8GnvyUac9Y0DLnzzftb4RZuVebR44wJvlo928pdfszgu+rS30Ds5dEIymz/4wDIX4zNrfCpnZjG0o2/z6IrGfOEXXrM4+GjLL2XWYMg9GLMx17cczpe2M5xGjWf9out4XjHDw004c6ebMS6Onfg6yXbCuWfeoQU+4zozw0cbPtGHzWqj3RHzqFxZ1Xhz5AFf8JrNmyM1Fiu+rYwFvojTOI/uyZlRlzTuIrJje7b0gbPik/7GcbWn/+riobTe4TObx9ri0zxaH3u3cMzp4jV7zp9f5bD3s4bLrCb1qf/GOP9mzwGbt+CucIoPLuLlRsLHP/7x7QPxD3/4w9tNETfG3PTzIYEb3S7qT2+sG0Npna8zW/nHwpvB0IY+4sWvWX20jY/Xs0YXXFYNB36tmvGUX7Pa4NH8x79Z0384Mzdg9QuDNvKXbyt80hjOrBVvGq9w4RcerVWzfMSquXg23vrmCxzr3YpfNNZ+BUNb+qbNrF/apc9KzOEctVa1zqzoI16uod3vwM3NZg9neqjX1k9N+cDBtaB6HqzwIZEHfn344BzbPh/4KDiNHyZ0zuRmfOcvbpJfNobp23wj9rOWxvpYOR/AF58VLnzgl1I+z/p1WbtDb3TroAHX9rJOb7VPADhLQI6vWIMF5qxpa9DCWjG+lMSzg047fGCt+oSLSXY1QekCZ4XPyqQ4xoQuDbpZPtrRBNZsnHCCQ2OTI6wZ039jYXYyql8az2oShm1+4TWrDwxlNY/1v5o7aXyEPvyBI+4r2sAxrmYxxMniqRxxo9sNQpxm+WhX3rRI4zhjtFXgzRo+/OHXbB57stNJi29HuOntxuDMje40Hdcq+zr52eMjn+gS5p62Y91ymDYrOmu7mjvx4tOqX3KPris+0WaVB59o21o1i8ePMVZptWfbE+WeanRy7aaLD272Gh/4ZGyuGp8UNqsNLjBW51EaG1f8sl0xvlRmcfLLdsW0b76YxUkbGq+MqXBWNE5XPvFtNm+0S+PVXNbeGF/RBh8+pfGsXzjgshpzuYLDik8waNP5ifez1hjHZ1YbmjTfrPilbVi09o1iT/r51pdvbPkQ0fzqZ0qe/vSnbzdC3Gi4bK3ny6w/aVn++gBgBct4WF2rGlO4eT1r/OCXc62Z8y39wihWl2m/h1vx1mY2d+gBh8Yrccon+sxqnDbmG5xWDB88Zrnou3gfpQ2/Zvngom0Ys7HSToFj3pnFoc9szmk7Gh40hjfLR7sj9MEBF/m34l8a2876lEatVTi50W1u9y1IT4y70Y2vOm5w+/DSNyJ/5Ed+ZLvJ3TcrPKXuZri63Tgf8X178Vam/9aq2TzWBz3SeBYHBj7mm1V9cViN91XaHXqjm6OSEuFVp68ifGf/fy/SNL6j84OXEXe0ffC0hXwnfx9cfUO/o3NKHLu1zlngfXXfkxC+YnfH7ijwUFTAeZsPbXyYOvtU5EPR7zucv74UsNbJ5Ttr3oMXV9pa+9L5wevpoYXsJgdNfP3/rW996/a0n5/RcY7gmJvbL3vZy7bf4X7Oc57z0HLu65CtPGZtvw5d/Jq7RFtjQrljD44CNK48OD3cQZW/vp1jPvehpRvWnuZ2o9iDjH6yyPzuZ01e8YpXbD/h4aGR0ayZrZvj/juv71egHG57pC6H3uh2geR3VXpCaPbTVp90aOsp4dWLLjcfJCLMWdPWBeBlXyPYg4kHn/jmxGfGtPVTLDTm26w+6YuT1yvWVx9WNF59Wjn+9EjjWT788dSFSWmFl/5xofFsnOSJ+BxxAwLGEScc8bGdzWO60NgnkyvjSv/F6AiNV8cCDvjInVlt5A0c43sWo/EQ1uxY0L+2zTWzfMI5Igdh4KSs8Enj2TzWt7HtN9dwWsk/izuN823WLxyMcXgrNq5Vs7mj/yNyB05a47Vi5hpzz4pPYrSqLx/EqrVqNt5yd4zVrDa49Nu0sz8Xxwd86LMaJ+3TZDZWaWNczWLQMxyxmh3jnbynzSxOfOBYY1YsDivaaAtnVWM45fFs7oTh3NiTs7M45XF8VjQWJ3POisb4jBo3LvbywqEcnuWTNtY8MTc2Zg2XxsMshnbiVP7NakNfXNisNr7Cft999128613v2m6G+J1auNeu/+ayb3y98pWv3G6E+Br7OcYv7Vcsn2DNaqN/cT5irYrPSt7wAxc+KTOmfzlsXl7hou8jcgcHvvBrJU5yN5zZ3NE/HGNqFoMucJxLuOHHr1kr3mK1qg1/VuYt/YtV2szy0U6BI16zODSVx9qL2QqOsdlaNYuj3RH68EXOiJfXs4YPn/i21ycPL/nfD37S7/3vf//2G+ZucJvnHXP/ws9Pucl91113XTzhCU/Yfpe8+5+XcRbr8m8vn/BocsQ8Omo8OwfygU/42K6Yb0R7ols+z/K5qv+1VfQElaOCb1GXXLOTJPG0bTE76eastzAUSSUIK8Jpi8vKzSuk6eMmBN9wmzEYFg8a+1BhVuOSHN4sBv5pTB86zfilTQN3RpOxDX/KvdkJUs6wcnDE3/M6jfk2qzFt4rGqkfbd6J6JU743HvCa1ViMzBXaz95YwWfMndkxPmo860/aNMbpPIvFD7GShzBmY6WtAk+ZwdEGhhjxbQYjbXAwT7BZHO1gyD14swYHBr9mtdE3TSzMcVrhc8Raxaduqs1yya98WokVbWmM1wqOHKQ1nFnTfye9KzE3NmnMZn3Sli+raxU/8HGCuKKNtr5yiY8yY7SAU97MYNSGT2LOZjXWvnkUxgqO3Fvxq3yBsZLHacyv1vI027uVO2xlLDQuzV1H4KxorH/a9jNSXs+aPF7RuHzjj+sG3MrnvZy0xYfGtrMGx9imi9czxi9trXmra2djYSVO+DTG8fJ+xoq3trNx8s/7Pv3pT1+8/e1v3/55npshbvJ5yu8pT3nKxU/+5E9uc8g5/povcDqn7s38pTGDM6uN9rjIHRrP6qOtWDGvZ40f/Cp/ZnD07/qDLrP+1C+M5vdZrGJN45U46R8f2sCcMRj0Md+s5A0/3KOwTtnO+lW8bWcx6JA2rVUz2mhD1zBm4w2HL3DEasWvbnSvYGg7zqOzfmmXPrP5Rxs4R6xV/Apnrz7mb/8E9Qtf+MLFe97znu0fpPvw0rm2tc/PjPgnto973OMuXvziF283ue2/yvRvPK3mDl2PmkdpA2s2Vvm0Mt+kl7WStvSZ5RPW6fYbrk/Qa49+nSCCUwiwN7FGqKNwTLLxaDv2c87ruKg7OwFo24XJ7aBNPqVJWzz32hF+haHvFY1Hv2Z9CgOXlVg9GDgr2txuGtOXRisawzjCrzFWKxofgQOD2a5w8c8xfN3qzW9+8/YfnV/96ldvuDN/XKzjMjum8iffVvwq3qt5gwusFb/CiMuKPkf4lb70XuECR8mvmZwp5qsa+/27N7zhDdvJpH+S+LSnPW2Wzo25YsWv4oTESh6PGsOaiVfxPiJW+bWiTT4dpc0KzqjNapzwWNH4r//6ry++/OUvX7ztbW+7+PEf//GLF77whSCn7EiNIzCTe9qOGq/mTXgrODDK49WY59sKTlxWfSrmKzgjBp1gzRgcfsVlFud21CZdzvXJE39f+tKXLn7/93//4p3vfOd2M8RPmVmnlJ/5mZ+5eMxjHrPdFDn3pqG5wjkbDv6R2ete97qZMG1tvh40vsz5I/xqPMBfGeNH4MBgtqtcwml8bsA7/+TTCkY88m3Fr+K9gjHyWfHrKG3wOcKv9IXHr1k7yq8jcEaMVb/O1Vi9f/mXf9l+ksTvbr/pTW+6+Ld/+7dtHz6eOPYh+kte8pLt97f9o0k3u90sdmP2nJwa/ZqNVRjpMoujPZ9r39b+PTbyWRmfxQmPWS5X8Z77yO8KNETdEHFX3h1+tkIYHuGOwFgJgP5xEdAVHO2P0MRvvv3Xf/3XjU+kZz8dP4IPf46I0ybMAX8adCs50z+I8LMaPa05Sw2fFS71W6x6/1Df+m0r+spln4L6FO9rbUdqvJKHzTfGldez+YMDDDqbl1dslYu+8wuvI+bRFYy0aO7q/d5t+jrRwWc2VvqNywrGXv5X1V/J31PM/Drdv+c9DOcVR+XxEbmzh/9ldRuf1u+VmB8RK9r6bVl5rHgCa9bwWbURw+sZfbSRN0fkXxrza5aLtta78nj2vA3OqI/3KzbjT/1piwuNV/yBt6oxDjD+/d//fTufkMOrnFZzJ5+MqVU7QuMjMPjhnMIc6ubtrNGm/FnJQTj8WtEYxh5zM9s/7/3Qhz60/VOyj3/849s/KPN0nK+w+w1u/4zMPyXzpFpP4J3bBz3ME8qKHakxrNth3aTHql/OI/yTbHlM62/8xm+clnnMnXjNgGkrj/FZHQ9xmsXRjkYr57Q4uJbuH975xtiswVKOyL/VORCPVYx0KN69n9l68piJ2c2eKL4Vdn6tzKP1wa+V3IFzBEY4V40DffjfNF/96le3+fyjH/3o9nCYnyfx9Lbj5obv/M7v3J7YftSjHnXxzGc+c7vB7SdK6L1HryM1TuvZbVxW4wRHuUrjc/n953/+56Y3PY84dxv7XT/7GtBMjE7kJQ6yexJggNlEI5xFCMbK5IaPk7EVDNz4psz6FIaB00nPTGI48aGv3woy+Hz9auZkHg9Y2uIxg1HMxEn7/Gr/nu14QreCU5zCmNHYSaxi4D384Q+/8aHNHn/UlcP8knvKjMZNIl1YzGDEe9T43KdLajtu5Q6dYcxOcBZnH9b478U+FZ290Z3G+In1zDhP4/RZ0Zg2lVWNzV2zutCjMe5kM9/s32v0wcWYmtF37K/xuTKP8gWnlTjhRB9+wZmZJ2AYl+YKC/MRaxWM5i74e41P2Yo+NIYVl1l9yh3tZ2MOo1jRe8Vup3nUWKBzY2pGY7rQBxZ9Z2NuHDi5l8dO3m33Gh5Kc80sF/3yBxYzj85aebMyxvGAgxOc4rWHk9hq5+YKrWk0q08a285i4J6+M3k3+p7GnmyaxTpCYzzoet99923/w6b1aoZTGjeuRn/3vMYHr9m5r77wkTceIJqNOR7mv3Ix7D1bPBRrnnHJrxl99UmbuMyMqXjDUVY0po3CzvHJk9yf+9znLn7rt37rwjfnfMXdDZFv//Zvv3jBC15w8apXvWp7kntmHk0TNwiVFZO/jL5wZ2NFGxqHM8MJRnzk8GweNzbjMpM7fPmP//iPLY/xWLnRzSec2Dm5c5l22sNZ1RhOOvNrRpv4mW+M8VkMPFxDGyuuQVZudJu3+LYyxvmF0xHzKIyV9W7UeHUsuIZubLtenB3jck8OrmosTvRp/c3XPVsYYl7+zfqkz9a8y+Yb/vrA8mMf+9iFb9K88Y1v3O5JuDdhrXVv4tq1axcvetGLtvn8Gc94xjbHz2qkP3xm2/MHhjxmK7mjfVzgzGjcfBOfrhdh77V//dd/3eY/1x9wLovXXszqH3qj2w3Yf/7nf96+yuXTbDdhPRHrH8MILFFMfBbvhCGuOhyT1CZEdTxdZADD8MmJrw2oq51jBiU8ZiJ2QtHvxDiGi5tpfjcNvgJHH4qBiId6o8Fx3CSmjuIJEX2q/x3f8R03nkDFWR9O+vIHJ5ONYwLmvWTii69BwMPFp/z6UqfEtfAybRQYeISjj7/927/dit+BczL1yEc+cvukCWf6uJCioX4Y3SWM/jILj4HMr3h+8zd/89aPuvoRAxj5pS0e+GhDY33Rj8b2i9HDHvaw7bhYaM93fTH84PPf8fjSFUbmBj48hTlO4zHmOPBZftCKhvQzaeGEi2M0tuWHok76wqaPeOnLfm19uifeeMch/dQRS/3hw+RfGndSoD3OBm/5ROPyCxfHxSqNYTte3PWBA5/0STM57KSseMs/OosFPRU+iVU3SemnHyfj+lKnm8tiwcRJzEeN9QGLlmmGi3p40dXYpo162uqLhvlED8dw1i8cnI0FsaCT/Yw+zPs0xoulMS7wGA6waAxXDIzPxh9N8l39+sFXXUUdxVjAWz++nsQ3eqtDOzj6CkM9/YiX12KQX+riDYe+NGLimV/pI076UeinnX9+ITfo7MJJHXzEQzt89AWP4YQDv2y9d1xdueT3IY1LOjnZrI4+9AdPG77yBxd1HEtjH6zB54t/WicG+NCu/NvIPPAH38YofHXEm/9wxYk2NNSv4/UXjva44MRXdeSL8ek9n/CBodBP0cdo6asOTcLhG62NBXzlKC5yiTbiCI82/C2P68c8Ko/vu35jBQYu9OUXbWDB0Z/CYPGruMMSKwUOX3ExFmCoW3tYo+nHcYV2ijg1VnFqHi1vYHTclib6SeP0M87FNl30hTMc5XQehQGr+RJOc6BzAmMhfWigbxjiCI/Rl2bjXEFjRSxstTFO9SNHtS9WMDO8008dvqjnZm5xlM9yA5Zj6QyjmNMln2AoMOpLHjueNjCMW8crjuNCQ/v4S1/+qMvf4j7Waa7Qhq8wzH+4wZC/MOQOfYzLxmc66EddGjD68l89rxkOcMSJHzg4Tht9al+Oeq1/Ns6jYqIOzrSELeb4yk9t1KEPrhl8eaNf5ngayyH2bd/2bdtxGrFy6zR3iqtxAMfY1iedxEl7vuGmLb7mJj6xYs6vfOQLn2iEN38cH+s41vgbceQg3xmfjAf9iYmvyJrbxRWftGkurn/90UgdxxRzDu7yAoZ+5Jg2OCqOZ/pwnO9e46o/PGiJI3/EQcxppw7dRoNRHe3Uad2kkTiVO/ji15hRF7+KXMVF0U+5rG8Y5j9+qa8vx2Fk2qmHu7g7Vpw8ieW9uPrHf46nH/xRG3jhwKKdOuJDa6/ljvzku37tlxflDT/llvY0klvxESuY/DGm4KjDJ/WMu9HCUAeu/tUpXulizuAXfcpjdRkMOZN+cMybNDQm+IuHtUo/MPgkVmlsH1+tsV4r8ldfuHz+85/f8D0IIkdpA1df+e4103bMURj6cs4vLvwQp+ZiuvLFuIJRwZVf+lGHhvxS1DXf8EssFPqqg3exwkd/juvPfm2NhfKi8wrxyuSW8w7n0O9+97sv/u7v/m77h5N8c07+0pe+dPutVq9bE4wN+PHGhXa0Thtb2vArPnxXT44p4kZfvJlj5an3OIi5Ovpi+uCP8wGmrX+apg7f9TvGKY1xKHdwV/iBAx3lH/2NX/3CEEv9qcvEFIYcZfZrX5y0o60yzqPyvHGhnfyLC/44wuG/8Wmf4+UODRyjHz76qehHfe/pAsc8oT6+jo85mk90zrRPP/v0Iz7Oq71mNKaPki9yh+Gv/+YSePTTVm4VM+dtYoQPbvQr5nKawXGsOHivH3zECSYMY9z4VJfx2zElDHHApblNHRrhpK046geGeo5pTyMYCoMjHurwxXEa4+V910N4aQMjn2nD5K84qpM2/KExPa0xjqmnqKMYw6PJYzrDopk4No/aihN9+ZY2/MInbfKNhl7jaJ7Ax5gwT+BCI1zUwaUcjI/9+sKFNuWW/ozP5mI5OOoX1ogjr/gGx3FcnY/qQ/zwcVyhF7/lRPrapotcVgeOGPEN93IYVnX0A6cxjhOu+NgyfcGBQR849OWXfhX7e22rLV3g8EGs6Ksva2cczKt8EitcaDeOTf2XfzDVcVwumyu0tVbhD/8Tn/jEdp+Sdh/5yEc2Xnj7qSi/uy3PPL3NB6+1wdOYgNU8gA/O5U764CBGcsM+he/0UeCKA79tHRcLedwY1x4ODKaOtuUx/WjruJKu5lkY3jMccaal1/bzh7/O+fkif807fNQnLvKUX+qLjdI84HXzBL/kEL6dA8Jh+jCmHM9w0Z9+WTlKW7iOxb02q9tDb3QjR6AmL6IqCYxsxwQtAYmiXgJznEBEJh7BJTERtPNeImuv1Fb79o0YJgBtcWvxlAgw9DMaDHXYWKeBpb7+CqQAOlZy6l/7MMJRR9EnLk02W0fX//ArLvkAE04J4b0JQKIbvJKVFvzCSd0SlM6MP8poJTA++ONDLwkWb+8dH+OUzrBwTD946jlu4MKQzPbBzy/9iGf+wImvvjLcYeHDqlPM7aMFDpm+YCj46KdikVG3OrZpXO7FV998x1sfXsMzoWTqOK4wXPVlskk/deJDf33ax6fiwR91Rl/gwGPa6CMc9bzmTxiO40hj+ip8Kj/h0E/f6vBbHTj1ow5sfsLTL6PJiKMtjPhor05aaldOwNNPubABXv+jLr7qKeqlQ9zUHet4D4fPfM+0wxkfbfHhp3rK6Lc2+DBzSXFSJ/3g2M/H4gRzrKM9HPsVcxvjRxrjRUfcipM69DnVGIaYMxj6MsbTGBeczBfqpbHj+sBFKf96zyd42ro4ESdttM937eMcxhjz0SdtGytX6bc58cAfY5xvxQGf/OIjv+DpT738UofhM3IVX3zLP9y0VfiuP/XDfoDGtrFfH2ysExbf0k8/6uA7aoxrsXRc/44rNAwDJi7wWDmqDssvvJn+1NFObjDxcYJYnPSX71uFB/4UD2/xqQ5Mpk9+j/Monuoy9fDJvHcsXfDBQXt9yUF18FHHa4Xxhz69h6N9WPqFwWrnuHjFR/sRQ111+JEGjS1YuNnf+A1XO3wu0684ic94XnJZnPRRnGDSFx8Y+ZnGjjO+OI5XfNreX+N+/9VR4PEZV/1ZP5n2jtNH++LQSa99+laHxvg3Z9WPrTowFCYf+KSfxgT9FNz5CMt7GuHG7NOXOuXMuN45rq/ira36NC7u6cfnDJfGin145lec1S9e6tDGPnheM33ENT+ab9KIv83X2pU3+URjGK31NFZHX2nsOM7GZzqoU8ElnPqyjy80YulQv+1LP7hhi1P6wIhzGvJN3HHSpjrjPMpvx8bcSmNcFGM739KPz6PBoDNd6KevtG2rr8631CtvbLVX6HOqH39g8M9x/OKLj+OOZfrhN230k98wvE9j++GpX51Tv8Yc1Fca4wBHff3oL2z7yj37aKcf5j0cdfAurvpRLxx14ptf9hVvOGk85nIa60+hbf3A0UYfYxzS17Y48A2n2jiWxmG7mZPxQx1+eY2n13JC/eJFF37Z8gHf8Zy/2KjjGBz9ep3ldxhwRhs1hoMXjfAoR6vjOF0zx/ltC19bdRRmLKQLXoqfKHFTytPbnv5zQ0Isn/zkJ2/frLV1nlVOigltzAHq8VFf7cctn/SFN7OvejjTitbxUad9eGeN396nH59g4qA+jXGyr/wbNe41HHWUtLEt3vbLI/XpYz88+/Q16g2LD+GoQw/1mmurQx/cGa78bh7V54gDY8wd8Wws6Ks8p203guyjn3r1lY9yNL/SGE4GP/3s42O5A4t5zy9jARZfaMPCzi/76KcvdfimeK3OOJ5ojIu6fOCTOm48ZaM26qujjfP1zP76gYMrfWExfB1vvnFcGc/50wZPGMxWDooHU0dfCkx+4iKe6UA/x+HYl4WZNnGB43VxVx/GqHEY8BozXqexvvBQ4JQX2pU7/MdBGcclnNraGuv5rS+vywkYmf1yi8b6PNVYPX6Zr4sDHHzwzeDoRx4yOOrQ0DFcvYaRzvmdvraO5xeN049P8lefeKbfWMfrjP/8kh9w4dQeFg3wydIPhtcKX2zHMd6YsmWO80M/uI95E7YtLvwa+eiftt1gdu/MjVk3us3n9uPpwwwfUD73uc/dHh7woYyb0TBxc1MXb3XpM8YUP/3wmQaO8Sv9HNd2zD2ciqfjSrnDV8YPGJ3zw0ib8sLxsY52eMBKZ7Fk5eDIF1789Ftdbcs/x8uvrku9b7zor7Zey4tyVB37bDN44ogPo1mc+ayUn7VZ3d6vwCrKA+05X0E8azHjIGH71CIBJVLCSBh1JAJxSix1FQFwrADZJzhESzhB1r9+BCARYROYERe2OjCYraSpjrbaqKOu917jqi/1Ow7Pe0X7MLyvHQw+2WcRy2c+KXFx3Ht1+Oa9og8DzuD0qY3XEh4HyVHy2ecYk3R80t5xW/qpk0/206ibiOqkHy1rqw94rEGJM5/wVc9AaLCokz5h8Nmi2XvHcRHPDD8YnajTjz/q1o+cgcFs9YULHPUYjDEO2sIpVt6LI060hlHeed3CgV984XqvD/rRTj+08aljnNSBpY7+9GVfJy/q4YpzfOzDBRbThu/15736Lj7iQ3vH5QQuOLcAjXXiAkO9NFaHlVujxk5cGlPq1b/c4Je+1KEVDWy1zyf90L9YeQ9He/X06TgftImLenzSB43CoY0Tu/SBww91tIXlff6fagNHESd8GR7aa6c+n3CRe+W6/eqkMQzt8YkzX3DGSf1yCSeLKLNP/jmuvr74Ynx2HB91+F7eq4dP/Y11HMPHMX7pj+GiP+97KpxfYoizNvoYcwcPseI3XP3zR7teaysGjqvPF3XSRt+wjfHipC394OgTL6/lVhdo9OCXD+/ih2v+aKMv7dQbMYql+nDUKS629qeddunHd9zEXj+O2WqDb3HgD03KB3ja6Uc99XGDh4sTk3znL3yF0U17fjN9pg1MBs8Yz/e0Gf3CCQa/WHVw0J55HY84wtAnDvbBwYmd+kUnJk7lqDbq0QaO90p5k1/pqp7XciSuMMNwDHcY+qCx13jZ8kFbfamLE72al+CUo15rw8yz+a6tOPBdnOAwOVrujHHSt4ILf8Isb9S1TxHXMGDCTmPHR06Ot08dfoQpBvgaW9WB7bj3ciEs3LxOG/7T0Hs46mcw8tl+ffCpC2T7tFfKTfW9H2OefvpJHxcC5ajj+hdv7e3no/MBXL3nizr2w2Di2Ni0Dz7OtPGaaUNj55H4imf9lINwGp/apautmKgPo/MT7cZxx3cc+ayP+KWNLVz6weFTOox17IMFR19h0QQXx73mE17ew0sb86j2YZsHymPtcKZPOUxLua4fZr86zcfhw6wOP/QfDvzWF+M4/cKAC4c+47hLY/7rF546tLWlkTr2q5NfjrmQ9J7h63iaOO5160zY6vFBwZnfzSnqyEE4jjU+ykX7TrXRN7/47DgLJ23g0Fg/+lOfT/aVe/iIN95MGzjq4Nxr+RlfdehsvWP5pY9yUJ00ThtbHGgjb1ga48z4E566Xst/x9X13n56iSfedHI8fLGBX124jqkDy378vVcvTu0f9XG8c3k4+oVhqx9F3PIHRpqlMS1G896xNMbfa77Q2BqcxvrCFa7CZ3OgeKjjuP7xcVzMipP4eNLx13/91y/uu/6NK/+kDLdr165dPP3pT7/4uZ/7ue21p4rdOFHfQ0h0FkfxHMcMbDz1Gx9cRt8bf/xL43K0uBUHmhRj/TG49Ehj73EWv/pRL/1GjXsdTnXowycY/IEZRj7pQyxp17qJG1/xhaGufeKkrmO2DLYY4A4fV343j9oHg3646A+OfcUrjuIAt+LcuDGuDh7a48JgylG8GQ74ND7Vky845bv2NA4rfvXDN/GDURt8cJUXjL581lc+weSX9c4WThqrk0/6gZsPMGihpI2+fAADRz19iYUCR87QN6z0wwEGLO1cw8BQjzb2n65VcMrB6sDDUVuY5QXf4fOLPnzM8GKNA7HBu1zURxrbpy9cGK7p0TyYxuWgfvPfsfrDddQmnYsdjnxIX3WZWPJLvziLg6KdAme8HtIPDH7hrp3XnfOLWdqMazCccT5Rhy62+Q23cYMvfNhex4d24sHSL42rr458NyaqI05e15fXzevwR/3giG35UN9xUV9pbnQ8PsWg3HGMn/h4TeP0C1fb8Xzee/jF2pPLfmpK8eSwX0agEz395vZTn/rU7X8qvOxlL9s46Uus3Rjv2z705zMdaNCHJPppfBZP+aBuPLzme7njNYw0zi++89V72pXD4ZR/Yx2xci7OtIOBRxrDKQfTCw9YNFaPpjBhqW+f98VLe0U/dGN8hqNobz/MckKdckJdfTNb/fRajLRj9tNOX0faN1zv9P7eD0CVABLKf6H2dfkWDgM34gIg6GO3nDPw1CmJTRS+uiCZeqQeRe1g2IYhYYgcRoEj4Be/+MVtIrdowNKHog4e+gsHPi6Ow3JcEQSfAgmon2SpL3W018+I4TgMWwYDZ1+TEHgnqQalJFcnXxxjYcUjHPsN0E9+8pMXb3jDGy5+6Zd+aXuiwEKmLouzLbOfPk049ulHrHwdSFIpXVCpqx8+wYiLdnjwWRn1o7EBaTE0cVRvrAMHtlK8YdJPOf3pEhj5jUcaxydtYDF98cskJl644GQilX/aKTfT2HH9fOUrX7kxwfnHMvLvVD919cnySx2vmX7ksK9u4aDgVH7V1800VkfOmWzkHww3LfVTvGkHQ8kcO9VPvfGnS3zFBM6o3+m4gqPQj+Fj8rP4KsaU3BFz9U7jrQ09wvA6v10U8EnxdaF+rmbUT91TjU/nEjq7sFCXz+NXlS/TBn5x8lodGMYDn3DFpRxVJ33VzexP4+o43leVTex95XnUT1+4Kto1nhpT/BVvfCywfpqoeQI3ph8FBoOj6KfXYqm94mu2fHrsYx+7YanD5Hox897+U7/VwdkYd3NCDuODi4IHDNssnOrQz3ELcPqM86h68dBfljZ05iucxic8Y6HxrQ4M9crjy3DUUYq5MSH/5HDjCoZ+9JfGOPJLnfqBYXybk/sKt7m4HFU/HG0yfuFbzPmiry984Qvbmmkutj44PmqjXnxgh1Edx+mrjv7Eq77sS78w8HF8rKMd/Ywp8WpOp7Pc0FbhOwsLh/jYHw4MT8HRx3wBh4URnn18glMe26cfT19Y75797Gdv4+Hee+/d+lJfP+kXF+3KY3j2q6OIFXwXvuNadRon2Eo4MMOQMwyuMQ6P74zGl+UfHrCYduZRPyPgA2tcWodhOa6E4/WpNh03Z3VhJfdcbBqfmX7Cs+8Uxz79wPGPeJwjyT1zBZ9O9YPF4IzzKP3Eytzl4kBbMecPDPWLE40yx9Qd9VPPuZIts1bxKf3KrdGv+mh8qmMOVWjsa6iOwVD3srzBcfRL37Thk3MKuSyHjYl8rw48hYWT7/a5wDIP//Zv//bFa17zmosXv/jFN27kXqWN/WF4XW7Rl1/688/uytHqqJd28THG1VNHO/GyNqhrTDpX0pd6+cL3TLvmirEOXRTzDi5w0lh8ivmoDcz0g6sf2vJJLrtuMHfhw+Ibhn3a1Y948kNb50vvfe97t9wzr4uV49W5TBu5x6fq4EwbnKzjcuc0R+nXWMAnDDj248ov5zk4mSfGtWqsM+LgEBZcfPHgmzkZjvE55sXp3JW/6Qe/sen6zPWH+cZY11f98DuN6cuMu17DUMwp5gpzDW2aR+sPhnr5VazqSz+K8aCN4hzbceUqbYqRuKuTX3QxJq5du7blVeP8KpxRY3XEqes7bemrjz/7sz/bvtbueou/eDruJyP7h5PytP7giJNrGdrQ2JZP+qQLv8VUv1l5XO74rdg3v/nN27wlh91MD0Mb8YYFJ9NWHVuWxq5l6C+OnZvojxUnr+NzlcbmUGNCnJov4F7mE18do0vYtIFhLnVM7inqeM/kDLy42A8rfeznu/yzBmtb7uCtnGoTtrqwGG3MWT60sO7Rzc0u/cDQpjiNGmvvePo5pj/XnPzDTz40zr3nT8f0Dbs4wXMcDm271rt2PY9hnPqt3qgNrFP9zBWtVfLYucVYB184+mWjvvltzhOL+65/sCNnlDDUv0wbbU/1gyH/3GcwLvzOMd8V9fFQ4GXFUZ20gWNM0dH1UP1UJ43DsIXjuG04ONBHvFwPWWfkDy4sv9Km/eP5FC7mGuf9PUBknOuLaRvOtuP6n7ShXfqpo7iuEidY+qlOMRKvLBw+eZ1+5ovajddVckUdGOUNLFzVP9XPPGo8XLuef7iI+VjnFCeNYTF90Vj+OH9zLe58CQ7DwdjttW28G1PqiLM4wWgehaM/9fVzqjEssQzP+Yi199Of/vTFO97xjg3Le/yMLfP38573vC2ffGAphnw2J9G2ftL4wx/+8KaFtc55jro3G5/xwIlPitzBy3l/9zvgjLlD4/JvxOBfGOZR+nhPl+bRsU592scf2uHrtWP6ESfjU/7xvw9a9NuYobP62jGxdJyFgQ8sfTjnb3xWh4b5ZJ96Sn47DovGXjtn65pc/SPs/tF5BNJ1DMSd6JoYTSJel+R1IfA3MxiCT1gJ3w2I2tjv+M1MIPRDcANFInQyVruSSJ2rTDDU01YgYEqI0fAtYOP+8TUcg0tC8Yk2TSLq8UlR52amDg7a4k0HbeBn5/DRXmxoo733Y1zqJ8zLtqN+TUZ0gqM9G+tchmEfvviLUYZPGPY5PvpYvXGrrzT2Oo3zC55yM40d17cYi7dYpc/Ylzq3MnVMELQRp+JWO33FrX2n2+rQ1YQD85T/OfFOPxo34cAZNaXZrcZV+jX50VgeastslZuNqXzSP78sfHLx1K9zNKaf/owrxp+x3TnaqMP4Il7wTrmk383iVZ3yrliNbfh+M43Tjx64mPTl4qme3p/u25wY/uhXXzRWLtP4Vhh8wolGfTgHhx9Z+o1+dqxtOHhY7BtXHbfN96s46bN4GlNyEJ762oZhexq/7eADf+oHJ2OBX3yiVX7Z3syf+hMbAB8KjwAAQABJREFUY8rCjBM+p33jd5VPKMGqrzDg8DU+cb4VjuPlsfwZx8Ko36jH+FoduvABDg7lc32ro5z6OeJ4DadcpzGfeu84jPG9fZcZHxR4dPI6LuqP+l3W3j59aaPQ2BYfeI6xjm9vrvhT/ok5fRkfygfv08/rqyz9aCsHbXEpDxxXbqaP47SQu/rEvzwe+70ZRvX0W8zpAicu6ujrVvo4rh5d+ESr0xxJv/q9bMsXxZxu/mN8gJ/R+2Z+NV74Eh9jVf/ZOXmjLh205Zv2p3lcnXCv2hYjW3GD6XV2rjb4yBdG51ONYSpj/OqjLd9x4AsMWqpvP0u/Ua/atq2OXGHmdK/hZufkjbpp7LU402bEySfHrzJ1akOf8th+PFg4N9NGHb7BsIV5qvGtYqU/ONrJY/3ho539bKyz7bjijzb0wMXFJJxTPrcam/oSY+PJ/Me30zF1K5/QowX+6naNhw8s/DKvTzl2zLa+movpA7s4naONOkoaG+e4xE8/5+LgX3xo5GaEm4Uf+MAHLj772c9uH0Dj52bUIx7xiItnPetZ24W413zVD+OH8cQvcddmzDV1x/dbo5M/sNSjUXE9bTPOhSfNb7xNY2sVTFz4Wf6peKs4aafQWM7QxhjXv/1hnPLbDgx/6p/GtYODz2g43sy01Rfe/PK6UrtztdEXDs4jaXWar+kX7mVbWiq0cb3I4KQHvo6fYo9YfFFg6NNr4z0MdfN7bHfZaz7JP/VhwTnVuJy6rL19aaFecwWc0c7RRh0m5m4u8utUh/QbfR37SRtYuLTGqMNHNtbZdlzypzr80K5rzr3agNaGT2lD8zHn8ukSGjd28Uc9bd2ohCcX80nFcEbsGwAPvFCHb9rnIy3Dsb1VrGqnnjlLG3iw7WNjnQe6vnSjPo215Ref+JjBPs2BjrVVp7g0j3o/6pA2tWnrgyK55gPzv/mbv9k+HDF/e7jFDXz544MoxU1uv8V97dq1bS7X76mN/XQTmH/KyEfbq3IYpuMK35sraAwjjdUb+/P+1GCUf2LCLtM4/U7b9z6+tjTG5VTjYj76Wfu2HescR5vTvtWpXu1Ot/nNF/Oo97gdaYc+0W2SVSwenOP4LGEnLor2sxiEauJfwYATnxLMvr0WxopPPoX+zGc+sz0Z5Inuu+++ext4K1y0XdHnCI1pk61wOUJjTx24Iaf09Evc9mxHLtrN+jXizGLo/0iNV/zR1ieSTjgUJ60WgFk7wq80xmF1jMOAt4qzikFbOWyRp6+Tj9n8OWKMp8uqX8VqRd+juLj4szg7YaGtRXrWjtCYNtlsrLVPYxgrOLBW/fJE3etf//qLe+65Z3sCw5Pds7bKRb8PhsZwZ3SOi+1KrFwEuMHjhF1xAjxj5Y22K+Mzv+DM6KIdi88RXFY09tTVl7/85Yvf/d3fvfiJn/iJ7YnuW10A3O/B//6bT44c4deKvjjEZ4XLiDObx+ZixZNg1rtuhsHea/mk3Ypf4axgxH117opL8W4b/jnbMKx52lv3Zn3jD5uNd3zjNMsjHD55wu2P/uiPLv7qr/7q4k/+5E+2tQu+r7T7/Vb/dLJvu9TudFuc7J/R2Fzxlre8ZTt382TbT//0T592cfb720ljOo42o03tVzV2j8INMeuevOmr/+Hv2Y5+zfoUhu1qHsNQVsdVGs/6pL0PjNyApLcnfGex8ul20OYoLnJsVWNcXN8x2vbB1rZj55/bzS98ype2N3PJN0d9K9a3b8zhzmc9ve9mu/NZT2K//OUvv3jiE5948QM/8APbtdq5+WSeYHh0rXczLlcdO0JjGNk5ulT3sm3559gsVj7BOFdPdU/NNz/wcf3h5vns+fEprvf//YjLZUd37uMksZRe74S4UT3R2944sPNFfHY2+1/Vj8A5AqPBb/BKiPETof9F+iY70rXtTare8tARfh3BA9Fw2t6S/CUVfGLn0zeDblbfo7iEs+JPLh6BEZ8wZ7f0lcMuSFc0PooPbY7Q5wiMo3xqfqDz6qekR+qzqtGRXGbzt3bWuT7Ubd/s9gi/VrWNezht2z+zXfVL+3RePfmBs2pHaIJDOG1neI1tx9d7sczBntKEsaKR9is84n0EBqwjcEaM8XVc92zNxXJ4Zc3DYZXHUdo8GDizvslbbf28gvXuCI3Hi8o9ca7uUbFK51ltaj9u47hnW/+0XfVttX2849T7ma0n/zxE5IMoP6niBombI77i7ucAfuqnfmr7arc58lYfZh/hl7wzT9wO6x09j9D4CIxiu6qxGLqZMt7oCXvv9gi/jsCId1ht2793q/0Khrae0uxaehVrpX2+h9G2/Xu2K21P+1k514KFy/iQ2Aq3lbanfsFawatt21N8741dH0y6wa28+93v3n4mx89z+RDLfRz/JPie6w/IXLv+5LaHQn0rx7hv/boM97J947nEzThd1nbct9I2nCMwRqxVPO1XMfDxIJ51z5gY9Y7ryvbQG9093eYpQklmMZkZyBJY8SkgjNnFnmieaiTaLBfixsX29NH8PeL7VAgnXJSV5ICjzJpY0beLg5XEEu+ScybefOgTM6/doJs1T2XwjT+4zPChKwxFnGZNvvTkS/rsxRq5yJcVbUaNjanZ/Ct3aAxjRmPapLH2szrTh8bZjD5HamxM8Q0mjVe0gWW+WYkTbTw972RzZh7lB2seLebpvWdLl/RZmUfNN6wcntGnmNNHzojTXhwY2tMGBm2UWTtiHqVvtsKFX8YnDNrM5DF9xNy8I1Zf6zWPLmIlzrNjE8ZR86hYKSsaixGNFTiz8yi/cJmJs7asMYUTjWfm4vuR7v/9P3iscd6xc7c0wYVfq/NoGtN3ZVzxqbJ3vuH3qLH3bpzPGl0YHjPzn7bpYr7AZTZ/ipUtDDGfMfrwi09ezxqMfFtZq8wVcIwFnGZiHo/WqtkxbizA0J7GMzg0xcdXxLWnzWzu0CZNZuMtvq1VezUWY2uuJ//8lqsnqT0N6Cdi+HjXXXdt/6TsSU960vaav7fSTDt+qTer8ZizKzkMh39pbN6ayT84tFJaN2dwGlPwztFSvcuMJqu5Ux63Vl3Wz7n75F9xai0/t2318JA7tvJY7sxYGLY0nlmr+KLIHe1XxiYe4p4+Mz5pK9621piZ3NMvLsoR8yg+zTezseKP81FxovGsX3KGzbbfGl//MzuP1t6WvsWLTzP5F85l8yjsfqLEGvSpT31q+51z/xfQ3K2N4udJfODtf0g87WlPu7h2/Ua3+bz1auR8zmt9MrFaOZc0FuhcHs/E7Mh51Bjn0+xaJR7x4YsxMWvyGB6zndHmqr7nr8ovQZR4Thp8Mu7kwCcnbnjvNeI72fCj7b6K4WtFe50mFOF8XdQn84pPF/eagYtL/yzCwMFlho9H8/nW78LOXKToFyc/r+EGFm4zyVWs3AATI5+m7DUaKz5Vo63fMYI1o41/hJD5Qfu9GNri4p/K+LqU383FZeYiRd7R16eC/UOjuO3ZWsR8uoiDgtNeM2mLlfwTK59Izmij374a4jWc2UWINr4uJWfkMF57zT8woK9/7CHeFqUZs2iUOyZsX4/bayZqOcMnE75/FDGrMX+McbHHZSb/tKWxmH/P93zPjROqvX6Zi2nzoQ99aJuPn//85++F2MYUjf3OmXlYDs/kTfOosUUf/1SGxnt0br4xpsztckb+zfIRc//U6BHXf2vT/CV/9hifjKnxn1H65z97Lb+sVZ7O6OeS9mijT3zkcHgzXOBoL07Wl5V5FB8niPzyT9Ss5Xs1jo8xah7shNP+PZYm4m299GSeeWvmIsXTfvCYMT7rkzlQESfzxMy5Ul8NpgufaDxjziPc6PF7fcbCtesXBnvNPCFnzIHG5Ow6rl9zl5gz43zmHIdP5lEa90+s9o4p/cu7ijXPec5eq19rHo3Ei9Z7zbzXuYnx5eu4Ye/FggNP7hkLM/OotYo/5gvzKJwZPsUqXWZ+SqCL3I9//OPbha6xSeO9fOhKG2OLf8752QyO9YFPuMyuVZ0DmnfMo3zaO2+Zr+Rw/4xSnMYnAc/NHVxo4h8Em2ucn+AzMwf652Buhhjb4r3XJ5zFyjm/Ocd5W3jn+GNesDb9xm/8xvZTJX7yBt7jH//4bb74+Z//+W3uOTcXaUwbawxtzOez8zEt5KDcWbHOjeWe9WFmjPMLFzq7gQRL2WuNKe3o4pp8xqwLcgeHcmcvjnNQ8TbGaeIm2KzRxbhgcmXmnL91nEbWXr7tnW/0L1/CMr5nzgGt4/zxDyCd/8mbmbFpbTH/GWd4+U1kPu3xS+7B8c8fcTLf4DLDR8zxMI86N3GesxentcE86p9km0dn4g1H8SSy+2SwzKF7tBFv+tBGO77MnnPhYg13fgLDuDKX7rXWB5z4ZJzv1ZhPzgeMcedb5tHWKrn5+c9/fvvHhf7B9x//8R9v5x/WNuuQ9dG5nn/47dzIXC4H+TJ7bkIDfZkn9OGe0Mz5KI2NBTpbq2DM4IzzqDl0Zo2hsVjdd999N+7TzszHMPhk3aMP/WfNfWPxFWvnS+J1lB16o1sgTSZOfBH2fsa0016yzzorkAouJiKT5axpi4vBBHPvZFS/tIHDNzgzpm9tYVjwZ/3KJ5PQzIQWd1zoAgfmjD7aGChHmIFnMaPPrDYtiCYUOLOWxmI2cyGg33Es7F0wTnnTuDFJ81mTd/LYpD+bO3QVJxrTe9bG3Jk5idcvDHz4NBun+LfQw0rrjp27pW/zKAz8ZuYc+rpZ7gaWE94ZHG3ksZNnJx3ez1g4dJGHM1z0qx2Mxvcsn8YVv+g9i4OH+U/cZ+eb/LJWGU8rOPiUMzNxqs24Vs3mMU1pS+N4zYwvOApdVrSBYUyE4/2Mlb/azmJoO65VMye8MJorGhP2zRhNzMUraxUtxBmXWX/iLv9gsdn849MR82g4/LLmrRifxAzmjKXxuJbP4GiDh2LOmc1jfshjc5fXcGbWqlHj2dyRJ/xx09PFktezJk5yx3wxY3RQ5Iz1gX8reYwPjVd80pY/K+dtfOILLuLk9azRRnuYs6ZtYxzWOeeA6rs4f+tb37r9v6P3v//9W5x8gOVhAMVPlly7fsNx700sHGjsunU2j9NCvFbiDYfGjccVneUfv/CZPefX1rzF3GScNX7wy3bWJ2MRhjw+J2duxrVzfnVmx8M438zOE/Uvv/k282EEjOZR2rgJO6uxduLt/A+W9+Wifs417fgznned23asJzatVSvjapyLZ2PFJ6V51OtZo417AwqcWY3piw+dZv3SLn1sZwx/fuABQ/740MXvb9t6cMuNdNe26rgx78MYP1HitRvdbiSbY4xtD/8YCz6EmvkwgQ+00XblXIlPrVXyb3beoQk+bCWPxcqcTpvZOT2f5OAsxubI9T9yj290mc2/sE63h97oLjlNJoh6P2PaNWAk8orhsjJw9Y2LhIK1Yg3cFW30nz62sxqP+nq9YnShzwrOyoAduR+hcRgmpRWfxMbA5RvMWcNhFUPfqzGKf3xsZ/Nv1HhFG/2XOzMLPJ9g5NOsP2nDF3zEfRZLOzjG1SwGPnhYgDwdaRGZMf0rzaMrfNJ4dR5NX3grlsYreaytWK9gpOk4j9o3k898WuGSnnBW/YI15k7YM1s4/FJWjMYuCFZw5F8xW+GCw6rGMI4YD3Csd/jAm7FipP3qh7Iw4jGrddqI+SwGHeA0HmxnrLEMC5dVPrSZ5RJ/7RWcZo0fMGh8BI78m/ULFxyseY2rGb/CGXNwBkcbGCtcYJxq7P2MaZe+sxjxgcO3FRwY5onZC/40wKP8uxUfF/ZufHiS8sMf/vCF3+b2hJ0nVz2t7KnTZz7zmduTgDMX7qPGK+OBb9rfyp80uGpLG7Zyg0Z7XMrjWU4w4rOiTRrLm9ncCaO84eOsma/ya0UbODReMf2HM6sxDIU2s3NxPtDFeYUya7jQRfF61rTlz0rMYdA1bVb5wKHRCo725tEjzrlWx/gR+sAQJ3M1PnLHN2/M1/5/wsc+9rEbmnny11P+nrK+9957t2+qu8lNi7ho3+uZB23kW7m3Oh7G/MNpxmA038yOcf3qn1/wZnFgxKdz3BmftDEWlHJwFueydofe6L6sgzv77ihwR4E7CtxR4P9eAYu9hd2TRbML/P896zs93lHgjgJ3FLijwB0F7ihwR4FjFXjPe95z4adtfud3fmf7GRfnRt///d9/8bznPW/7iZqnP/3p2zfXZm5yH8v0DtodBe4ocEeB//8UcKPT09puaH/wgx/cfhrXz5X4ANsNWR9KPvWpT93m69e+9rXbT6Rc9tOn3YSdvaH8/5/yX78eH3qj240VJw59ZWD2Dj8cn9T62tjsCYe+FVxWb/S4SeTxfr8VNOuTFMLDpx98W8HRFgZetJoxbemL0+yn4vrFhS6wVm6mzX7N6tR3+eJrg3ya1YYmMHz9dUUb/dNl5ashxbpYnfq75z0es5/cjf2UOysaFyca03vWaFzuzMYqjeGs5DAf+JXOcGcMB5qYu2Yx6ld7eLM42tEYF76t4JQ3uK3gNNes+sWf1bVKzpn/VsZCWuBSDravOJ675ZMxvnpy1xy44hfOYrSaO3DoAUuZNRhixbcVHDFa1ZcPYrW6VvEDHxcHs/MfLnDMxfjAmzHzBA7GJ99WDAd4rO1evLSRf7MY+oQjZ1b8Kl/oA2+WjxyGQZ/VtRxO42qvttXnS/Oo17NGj+Yc2xmDgYPfmmxOnsEZNXa+Pmtw5AwMvLyfMX6NGs/i4GB8w5qNlb7x6Zzf61mjjVjPxlu/+GhvjF+lsZ9k8nuv/nHZ29/+9ov7rv8uqae477777u1pwB/+4R/ebp74SZfG6axP9Ehj42vF+DMbp/o1T6TRbN7A4ktr1SxO81Z4cdy71b/c4dts7ogTDHmzGifjqbl4djzgwBcaz+pLR/3D4RteMwZD3h1x3iZGxhWfZv0q3isYdODTOI/OaIODWJU3s/HOFziN0Rk+2og1vFkuMLTHw7xOp1ks7dKH1nDPMU9d+6aN/2/wyU9+8uK+63O0G93mbT/9hdejH/3o7edHnv3sZ29PcPs/Y36qhIZXmf61NSbO5XIZFo0bo5cdP2ef/vHAl8azfOgqVgynWRMr8w1Oszj51H3NWS7a0aW5azb/rup/XqVLEJErkISbJaud9p0wXNLV2bskuaSQWLOmLYwWs1kc2jiRWtFGe8kFY2VC0tbgXUnydBg1nhm82jRww5zdNlBWNDaR0MbAgzNrR2jcWChWs1y0K/+8nomTdowm4nWUxvSetTF36D1jMPhC49k5q3750o3GWSzt4BhXXs/GSjsFxiyX2rcIzXKhj/jImxUMOOUevFks7cR89aQDRidSs/nHJ2a949sKDj7WiNUL9uZAeCu5w5fm0ZVYaQtrRRsaN4/CmeUjRuk7i4ELbfFZ0VjbYrWijRiLU2s5fnuNFvg0Pve2H+tbq8q7WY3p0TwKYxWnWI08976mD14rsUrj1fNRODTGZVYb7dPY61kcHMTcV3LhzZi++eR3Zc2lqxqP50t7+eBijoAhTkdpzL9Zw0EO07extReLX3DMFbBW/IoLjVZMe/MWLqNfdHcB7qa2fxj97ne/++J973vf9g/X+PGYxzxm+6mSF7/4xdtvnvqwsN8+neWjf37hhM+Kab+KgQvDh8+zJu+K96jxHjy+WBvYil/8SOPZuaI4mW9WxhRfxvyd1QYHvvBrFiNd8YEz61djvPNauDMGR7zhrPhUvGF4PWva0xifWW30rW0Yq37BodGKX7Vf1UfetG7O8sFh1OdmsbI+Nkf7J5h+d9tPSb3rXe+6uO/6jW4/U2L+FjM3tR/3uMdtN7tf8YpXbP8k+Ju+6ZtuBr9pyo/uI876pJN0WZ1Hyz/z32zu0PfIeRSn2fHAB5qI4yxGQSxOq3NgeOP2G64n29wPxYwow2twymwQB6g7Ly9RwOD3z+Xe+MY3XvziL/7ixROf+MTlBLukmzu77ihwR4GHuAJ+h/IrX/nKxZvf/OaLF77whRevetWrHuIe3X70W+86iWp7+zF96DLyJN4b3vCGCzck/KMZX1u8Y3cUeCgp4JzN70z+4R/+4cWrX/3qbT5+KPG/w/WOAqMCLmytdbfzevf3f//329OBv/Zrv7Y9GfhP//RP25PbftP1la985cWP/diPbU8E3m7XquYK52x4fdd3fdfF6173ulH6O6/vKHBHgTsKPOQV8PMkrk8/85nPXLzlLW/ZnuZ2juTmtpuebm6/4AUvuHjsYx978fKXv3z7Hwqr/wx8VjTrHbvd17xZ/77e280/HvAgKzPef185mQpnBYOrR+CEAW+FDxxPH/g0euUrA/FZ4XI7aoMTm/XL12hoq/jE1Sdes3aExmGs+KTtUThhzeqrff+EQx77BK9PKB3ba0f4dQRGvMNa0QcWnBUM7fvEvIU6jnu3R/qk71W/VjHyf1XjcI7YHqFxGKv6HIWDxxEay9/m5BWt8+uI/LtdND7CJ+cR/mGtJ00UFxozFpdVbbQP64hYrWCMXFb9st7RWpl9qjFdVrlof5Th9LXW2ByBh6fDnE84r/haa1ysVrURpyM1PoLPau6kDZxVPmnj3F1573vfe/GlL31pu9HtBrfjbnDfc88922+7Puc5z9l+i3vsNz7jvhkfj8DBoWu8GQ61iYv3K36Fs4KBw9E4s36ZKzy9bx7m0+oNtFW/aj/rj3bZUVjhzMZce2NRHtPbN21WsPg32z5tbPFaxTkCIy62K3z8dnUY1rxZW4332O9V+vgZKd+w+epXv7r9c0k/TeIDSQ9luSfwLd/yLdvDLH5z+6677tqe4vb6YQ972P/45sTY161eH+nXrfq61fGjuByNg/dsDsZlBUNb1x+wnLM5f5s9d4N1arftjW5EOT0rfo4egXEk1iofesDoJMhCPWMw4tJ2Bkeb1faz/V7VbpVPJ8u2bnLP3ujG4/8xdye/+mVV/cevf4FxYBuNtyxDI31TUIqUReywhprohJg40Gh04MA/wKFTRsaBCSObkCARomKDYFGAUAVVIIWAQBmUskEwkjj+3deB95ft4bnN2fv5BVZy7unW/qzP+uy19znPeZobl9bXcb7t+Gr72/CPnMdl1VzU3GhafHJl5UH3Kpfal9fKnBPGan9pfw4MN5g9ACjPmfUqlzHmObDOhXEOnDG3le1vJi7yOBcfOGx2XGlv6QHhBjb551w5TYb/umbxaf11Drcc0I61ntWYtl/+8pe3FxN9hfWW0NeeXuUy5nNtkAMnZrUtRPms4sDrvs2cvHIjH6fZ/sblHBjhnEObsGZzwkEd+61Pvzfvvu0brfFqTtpnq/2lff3UOuxvxHo1nziHY999pXnM19/9AzP/eNJ9/Hd8x3dcXF5eXjzyyCPb19/9bMloI8Z4fGY7bVvPYGhzrusdrNkxpW22ms+o8TmwVnIy/3pAqF68/lh50D3mlVaz61VdinsOnFUM7Y29//3f/90+pOBB94qt8hEbhoXN1k8Ys+234F/9s5qT9v3cEj5eR6/wWuVTbnDYnouHmc9c/SyJb634FPe///u/bz9Zwvdbv/VbL77/+7//4od/+Ie3n5V66KGHtnl79kMXMNm5cvoK2vrfVT5pu87kfNrEad/fRzj6LXbzstcfq/du+7hnfdDt3Zr/+I//2N6dednLXra9gzfzDpOB6yLkXR/F/z3f8z173nfaJ5rf/PFukMWnc4+aDsTFgNQRL3zhC49C3PP37pXcvv3bv337jTsdetTcuLsB8q6YScOFZCYvfUVfF3jtv+3bvu0olXv+bii9sHAzaVI6Wuw0/ud//ud7eCa7oxg1fvbZZ7dP9HzXd33XxmWm/mjrazVqWR3P6IuPC7xPk/R7hv5b8FHTv+oOJ9r65wuzpv6MCfa93/u90z9586UvfenCYkzRd0bjL37xi5u+atBXk9TPjLlR/fznP7819RtR8jpqHj4YS/q8r4sexcj/C1/4wjbG9b2+mrlIm2+8WDfn+F2ymXkCH30tNy/8uhmK513XxiYM86ivknnHnUZHDRcc9Lf8XvCCFxyFuOfv62040Xf2nV98fPLPJwn8kxNjdCYvtef3P3FxrZoZ4yX20Y9+dPtHaq4PM/OonIwrfWZbX82a38szJmCY/2beiMLD3OWTdb6C7Z/EzWgMx6e5jSm1s2K4yMWnRMxbM3z8wxyc2Pd93/dNP0xzfTFfuL/BZWauUMN0McZdf2ev4zCefPLJC797qI711VFrHpWTufi+++47CnHPX/3pc0afmTlQTq5Trp3mm9k3rGmrjt0z0cf4PGru29zTmNeNK3U8w4cm+MjLfaCf8pm1MIxv9TfzUFgedHHf9ZznPGf6Xil9aeOe1Pg8au4F3C+9973v3T6962EmjY/eS3ZtMLbk5/5k1tzXys1YUMMzv2PpugnD/Zt5dPaBkbqB0fVl5p7LGKfxBz7wgW2OqM9n5lE/w2gutszeV+gX86h7Nw+13/e+91089thjF08//fSmt1r6tV/7tYsHHnjgwm+76oNTXM1ZNGbua2e00dac4+v45gn3FDN9pV6NRXzgrRgu8Fxb9PtM/Ynf/br7axrO3A+Yb8wVzPVl5hqjrRp0D2jOsszc5xhTxqa8aDKDgQtzT2tMMDgz13G66G8a+ebBjL7imz+Nc4va8zr4qJlHaWx8aj+DIabrE21cy/FxrzRj5mP36TT2ekg9H53TxdXn9PGa/P77758e467haufy6o0zfT3TV+4fLV5XGQdeP5yal+6ilzndfKG9Pp/RRhz9ZDyoP9fNmfsTfeSaiZO5Ah/b5mbPiTzcVuPma5zNSQ8++OA2N7te+0eT7j/VX3Vje2YeTeOPf/zj25ylz2c19o8xzROuJ13L79I3ex+v6Y0JGptHLUdNHxlPzP0+vWZMX/k0vfpzrZqZj2Hg4zqlP42JWfPaDJ6cunebxdq3O+uDboXlRlyhK2SkCeimoQusCd1EavLKFI8ON7C01Yn8rLtI60zbJk/nxKmQCdyLcXGcI3yLY+IZVA1gHCx84GRwupDnIxcxcVOoJjcX2Pi6QJUPLOdhWNs3UN00W2giDxxpI562FgXDyisefBwrL/kqBG1g4sLXIDaZ4ykm4yv/sYi74aAvP5z44WMt1ql+Km+xcBGLfmP+bvBM/BbYNHQeprxxVA8w7OMKRx6ZC4mcxGP4uUDpezisfoTlmHPy6oWknJ2jnUkyjfnwb+EnjoWPOPiKyexr0wME7XCVv5hMThYa04/xoa+FBvIRi8a4w4Etd3GZY9Uff/j0ET8cL9qNBRj0oz+d+dln4sBJPzHSuFjOW4w9BkOfjxrDsYiXXsZCuYlH2/xoQrfqwXkLrrSxLb7zFpyYbXn1kJBfGsNkjtEWF/EYTeTPlzkvH3mrP5rgU1/ygYMLDH3GxyIveI554QQHBkw8myu0Z/zE0Z+OdV5fFdM2XbtI01Z9prF2+tnSmOJPC7UhN9v6qbqhHz440waGpfqztl9tieXmW76wjM986I43vtrIVZzmElziIZ58WPrpV8dh1JfOw6Kf8xbnxNBeX8GlsbwaF47BEU+twcBDH/CTh/P6qPkfBm31g6UxKQaMDE46wxELBqz6HrbaooG2eDiWxo7TUO7F0ZfmbL5yc1zbxoQ24YiZyaka1QYHi/6WNzMWaId72uiv8uJXX/HLRx3zsYhTLPv6AZ/mAMeqvTTGh34WfORAF7Es2lrkWxx8cSgn+3DSGE7+HiKwMMJzLI3Fkx/8agYeHBpY8FbH+tO++uLPrM396cdH7vzkz1csczp9YO37SXw+cnaeiQ9nrC9x5E0/cdWMvG23iIGLMeGYnNVN1yoPWcTRh/AYzuJYayNXGGnjuPqlD17qR63wNcYzcfiKycIRR34MX7EY/vBgy1tMmLQTA041Sj8YMOnnvJzgNd8YC3hpA5f2YmT80s8x5+Hgo88ZbS30Y9Vo2jgGBxfjs7Gwn0erYX7axsc2fhY4Xevh0gEXOeFVvnzkzZwTM75w+NFY7kxbGqWDfqEvPwt9YagvPsxaf5ebcxb1Aku/yJEusPjTzyK3cPBUg/g4Jo541YZtusGwNO/JPdOuuUROcoVjvsFFPNtiV1v4yRtnvjBa0g83cSxqh78aUxPxFcv59MVJu64x9IMfjpqVQxrTz4KH42Jk+KgLOWmXfjSWE3/XmWqUP5z0hyNPGNrTTz3hOtaNfpIPHAsfi5y1z2A4D4cO4hvj+ggfvBzrGoOP43g7zmBYxMtoQR+8aYevtTgwtKcLHZljzjdf28dV7uLh4zxtxIFjLRe58x3nnLFGtRcLH3hjznBg4ON8GI6pP/2EO6Of12Meanvw+Xd/93cXz1x9WpBG3hzzoMWDeP/HyJuAdJSHeOYTePCNX+eqC/XkuLGXqW3HLLioJ1zkRQfH5ExfizhyY/pTTLrI3XH+zLo6jo8+oK81X3UkZzGZc/q6/nZMW9pZmHb85BYX7eUNS1z4sG23NA70ZfmqHX76wza+/OCOOfF3jH5imVOY43jQBwYTz3HzgDZMHzQu7NOVbuLB0wYODeGoEdv0lb8lbZyD24ILDPva6CP9LZ5j+3nUORqOGmtP3+rPOTjyyg8HmtAPtu00lpNY+Frg6QNt1Wx9hosYMKpFeckpvnBOjU98aIQ/vegndziMbsWE4fg4l+DAh0aWxkwYODsOQwwYzBqOeDCds+CDc3OFvNQgf3mLF1c49GuMx1M+8TbeG7v6gg+N+WSwYfDDR3zayYWO+BvP4hvjaeM4P8dhtLgXpyVrLPCtn2DgIkd8qsGRj77EhX7ylXf9LY68aJxPPMTJ+BkLNMIZTwsfsS10ch6f8tYH8bdOFzVIO5zpp45xLy99NfrADgcnXJu7HIfDB4aYHmzLw0Nub5r4gIgY8vAszsN9H2r0IYRXvvKV2xsqeBsvcsIJPxzkW97iOC/3kU8a4+Wc2HhY6E7j7kfTasTAKwz+9SMceeGAj7FKG4tj5jG+/Bqf2lvUhvMWtSN/3GmsH+hnLQ/Y4lgz2HLpOgSbNjDkxHDWVu2khTh87VvSLr6O0bZ+sq8WxWr+x8ExXJ0Xx2K+hmcbV+eNK7k7blxVo/iJAaecHBNDP+tXVj/hTLPmve3kmf6c/UF3RegGSGcgLSkJEIwoOquOIJibkgqMcDpSIdjmpyiJZ00w2E2OMGF7mENoCx9xdDgOOFkrqAY5cXU2LBjMGk4d1UTk0yq24XiXycSnwxUGXO/QiKm9pU8E6Ej72sKQl4GFe/HwkaP2Ph0YhoGBhwKmn/0KQr4veclLtnYKaywMhSVvRci0NUEYLLSGT1vn9QP+BgBMfjRuUNJn7KfyVqj4ah+WnMSGk35yhV9e4mvLh3b2taELzhk+8k4/2PpJ/rjJgY84crevb2iMM72b6ExsFu1wHvvKMTH0VznRE2cYTI40wQdfZqLDhY9j5YMLXwYHF+3VZNrmK7a81elYO27I8dVvjhsDNKYTzeTaeEo/fUk/++I7D8faMfo5bxGX4SEnOjL57DVWm/RRO+KqBRrjZKEx0w9y1Ae4uKDgLrbjYsip2pI3jfHiU616QGPfQj/65gNHH+Fjm8Ghb7XjuPPqlC+OfCzhWsvLGh+66id1gX/959PL8CxwcNQP4dBPnPjQD2c+cGilv2ikLpjjNHaMPmKpPf2Ar+Ni4SJ3i7FD/7jAxaUbYxg4aa8fGld0gSWOXByHC6sc5d34g6FGfXpDLPviy0mN8lMD1aG8YaYNP22YtReZ+p2PPsRZLjDVoO0ewNOSfmrC/CoOjMau/mosaCc3OqSzbXz4wA8DF1hwzNfy4yMHdWxtUa/a4UsbeGqmuQQXY8mir4qDi9rDW/7ylIeccaYjDLnzYfDVgxu9+IilPR/taSoWDP2aNjjLh+Gkr2CJV7vxeqYtvrSheXnLzz4susAQy3E6yAtn9Wjfcb700U7+uHS8c8YDLkw7XKox+WnXQ1g4zutDx2HQQ9740Mkxda4tv2oNppqRn7b6QE2Uk/hq3njgo6181L817fRVfSHm2E/O1+dqFC9GP1zEw43Rlsb0cwzuqA1Oxhzt8OFDNz76GyZ+alQu+dhWl/pVG7XkXNrAiEvjHB/++jQzH+lHMeBUm3jDdMz4tjDtmZrsHkcO9NEXeKWPnOhLR7ryEQ9Gc4h4+sp+PvxgMDzMgdaOaVteYrH6OW3k0jxaDWrf+IRRrcvdvr5vDsAFhhzlbVsOjuvr5kja8Km+8BGPP590gKEPLI7BgmORv2P4qFHb+p1O3XeI6xh9xNM+bBj1FXzayQUHRts+8Q5H/fGhTxh81Kj+4kMTGutPOM7zlS8N6SWWT745zqzpZy0nWshJjfIVt3kUXznQSk7041NeOKhjcR2TM21wwidOxpTz5hJ6iYGjBQd5qwl4fMKgmRxogDM+YmmPD6wxL58ehwMTDh8ay1Htmw+7pxBLX41jHJ9eN9BP3mJ1rZIPH3jW+NjG0bWKOW7Bo7qAQ2N5WLdNS2Oiuqhu8GL6uflGnnKAwU9tyFEcGHSRE2z1YK0N3Z2jn22mH8WAYY0fzeRq/oIpB3mN+sAxH+sXhkdjCrZFX8OgH74wRwzHqmG5MfF9stKn7Z544omLP//zP9+O0dYnA32K2z/hvry83HLS786J0b0HDNoYw3TJ+Bnj8mF8HNOXuMDAVx+ksfpVg2nMh7YWGmjffAKjPq+O6eM4/WBY40QrOsMRq360Zo7h4toqJlw1gjM+MLWlMw7042Me2GtsXDpvrR1/dQyv2nBcX8CEIadxHlVX+rM5kj9t+MS5ebm5Vh585OscfjTDhS5iwYFhkZd88sGHH3xL56svOOlXDcsJphqggxrFnZ9cm5fSmLbGg9wYrjRu3nIMH3j0ox2f8X4Un+6T+KonfOHob23Ep4vaqs/iwqec1MQ4PvEodzh0lJ9xqY06oYv8LY7RbJxL5K3exOOjvbHIT/448xGHX7iwnRMLf9qKpY7pwY/Gxl3jgjbimHfEYfqxGsQfB/qF45rk3rm5gg9+jjM8Gg9i4kQLfMdrFb3FVxf8GZ/y1rZlvGd1XUi/UVt9wWCaZ2jU+Ibj0+xipR9t6AdLDVjqBz5ycg7n+MExV9DXIpY4/Mob/7SRt3PGL67xoZ9+Ul/i6isa81Vf+sk1iOUjDhx9WazywYXhI69q8BOf+MTFM1dvPL71rW/dxqw+VEfiez5hjvaQ20+V+ISzvPGsv6tVHKoZGohDO+fLSXwPzo1NfSEP5/WXuDjy1V7ufBovabPvJ3mUC6w017b5Rhs6092iHumDB97GMc340I+OaekcTnLDQV7dQzlOKxrrTwanOV2fMe1g49M+jMa+83DEssbXMfqZR2mj1tSeWMae/GDKWS3z186yn0u054Ob/tPWGh6jnzhiyInhgi99HHMOZxhpBuOcdl60rzJDXkfrIMIh3WDtIsHH4rgOaLDYlizRDUL7xG1w8Wsgh+FYnYiCfRhiK2bnbFsnoA7hU4HAYvjVSXwUobY621IHOYeT8zrOuTBwDwMmXz46lDXJaMsUEM4uWuVkja9FHD5wTEC2nW/C5+NYWsIf84yrWHzoh6/BgqecccYhH/t842ObX7h88Ydl0OBQv5Q7H8fTGIb2Ix/n8a2N+PROG22cg60e8GbajT5i0dgAN2Dwb+GfxmNfyQ02nM6LbYDDsVRHeGT4iu8cE1te1vlVMwa6fMOxzfg5Jp+xdmicDzz8HMNFTPzrAziOySNLL8fjAgMf63zpCTcfMfca84fD+Fn0pbWJkL7Oxwdf+3z0QW1GLo5pR3Mx9alteemDrJqoj9NYLBgMDu1MtoyPPNMPfzj5W4sBo1i46Qd+LkCO4+94PnBo1Q1POLiFDVNsXFxk5WV/jI/fqLG2Y3/DELc2+py/fTnxt/AZ+88xbeHbZnDNFfm7ucannPjEv2PFt6+dmGnsIg5TP4nPl9muhu0X33F8GP1ojDNf2tgefYptDszEG/sfjnbd2KUBHIY3zs03jql3sfnghpNtbZk+p68lvnDE5m/N4FoYP1xo4eaEP54w8HfOMRb/2sLEp31YabO/VuWTNmNeYdcPfOWlv+RswSdtxI3zON/wz2fUr7kWxtgPaYhLOGLBsMCwj49642M+laNYGT99YB4JRy44isGsG0NpHk59ZQ2Xb3lri8voY188dSyObVjisVP95Jx28eGjz924FYs+tYUjbz7l5Jg4+cCSOx9zpDGOf0uxcE8fsRyH0XkYtFF/YoUDNx+x+dBYLDhwR234iq297WrNserPcTmUF1zx+Voz58VwTyGOc/xhxAd/XOsXx2k85lXd4Bh2NShOHNNGTAYnvmLDlLvxrZZh4Fhsa3WNKwy4lpEvXDrQmD7mdW3khRt/5li62XcOjmP54Cc+i5tj8ZEvLuWsXTgdC0Mu6YyL42McfPbXKsfywQtG2oiNGxyGO47NxbWDkcZ4awcHb9rQio9z8eejr+rjjucjnjb6SE7O84Urb/t46UtYTLziWzM+cPSTF5R4auP43mefl3g0YdrRQnz363iZ68a88BjnP+20SZv6Td4w1DwuMMohn3FOlxcufNLJdhrDojFcsfgwPuVqX87pbZ+f8/BpDMPChza4jBj8i18MOHi0H3+45dY5WjZX1Fc4OW+hlfMecInPHx8+jI/8RgzHxcGZPfXUU9tPYv3O7/zO9uK/+xMfAPJzg7/xG7+x6QS3F9FyxEccixyYOOrXOYt+kisrJ5qbJyx8qpMw+InlvHt+OcJxrNqSq2NdG+AwOeUDxzau5m089/3NX9vawIA76mdbXl2r8JUTXhk+e41hpzEufNSobWNBPs6XNw5i49M8Gn9tGF99Zx6ls+NwxHYuP/zKG55zYuHAakc/94DiyAuWNeOv7dgGTvv5pFfXI1zE5sts49O+2PV5fO1r1+sGcXGBzbTlY75xrmPOx8caZ+34G+O0Ets5sazDVBOOdTwusLWTT9eqxlk4fBzTplrBzyK24/IWSxwa89f/fOAwbfHNtNPecWsGh4/23X/QaqwdmGKN+tjnw6oj8dXOOBfHP5/9nC4ufNzwhkkf1nUcv1EbnPnA1m5ctJObsVj96SNLOfEX0zFrpt8dh51+aQPHvbF9OYorH2Y7bezDEJ9vGvOBIX5ctXGc8XOONvyqwdEHJ/7i09dCAz5iMT629V/5OA6bzuJop3bf//73b9+weec737m9+WBexu3y8nL78NPP/dzPbW8oefBPJ7FhiwEbT8etjSs8LGLxgUVbfWeblRef9ONT7TZXyDEcnMUpbnnFBS5fxscbKdUaHWqLAywcmVpn8hr7AUbXEDrZhiFGGDjTvrj28SlPGGLTuuuQHKtrcfna77y88MYPz3zoh6vnFTAs4qafWI5VO9pp73h8YOon+uKkLX7yzgdmOdVP2qUNP9vauU7zMX/BPaed9UE30olaRxI0gREnHrFKWhudmcAVKHEkrH0YfGHZ1yYMxyrQfMRhRIWFD0HFZtbaODfayAUnbbRVFOLY1nnhOA9j7BgY8mBpwscNEEzb+GmbD2zH5VRexYfBxJSPgcJg2BdLe34w6RO2NnHdGl390UZhmkjkwt9a+2Lt+0lbPvWTePZxhcdfsY4+fEeNYWuXNjBta2/QZ7BGHzg4Nnj5OTb6pB9tcKJlefEvtuP6Ko1pg6PztsWu/xyTD36ZY/ZxsTCxLc5lcNQMX3hwHKsv+NrXbqwdfuXlnH6kjbHgHP5yL5bztvky22KE4ZhtseCIxSdezjNtTmksViYGDHlZbOPkeBzq73JyPL62LdrgbdFftRHHeYYv3nyZGJb0c0w7cfDQn+JoVzz4jtem+PaLU4zGnnO2tRWPpWVtHHNO/I4VGxf+vfCPf232GjuvbefFNcfANUZt66s4F5d/9cfXcUt84NLC4jhceY0++MMtvu0xb/tiw4Qjty5kzrFT2jgOJx/4+GirbtRy8yg+jC8+jmcwRnzbzrs5lDs8vPix4slzNOfzSYvimJP565dRG3zhpbHt8PnJCYYHBzSCQR+Lc+UVTvHxsp3m/PgwONrD5VM8a9rs86r/tOWjDR81b4E36rc/rx2MkYttGD10sj1qXK3hWRw42sGv/vChKR9vhNq2sHzsG7/NFdpYnLeUg/jlJ4Ylfa07zz/b52WfrmnStSp99v0kvphpA5dvfVTu9vFh2vAZ+8Bx50ccfnzMEca4bVpUB87Li8bqT6ywrTsvbz72zaO4WEaDCyON4eKiTSYuLMfwp1V68HHcMTzh2LfUV3ycF6fcxbANjy9LJ8cyfh13zD4ueJsrmH34mRxO1Y62zJpm+pgvXvW9fYa7HO2nzT4n+3xoCkMbcS3lBAu/dLMfDv9MjrCYbRjOx0d+tssBhsV+PmLAoKtzeNuGZ5/xL8524OqPc/DzEVdOaofG/C31i/MwaTYaDOfg4MRHfGZOty2v+BbX+Tg5VnvrzjUO4oYfHD6Owd3XgPijjxj89L1cbO/1c25vcMRg/MWRi2PGqG3Hyqu8qxvtRv34waGfF4FwbFcn/Pl0fOSEN/w0sq2fmDGOi31tyx03/ukjtiVzTht88YFB39o5L86osWMt4eDfsepHXrCLzRc3MdIHz2rL+WLBwNP+qJ8Y/GHQJn3gui75R2Z+I9xvevrEHvMQ47Wvfe32P5T8HyUfAoILv9xHHOfEwQ0PudvnY1+uozkvn3LCBcf04JuP9rjDkBffYtkXMxztHKu/+PF3TO2JURu+rH7bazru28bHwuSLV/0kjph7jbUbueDKx/xnjNMSn8z5+JUT/mHwE4sWuJhv7NvGZzT74lgYP3zEsM3g1Edycl784tWvjjPtLPWBY3zoYDHvOCfH2vCxjU+4jtlOv/b5yIV/vNIHb21gM+cdg2HNxLbPhy+utuHm49heY8ect85oQ18LLLws4fCDU0z7ti3hVCfOeQimvTEuv3D42NaOaWsZfWyLZTFmmbz2+jk/GmxtWTzFd5+u/rrnH31s8xkNTvxwTWM8m9PVsnPlzsd2HG23hK0Nfc2jYuon/uGISTPxMxgjH9vVQvWz17haK694aCsWE8s+DTtvO234OU938SwM39En/VxfjGEx1ZK2rDiOh9FxfeInSbxp6RPcf//3f7/9jwKfytbOt079rrr/JXJ5eXnx4he/eHt46o14cfFOO5i26SeOPqf3qHFx8YM/GryOWdMCZ+3paVtOtsXpeDnt+6l+5Y8HTGt6ig+DWYtl3RyoTVzKUXzzjfqLlxjOs/Cb/+zDyfjhjAPOFlrhkvFxHo/ywkve1sXShg88GNa4xLmc4PLTzuJ4Jmfn6CEnXGGNnGEyYybDpdpyrHaw4cGyPqd9TcUzoCaOmw6fJiQ4MTJCEeUmI4wOkrwON7FZMh0x7nd8XPMRh+g+Vm9QeWdi5GJQWPhcZ87jUed7MOyTkaPBHHHHc7blDAcHE75OpI3CqrPpZulTOHuMcPgYIL27iTstKiZ+tsf9U1gw8DJJ4aHoRx3u0k800cZCY33t5lJs7RntLONA3POhnTZj7vouDP77gbHH4CsODDnhpp/ETQs+jvfO7x6jfbFpQmMTrfzoNdp+fzzXNj30lz7HQ55j7eOTfrXZr7XXTl7GRNujn2N77PG87fSD0wSibmiW2TZurzN8LTDwsqhj2LYZDAv9rjO+zlto080U3NFGrcbj4zb9xHeBZvp3bKfv6/+x3bhNO5yrj/IafcLRp9dZ84n6UzsWGsPP8LtJ4/RTu/LSV7ZhZzDSr2On1nxwMN+YR+Wgv0bjc5PhIDadfWVKHxnjtMruog2fsLqQ7efR9LuOk7wt9HST6cKJi3aOs3z22HEdfeJjjDcfl5f1TX09xnHj4lMLMNTefn65Lp84wRLLQmNzC/40i89t2sBSO7DwMFdYxrEAi3ZjPcahtdqnCwx1LC4u4zzaWN+P1zCsxYJDC3n4VJlt46GcrG8aC+FoIw/54UHPMQc5j3mOPNrmo52lbx/1IKR8busnWOknF/oyseGz8r5NG/58jEs49bf8Mj436YO32MYTjd2b8KfXaPv98Vzbag8XmLDSufPySr+O7dfaVINwbO914DPmuMewX61r282xMaGestu0EdtSH6exYxmMm8Z4fuY+7fHCgZ57Te+Co3ZgMVrqq5HPXbTRN9rER5/tNcbRchMnGGpHe/WDG2yasPrgpr7iazFXiKevbI9t7lI34tGFrwUP3Mcxjc9NYyHOcOTWmDBOcYPL7qINHxjGpGuDewt5jXZbXzWO5KK95bpr1R57jJMe+lgf9dph1Ib/bWOTD/30Fy7w9jngarnJxMVDvOZzecGSM8NZf+3rcsSFYcGpPtF3I8YpPu4VfevpD/7gDy7e8573bL/L7R7S77z62Ylf/dVfvbi8vNyWMR6uN5nxrH7L3/5+/NxWf/I2T8nd/Ql/OjXmxaf/HnfPiwYwtJWb7RGD/77v9hj2008uuNEbP7XN7tJP9YcatW1c6ddxTMG7LSexmm9owHDZz6OO3WRwxJKbsWmNy6gP3W4zWpj76OgeWQ77eq1Gb8LSN3KA4X6JyUFbJlfLTWNcbAsf/c0fl2oxnNs05kdj/QTD/YD9vcajVtrsTVwY/GiMi7lwNLox+NdZOHgbt/purwP9LNflljb0lI/5z3wDKxt9OrZf0wNna1j6Cpd9XLVzU/2ISw/6mEfpAk8NZs1n7Z9a08ZCP/f8+mifVzg39Rft5I8zbvWbNZNvOZ/i4dioH120xaXjfMLBeTT94UNHHm77h4/veMc7tp+S6oNIHmr7SZJf+qVfunjuc5+7zdNxG3HGbbG6Luhzc/d+vkubsd1+u9qijdcf9vca31S/8Ma4+h03NYMTvKzj7e/XcraoF/du42vXcPTfbXnBUCvmYf3D7JdH4+K26x0/bfSnvjJn0alxDVdOjlmuM+fwMJcaD7b3882o4XU45a29mnL9lOM57VuuhP/6jzhMRkBO0l78E1HHJP4RSJQqCIJbZq3BC2OGi7i49KJAp8yaAocVlxk+MOTk4qFA8anoj/Cqr3BoIB5pP/qeQ2N5ZTP51PYcGrvhGN9568alGHddV8M0tszUMYzqD8aqNnGvBts/sq52wsDrqJkYaewm0cXjpgn1Juy0yWdGn1FjOF18wjyyNk+Eh8uMNtqnMS4zGDgblzR24aBvF8Qj+fDFB5Z8Zmq4eHAanyvzqJzYrL7xoTEsGpsDZ0w+MHCBsaLPOeZR9ZetcKmfVsY4HufQ+EMf+tDFG9/4xosf//Ef3z4Z4jf9Zo3GzaOz44o2mX6fNX1lqY5n+NDXYmzpq9k6VsNeEHQ/sX8ReJcccbDIKY3v0u6Uz6hxNXjK76ZjuNAGn5V5NH2tZ8e4T6F++tOfvvjjP/7jize84Q0XP/VTP7X1+038rztXTs6vXKvKS04ztSf+uTQOZ0Vj/ay9h6FeYLnmzeoDp2XlWqWO4azUH20ssLrO0P6o4QGj8TQzV8TFC1Lt5TWDg7s5R91ZcLrOvJH84Q9/+OItb3nL9g/Onnzyya2NPn7kkUcuXve61128/OUv336jlT4zfa525MbkM5sTDHmtaGyuME+4Vt1///0Xv/Irv3KdNLcex4WV0+w4b2yV1wxO42nks5E7+KexcJfauQ5aPh6kVYMeZM3aWDvpcxQrbVbnCu3pY63PbxpX13FsHFTHMxiwcfA6z2s8Gvld5lnDBa+VuThdcDnHPLpy35YO3fPDmjWv7zIPxmfGpvbjtcr+KRzPRszHf/VXf7X9g0n/H+Gf/umftudR+tpviPufF+7VX/Oa12z/DNjY0m9H5mW1s3qtkgPrnv9I/K+0/Npf1ztmTNXvXzt79y21Z4nLKY1vQ9O+Mdq8flubU+dhGFdhWB+1xpT+kstKHfsQEhy10kP0o3yu858fXScQJWpSTLiZTgRbuyIq/JwAAEAASURBVJWCit45MGCVV7gzaxgKQ37leBSHtgqhh9wzxSmm+PjM8hh5n0Pj2TxGHrbPoTF95XR0ct5zOYfG9c85+mrUONw957vsj3nN4tBWTib8Jv27xN77iF9es1xqh8+qxaVxPosHB6+4zeA0Ls0VtmcNB320wqXYeNBmxc6BIf458mpc1u+rea1qfA4ecpBXNbzC6Rwaw7DgtDpGV8ZBfXsujc8xxtOlvorj0TVdvRGG02x+uDBYbR/lkT+M5okVrHNpjENLHGfW6k9usxqLiQeMVTtHPjicS+NVnNp3vVvRiDbwLCu22tfFxkftWM/auTDEd/8Gb4UPba5r7wWvF/T+2eTnPve5i3e/+90XHnDb1sYDYP/w2s+V+Idm/hGZD6Rch3ebZvr5HPON+Kv9FFf6rNQwnPF6N6sNnMYWjFkc7RpPsxi4aHtT7fC5zfDwRok6XrVz1E45pfMsp7jAm9VYO2NhtY7h9DqvsTWb1+o4KG76zmoDR9u0WcGBNY5P+zM2ftJ6hQ+N02fk4WGoB73mXt/et3700Ue3tZ8rcc5Yuu+++7a52O9vv+pVr9o+lOKh90yOo8Yjl5ntmfj7OOMzihWNR31ncRrjOM5i1LY63ud7133x8bGsmjdpzBPq8FzjPU7zTz9CGNZIujkxMFY/0d2NDgFXCtW7QnXEbFHIC5/ebRhSPrTZOzErfGq7ognS9RU8usxqA+scGtMmw2nW4Oin6ybtu+CualuMNG4ymNG42pMXXVa4jRqv9HljocloJq9zTWZpTHM8ZvRJY3mxlfqDAc8yq/HIZ+UBszws40V6S/DAH1yYOb0+m+lvGLCqwRWNYcBaqb80Nnelz0xeuNBG3ckpTvI9aueYR6thsVe4yAsWDHnNaENjy6jPDI5ctJvloX1W/clrlksYMFfqmL6w4jLDJ43rqxmM8vBiZcUaU9Vg42oGky7wmJxm8hr5rMyjo8YrY1wO+roxNaPLmJP2K/VXXmnb+givMPTXqsbqxjKrMf6W2W+HjXnHRX4rD8OqY33OVjV2nZnBEFsuq9eY+rtPIq70OW3qs/TBkznnE7dvf/vbL5544omLt73tbdunQ/WF3+D2T808THnooYe2vOKl7Yw+9bf2uMxgaDtqDGOfF5+7GBzjYGV8i6O/0xjWbF700SfdX8/gjBrPjnE50eam2uFzm+Gvdi2rhgtOLK2PYtIGhvXKmAoDzqzGMCxqR/3O1vC5NMYljVe1Cesc8yhdVsYULu6Nw5gZU+rsHDUMh8YWc+zIxSfG/Qb3H/3RH23/F+Hxxx/fHnLzFftFL3rR9sajb6n9yI/8yPYzUrPfHsaDVX+0SZ+vnDn2N5zG5ZjXEST9xLRfqUHjkm7nmkfV4GxOaZO+M+McRnMXfcrL9lEb37A52vY2/7M+6Pa1BgPimWee2d7Z8fXXmRdPvuriaxCwfDrjO7/zOw93pg5QUJ/61Ke23/zxuz83/d7RdULpxLhYP+c5z9m4HC0ufPzjFO9++Q0dXGY6lsZ+toTG9129g0afGY3dRPp9KG0tt/2uzyl95GTxlVz5+N0rWAbOEYPx7LPP3mviHcGj+moMR82Mv7s787Mj/vuryR2O3/+b0QYf9SIvHCz73yjjc5t5QaGvfK2Dtr4aNKONOPJSzwzO7KSk/vy2kzGlhvE6avUTHFxmv9bmZqzaMVH7rcajBkNf+0oWDJ8OmtXY1//NX8Y5LjP1p27w8RVsn1xy43F0TNGAthafiqKx+eIojnqhj3fuzcNqeKZumkd9IoA2/jkJjY/o3HzjP2Dj5NMC6m+Gj2sDjX064fLycpu/jl7o5WQO/exnP3vv5m5mjJeXrwC6QfRVPw9rjmijv/FRw9YwZ8eUtvrJHCgfXGbqGA/XK/r49F2ftMT1iOGjv82DxsaMpTEuxpPf65u5VontOg6PGeNH60Y77c3pFlzoO/OAzlxMEzr7DcD9b+SJdRfT/pOf/OQ2Duiiv46aFwNqRg0ak7PXcXGNK33O/EMjfXbU6EIfGptvcDo6/4mp7lpc82bGeGPZfGzeofdMf5u35GQxvszpYR/VBxd4as8yM4+61ulz8wUucGY0pke6eN0wM3e5V7L46QdjQd24Lz2qD11pIy/5da06qi8c9yZyM57U8MxDCddLGOYdOH3z4ggf84188HE/a4zPPIwwxvH5yEc+ss3nXTtn+tw/MaMHXfR3GLCffvrp7Tdf/dNJ91TmWD9R8vznP//iF37hF7b7GWORxu5rzTnu28I7og1fMWjMXH9nf7rJnOOewjxM49n5mBbGg3lnxT7/+c9vzd0nGRMzY1ztGA/uR5uLZ167mrPkxOgyq43rgtrBQX+7Lz1qxrXxRF+19bznPe8oxD1/r2XMO0wdmwOPWnOftTFlTBydt8Qc51Hj273FUZOLce51g5qB0dg8guXa0tik90tf+tItpyN5qT04xhRefvMZlxk+5i39jZO5wrXhKE7XBuPKaypjfKa/4Vi654elDo9ooy/o4/WQdhY4RzHCcZ+k/ty3mU+N17e+9a0Xz1w9a3Jv6J//0lBteLhNQ282+ilBY1CtGJP6y/zt9ZkxflRjOZlH5aX97Dyaxu75zRP4zmhMn4997GNbW/dsxie8o4aPOdS9Ei7G+Mw82r2J+K6BXlcdNRobT/rWPCEvWEdNLagb49u1ZeZ1QzHVl9oxLl1nZsZVWPv1WR90I6lA3TQQ0f6MKQgCmrRnk9WRFhObgTLLBX9tdSQsmDMTCZxuWN1EwZmxNHZxVQwzL5bEdbOgr0xCMzc/cU9jE8isxjDoew7rYmbwz/LBpRfsJutZU8c0Vi9HJ/tiNhbC6fjMWl7w2Gz9aVvtqOOZCR+Gfkrjld/Hk0+1M1vHtDDf0Fgdr5h5T26w0voonrqtjmcxxMTBRchDatp4EDFjOLgBciGcrRvt5KWv8LI/M49qp73+gjfLhw4w5DWLI7Z+clOohs9xrTKe8Jk19ae/VnQRW16uv+bR2RrEQS40pvUsJ+0s5h3LrMGQE06zfS62Gi6X1jOc9BU+tHHTO2P0aEytaEMPdbxSO7SQi/E5e11IA/UHi83Wn5zOMY/SFY683ITPWHOdnODN9tWo8awu8Y+LvpqtYxzUsXtjes9afUXj2bEAg67ujc3FsxrLgTbGlfHJ6FMfbgdu+cPfIp/mnBWN8aGxnGZx6IOLGp4dn2LDMVfQw/YsH9qoH/fGcDxYcb/i4bYHC9be8FIPP/RDP3Tx6le/elv7RLf+dU+jvbHpXhLG7D2gGtbfDM6s4UNj/GY1Lra+XqlhODTOZvtJe/UnL3xmNW5MwZudR7WVh7ysZ3PST8aTh0az+eDC1J+FwZ0x2sCg8SyGuGo3nJmHaDBoqp/p4/5vRWP9ZFzDgnNkDsWFaQdHXrNc4NB1nEcdO2rijxgrfQXLvLVy/cVfzdDVPApzRmM47tO9CYCTN4E8kH3ssce2N0e90SBvr/m98fHAAw9cXF498H3FK16xPfT2QNo46poJg/9sf6ljeXl2N3s/ICfx4cCY5ZI2PSSf7XPxx3ulWT507Vq1cn2QR9rMXqtgGJfG5ywGfVmvE22vXIO139tZH3TrOMLrBERnO1I7AsJaTVhRrHAhGD4wVooKjvYWuc1qo63B4uJhbX/GxE+bWYzi1k+zOcFZ1TYuclnVuImkFxZhH13jAis+R9vnX06rY2GVx54PXrN9jot5YlVjnGCtmBzSeAVH2+YJ/T6rDZxqx/asuYl3g/LOd75zuwg9+OCDh6HSprliJSdt0+cwkaGB/rascknjlTrW1oUeH9srdg6N6buST/zrp1Us7eW1qk21g9eK6Sc35Cu1s1p78ZdL2szyoeuIE/bRNQxzsZvV2RcWcsCHPrNv7MYbhmXF4kPjFYNzDo1xkBOslfFQn8NZsXiscBk1tj1ro8azeYXh3tgLrxWcNF6tQRxgrGqjvTpewZETDJxmcbSD45rX3DXb59p7IGy+8YL7qaeeuvizP/uzize/+c3bmxUelvikrQfbv/zLv3zxspe9bPvU4BgPH/mkzWxecqqvbc+a+Gm8giO+vFYxymmlz3HBo/7+RmuMDy6u47MPqeXTQ7nVBzS0TecVbcY6luOMySs+1jNWDvX3DEZtYBjb7i1mDZ9zaAOnOi7HGU7aps0sjnbhyG0WB3917H5r5UNaHo57uO3bUH/7t3+7fQvTtyYc87DZByr9LIk3HP1clP+N4KH3/qE6fY2F9JnRV5tRG5izFk5vAsziuN6ZJxrnszhjHc/2eRrjsKKN9voJp1kcOWhPl30twD9i7tk80/QG3Syf6+Kd/UG3xGc7cE/yHDjxWcE6B0a5rfAIw3oV59w5hTdyPLK9mk+xVnmEY30OTvFZxVptX17fjDgrnLRdaZ8urc+FtYJTTisY8gln5UJ2Tl3wcQE7V16rOKNG5Xl0ncatj7Yf/cNovXrjMGIf3Y7D0Xan/M+JdQr/yLG4WM9aGLPtx3YrPM6Nc04u58AKo/WY7123tW25a5u9X+1XeOwxV/fj9I3GiUfrFT7p23oWa7V9cc+V0zlx4ja7Poc25dN6louHJ77K7WvxHq585jOf2X4SxRv0fgLi4YcfvvjZn/3Z7ecKPPC+7iva8VjJLYzZXGp3LpzwVtf4uI9Y0SYO58RYwdJ2XOI3u17hUswwWnf86Hq1vXgwVnHCOAdOnI5qMfrHZzx2dDuM1kfb519761ULaxVH+6N8+PvZWT/D4p/9+haNn6uxxOsnfuIntp/P7Bs1vtXr26sefp96fVK71it5wTiHnYMLHt9MOOfQ5pspn3Pqe6pmzvqgW+F7V8k7H7ZPDYRTJPbHtOsdqtVPBuEDY5YLbtrCWXnHDA4e3oFe4YMLjL66N5tXOCtc5MTOofGqtl9hch6NcaGxd5boM2tpnD6zODisYoi9ksvIXV74WFtmDBfzBI1hzVpctF/JL41XuOCAD6zZT5qMGKtcwrKetfp4dd4Sv75azUt7D8zhrZj2q3lVxzit1J88cIGT5jO5xWH1RgiPVW3wHzWeyac2cORWfh0/uq6f4M0ajFV9xZbLqsbpAmclJ1zMxeZkWDMWF/pYVgyfMGbzGvnMYsghnBWNqxd5wVvhkzYrGPKCEx/7M5Y2+mqFz4hTvx/lE0Y/GyG3GQsHj1kuxQ1jVRvtYVnPYmm3Ot/IC07zxAyXXmB7oO1Tg36n9tFHH92+Ku+r837n876rn1nz26++heb/INz0e+L6eWVsyglGfT2TEwx2Lo1hrY5NGNXM7FiAwcprVZs0XuETF1izOGH4NsHs9e4rypynduRhWeUiLzir2sBZwUgb+fQ6r2NH13FZHeOjNrZnbVXf4uIgJzqv8IFR/YR93drc69P1PqFs/v3oRz+6vcH4rne96+Jf//Vft5+O8trK/yHxQNvPRfm/dC9+8Yu3b9aIdZPJw7JaO2kjrxVt4nIOjeV+W/43aeNctXOOnOCt4hypHfFOWTlZr1jfJMVpJa9THG6u2lMtbjiGqHd8+qH/2aLQzs1q/7RxJmltCO8H8t0kJeIN9E+egqOtTxOYsGe4ANYuHnIz8GbMi1Eam3ys7c9YOLjMYogrL5Niv6U0o482131a40hucPz2m8lcXrP1V1/rr5XfklMv9dFs/akTuYQzo28aymd8wd3xo+v4rGiMi/HpUz2z/5QGbxjVzuyYSuP+ccaKxvJRd8bUbP2pG18L658HzfKRFw5qb3buEhuG32UzFmYvZnDw6J+LzOakHQyfUoc3y0c7c5a89NUMDi76yQtxnIyHGUsL8yiNZ+cKOHLqQcIMF23g4GG9MsZpKhca4zWjcXy0xWX1WuWewljAK92P6mS+aR6dxdDOXIHPisba4tKcczSX/OnhHy/Ds8xYfWQs4DOrjdjGlTHOZuf1cR6FMctHzeEDQx3PWGPSuIIxW8dpXA3O5iQH/exFrb6fHZs0lpNr1ew1Bpf6St0YFzOmrZzcGzeuZnC0gdP9+ozG2lj0E31XNJaXmqExnBnDRc3Rhb6zOMYAHNc8Y8L2UX18XdpXlP/wD/9we9Dy+OOPb7/P6cGKf/z5m7/5mxcveMELLl75ylfemqrYeFTHs3MFTcpjVhvt1TGNjYnZMS5p84X2s3NxwpmL2Ur9aa/+5AVHPc6YXLpXX9HGXOX1EK0tM6ad+5Jeh8xg1EZfVzOz2tCjewoY1WIx7rqWl/EAY3YeNYbkY74Zx8VdOeSnn9QMLsb7bE5w1DEutmdxaAPjHPMoDPU8W3/yYHD010peMGjSkv77tTnS3PvBD37w4uMf//jF2972tu0fTPo/CH5eRl8ZV69//eu3fzLpp6I84D6it77uWkWfI23jqw1dV+dROHR1XYGX5sU5svYNI+NC/cxeY/Cp/ox3Ws0YffUlm51HcRGfxl3HZ7jA0J6+s/kU1z9S9RMo8ms+7dzqek7pa6IiRzjim/xnE9eugpqdSCpy/7ARxgpOeblIw7XMmMl69YaswvKfcRXErMb6yIMVg3Zl4NLBf9yFQacZbbRRN9kMRm31EV3kN5uXgQsjrLCPrtVcGs9Oso0F69l84u0ils3y0b66k98sjvGtXtxortzM06Tama0bOeAzO0ekqbXa6adCZvHogpMa1u+zeWlHn5V+goGDixA+s/0Np3nUHGjfcsTyd+PiRUE6HcHIVx7quLzC7vxd1tqYI+67+vSZGqbTjBXbPApDXh07gqeN6y7rRdOR9qOvvHoBNzvv4KNmaEzrldrBgS6WGUtPL27xmNVY7HPNo+m7Mq56sRXWjDbamCPcK9F5tr+1M4+q4dm+jr97pWp4lo8+7voCoxooxl3X+qfcZuf0YukveLM4dO1alT5hH13DgQFztr/kofasZ8cm3to258z2t3bycG8MzzLT59rQRvvebDmqLX845orVN2VpC8v4VD8zOeGj7rxgh7eiMRzXPOPc9l350OFTn/rUxZNPPrk9aPnrv/7r7X8N4fbwww9vv//6oz/6o9s/OOuezrmbTOzu02f7G74api2jz6xpm8azY0ps45K2clqxdNTfs31O4+75cZrNqzEln9l7JW3l4XUVHrNcxKeNmrxr/Yp9ytRfD55m86KvvqbRLAZuMOijnmf7WzuamG9WxpS+6fq7cs8PR3/DsD3bX3Sl78o8KvaIMauxvpILLnjZnjF8ejPL9l4b9e3htk9u/8u//Mv201Af+chHtn8w6SdKmNcdfprEQ+0f+IEfuHjJS16y6W187PFu4ygXbVY0FkPdNY/OaowHXeFYW47mU76+ZaTtal95PiA3y2yfN1fgtnKtoitt5DSrsXbmv3PMo96wcd2DidM57axoCdbN2GxRSfQcyYqvsNgsF21x6SZoBeccGAaH4rbGa5ZPfbWqjfguqqs4abMBLfxpEpnVRWj60gcWjWdNWxfFFdPPlnMM/FHjc+izglH9rUz4dKXNmNeM1ufUWO108ZnVR93gRJtZDDpoOy4z2tTeDWuYszjycpFexVnFKH7jfFZj7XoxOouRltqf41pV7YU7u5YXW8lLW+Nc7azgxKNxuhGb+IPDua9VK3md81qVRhOybE1o61oln9mc6p9zXKuqv5W8mkdhzeYkfteqFS61hZVOjh01eTRvHW2794fjhcWKNmm8eq0KZ8/xyL48LMb4N4PGuHRvsqKxXPSVZQVH7a3Of+nqAT4ud+GjxvrHfz5J+L73ve/i/e9///b7sPh4oOLT2y9/+csv/CYsbPVwFxPf+F4d4+kr5l1yuo4b3qsah53W7c+su1fSdiUv43u1/rTv2rDCRdvV11Uw5LQ6/9EVTjabV9qs1vF4rYrT0XV1t3o/Sgt5NZZntdGuOp7FoEHXmJU6Lic6r3Cp7arG8trno6Yt/rmf5ctf/vL2j34/8YlPbD8R9cwzz2w/X6KfPcD1UNrPRL3qVa+6eO5zn7v9IgPcGat2VvU51zxK53PMx72ZQJP67qg+2pkrLLMYYjZv2V7B0Ver2sAY5z+cZs29UvPxSl6n4p/1QXfvHrmpIWATy6nANx3zzp3F110MmBUhfSUDhqUJ96bYp86VF04rF1j5wGjyn+lMGP4buX8g4OuDdHZxPGrlNE5MRzHyN5nCKa+OH1nLK5vJp7bevfT1BzVTbp276/pLX/rSdoFQOy4C3rGasWpYP6fPURwYFnnBWNFm1Jg+M/WHP30txtSsxv/zP/+zXWz9XphPWfbJk6P6mBjLSz4zcwUM40FOrBenR7nwh6G/YFaDR3FwaXz28OkoBn888KEPvBmTh8UYN773N1V3xYRRHVuvzKN+X27Ud6aOtacJLP2tjmdwjEvaGJeuL/SZtXNcq6phHFa4yIs+MGbHeH3ufiB9ZjSGIy84lhUbr1Wzfd58g8fqPErn5gl8jlrzjTGlr2bvcYwDv5drLFh80uOoNabkpJ9X5lEY8NisxuqXPpaVeRSOhcbdSx7Vhr983LupweadozhpLCfbPQA4isM/jMb3zNhMG/2Fy0wN4xIOjWfn0frabz67n/ApQDU4kxesOK1cq7r2mv9m5xua4AJLPrNjHIa6a06fwVFz+KhjYwGfm/Li67r2F3/xFxcf+MAHLt70pjdt932O+ZmSh68+yf3II49si3E+Y2rPUl/P1KD+xpWtvFaE4RoVxozGOKhZGq1e77pWwdPvM2MBH/rQuLl4VmM1yOhCoxlTg+pYLpaZupHLF77whU1fuVxeXs5Q2drAwok1tradA3+qP+vG1IHm91ybs9QhjfE5atrKR+1pP6OvmLh4Le1Bqzo03uuzI5zqb+vG+JH2+coLp9V5VB+pv+b0mbGAk3zcC+inxlVc77qG8Z//+Z/bWNJXnlXgZn7+kz/5k+2bM+9973u3tdfa/P20sL7wpuLrXve6bfu7v/u7t/nPeTrN9BPO2lrSZ3aM6ycYq/OofNSxfPSX9YzRTlt9vVKDaqf6C+8oHxj0YelzFIO/fupaJa+ZvoKBD53lMztX4OMbB7DcR/p09woWvNHmrjQjwrCtML/4xS9uhL0z5AZRcR01F46wvOMl6RnTCR4IezfGBDBz06ED8ZGXovDVjlkz6Styn1jQmTMXIQVucvy3f/u37WbeoJsxuchJe300+zBX7GeffXbray8uDJijkwmNcck8XD6KUVv/YMGk5OcN5DYzWOgLR3/pq1lt9LWLEH3xgHXU6u///u//3nB8zWjWYBgTzIOMmfGgrRtwNy/GlRqeGePqz8Pu//qv/7pXO7CPGn2qHfnMPKCBISd9rn69gTRrbjD0uwWXGW3MN3DU3+XVDfjMPIG/cdWFSI6zpu3nPve5e29IzIzN5lH9TZv7rr76PGswXBCNBdrM1rFx7h+w9DNQM3mpGQ8IzVnedJwZ4+lgHnW9gzE7j3YzS29z4KyZK+hjTp+dR3FwHVc7bqRnP9ldHRsX+n3F/B6hmvEQzJw80+fGJU5MDc5gaGsOVT+4mCdm5gp9ZC61qJu+eQH/iNGVNq51anB1HjUm/WTNrKm/5iz3fzNzoHqhMSzzzcyNPP60pbOFvjNjvPFsPOBVbkf1MZ93/bVt7po1ODDUnbEwM4+qG3OOOdkL6Jkaxt81AQ6t3RsbE0eta517fmNy/BTWEaw0xkd/uQbPWq8bzH+z1yoaqz3j05jqU1hHOdHWP3tUv+b0mQf46lb9ejPBPKH+YJ2aA/E29t7ylrdsnyR8+umnt35WJz7c8NrXvnb7yvwP/uAPTtVe+ZtDLT6daIwba0fN/RZ9mLqZ0UZbdey1mXmULjQ6arSUA/1ovWLGJTO+Xctnxrj2xoLrnuuCOp7R2HwDh9Fl9lqlBo0FOXUt30AP/IHh9YdFzayMcRj1k3uumTmwa4zrlTqW24w1j5ovzBMz94C0UXvmUe1n5mLc3SPpbzWo7/3vhFPzxE15wrB4U0Ju9dNRHDH0EV28Jvcab3aMwzDG3fN37bwph1PnysvrD2Nh5T6SLmrQtcq40G+f/vSnt2/O0N6crx89u9IHfntb/p7RqbWeb7hWmQflZUzM3C+pGzzoI6ewT2lw07HmUXOxeXTmmpfGuMil1/UzteNnXsyd7k1cg2fuR+VrfOuTlWuVMWU8MXPozDVGW+OcNjBoPDMfN4/qc/qonVmjizGqZtyjzM6Bp+Kf9UE3km44vLDVkYphf1Gs+EYyFZ618waLyaQHWAbpeGF1I7o3bcNxDg4/E6S2OrILUHHyG7HCyAdGE4kiNdHufcTaG5/8yll7BYoHXQy+fLS/La+0cVHsBprmjodTrD2fvX4w3LgYJNoo8jBu4uJcfsVSoPrMZFR/83Getd52rv44N2LI20SduZnCd/TZY/AdcezDMQnQxoRk4OETTj7Wo404MNSeCd9NugHs2F6/sX3bex91Q2O6uKgawGOs9Ku9dVxbNxbgwPAC4TaMcMIoDo3lwhpTe5/t5PBnjOVw+hjn6tj5xpXzxbI92qgNH/WXxrZnNIaj/qsd48lDkThfx6Xz+PExWetzOeHpReneJ98xp70PLOMblrUXFiZrfln6t9+51uVEG3OXeVQdn4oVRuu9xmJZ1JAc9xqf0mcfRxsauzk0ptx47H3EhzXa3gdO8yht/OO7vc9dcMQxLnHqhZu8YdV+z8Xxfaz6XF69IbHX7xROPs5ZzOluVl1fxLjLGD/FB5Z5lE7GeRd5mPForT0r53y0pS0/i5sF5/Lr+Fdaf+3vKR/1ZzzIa2YeFQsf8yeNcTEPpp/ozp+yvQ8/eOrYYrucrsPpfOtyd23opq7rL5/O7/k4t8cw3/Bn43xj/y44/OTUi0D9LcZtc4V2e22aR9WhvGY0xtl4Mq7wEKP89rnjkDk3nu9aBcd1103v3ifcMKxP+cgHHlM79dV24OrPTbVTDPNN86gHcvIa9eOXb7jWex81DEe/42GM731O4Yx5hY8Trfd1fB2XEYNP85axaduLt72PWHs+ex/nXadgMHnJiV9tW28OV3+cY62dl4s5x7VKf3f/tzle/eGzx3Furx9djIfuUczt+VyHsc9JLviYR/WRbW1HvmLv+XTeuli0wQUnD2b3sW7CKAYfGGrHwyL5pPHoY3u0fSx54ENj922uw3ufU3z4ZMaLucL81z1xOHzKO//W9YF9GOrWeHDNw6UHn3s+fOP8l3/5lxcf+tCHtjeE9Yt7Gv9s8uGrT3N7GOJ+i+EQ5+v47OPwo68+x4V1v2T7Lji4qmE4zDxq2ee+nRz+jFwchqOOaVw/m4/ZTXl1rjXOjNYWuCOXu+SUT3O6a4zXePGCn4/t0U7lpS/l1f2fGsquwxk5Vw/GAzPfzF6raOL1kPrVT+qQ4X0XLnxgNN/ggt+Y93U4p3zUjTHBaDxex0/hjBja8KEvHBobE83HzrNTOI7vNcajvJx37Rx9TuGMfJw3j6pj843XdubivQ+/ve194MhLn7ue14Yfa791eOE4boGjjs1f5uLyGXH2GLDCse38OI+6b9uP8eLxH614jlXHtKHt/t74Oow9Fzh84dg+dR8pHp/R9jjO09h4UDv+/8EnP/nJiw9/+MPbm5G0M1Y91Pag25z70EMPbQ9r9SuDgYN7CvOo8STO0XkUjnGln+RlrvB8aa/fmI/tMSf7uDSP4sC6R7YtjmVvcJh1PvKXkzp2fxIeH3H2NnIJg48HwnR0/XKdgTPmNfqGOWI5Jp6xSRvPcZhxzo+dwnB8jAOjMeUcTrTZ+zg32ikuxoOayXpgfhOfMQ6+zaPykgttxljX5XTKxxyh32mr385p33JF5OsrZjKCgeIhtx++15EuRC5m3rG3FsonAQxKieg0wnkRYtJwkfDuk0LwzpSkdaJzBioBTOT+oUkv6GHobO+yuJkUUyG4EYNjktUBFhh4iIMrHt79YnWImzDFbLCbXIn/mc98ZpskxdLehcjEZCD7FF4fuYfBR+7OuYGzj4PJRzEoDDkbdCYavOWp6OgWD/rgKSc+9uX8sY99bMtLTA+L8DCBiSfHtJMfo4fl+c9//r0JAIaLqtwUHI0VqNxNCDh7R3DsJ37lrT9w0UcmAPk5Lz5OuODtuMUnHuUlbzcBl5eXW+72tTcR1Q8415c00g4PGPoVN8f0EX3uu/qklmMm13/4h3/YfBosePJTf/S1yF0fwKCp/pS7xfFnrn6/yoMZsZzXR/LxzxrkqJ3fGXTe4pj6kxcf20x/6wMLH+f1VfUFW05iiVteagZvvvD1J07yoy++6lju9FN/YsARxzH9ScMeilcTNMafn7z0kf5i6kGfi4MbPxOfeL7mhJ/jLqDGoMWNQnWjxtSEidPYq86NWTjPe97zNm6Oe3cUX7UBUwztX/GKV9zLwe+JwTNm8JW72sRFfsy4VBvGKb5iqZnGlhhqy0IXOBZjQTx9ov60xxlG+tFFP/BT53zMTeHgYzzoT3Gdp6+Y6gyW9hb1x2grL+v0gWGu0R9y1Q9qp3pt/qtuHBcDFzjxoQ2N5eSY2hLLXPnYY49tv3/pa2ovfOEL/4+POUCf0UV/NhfLT//IicZ4wVbfPhWgz/QrLs7TSNzs8mqMq1ELn+YBeTPH1ag6l6Pz6lht0A4fmtDPwxy5Ov/Zz35200nd4KKv+Rg36sVCv0zdwhHHeFC3YhlTxhdceTRP0BE2/fRpYxxHtaB2HBOHvrD4yYd+sPS3NSz5lBtONIovXnDUIP3kR3dLGOae2ru2jqYmYOHORx/94z/+4z0X2sjbGJWTeQAf23SxOK89jWmjBulHF7WGr/a4ilddmmvh6Cs48hfPnOIYLuUuR+fF8YBD32oLo2ufNvSjs/lNXMfM1/55zpvf/Obtn+R0s44TffGkixosJwIYv+LRr3nUGFfvjMZeNPFRF3HVB/hZcKELjZh+6v7EPn5yNn75ia8W3OOMGtNO/jjxoeFTTz21cae5+QMPfSk/PnTRl87bx5ePsUcb583X1SgfNWdcvuhFL0JvM/cUMPjjawzzE4fejsExBxinuPChDY3FlAvt5I87bXBwvYPB33ihHQxc4OCijvWBfXOJODjDYHzMgXR0TD+6poklLsODNvTDV3+qUXmZTxyDY3yaA40Fi35wHo489FOfQIUhjmtDdY4jDDUqP3mYb3CSmzhqQizzKH+cxVHvFvuO04XG+t2xd73rXdv9nZ9w+Mmf/MmLBx54YIvDz+J+Tgz6hKtdc61ab46gNS7OV1dqVDv5pKHz8lA7xuXl1ZzMxxgwZvh2HWou6b5NLq6vMCxMDGNFXxh3NO6egYbqSl/Lu3nUeFET5pXysqaf+dsCo9xpTl99BQd/bZ+5mq/NI0zucpKPfqWfmlIzYsES33E1qs8s5j/n9DvcTE3gDYsm8pK7OBYaV6PiikE/deU8zq5l2neNoV+vU2iMjxo3F6hn9UdD95IZHBhi6Qf48jI30cAYlhN97r///m1Ny8YV3kw/4Ew/fQfXPACDhnKnhz7HV07ypl+vCeA67tN//OGYj+RFQxrIiW4WeYnHYP3N3/zNxTve8Y4Ln+L2kyWuz5bf+q3f2tbiwpCjxXyjrmhT3urCNv4WNSEvvrSgYffi9s1DfCxyc0y+xqf6ZHDoZ74WT9+YS+RtPtGfjusH1yH7zDUIngWGeYIfLmrYMfcD+ovONMNHzvpTnzTnyJt/tQNDPBri8MQTT1z8/u///hZLjb/hDW/Y8tFn+sFcIY6FOaYtTS1wxVAX+sI+H+fiLL6+1Kc05mOtL2nsdRXNLHLHy0I7+TivRmCoG2OLr7yrUfqJm8bqhr9jjUnXKm2YWqFR/UBXXMz7/HE2LuUEh2lLP+OFBsalcdA86rzFnK7PbKefaxpMx7S9vNIajrzMW+LAYXE2B6ot1ti0liMNnaehsWB8qz914ZwFNv0sclJ32suLfnxoDIPGtFRzOJvXYcLAWX35x4G28aMfXWDKS1v6uSYaq3xcz+hj0Y4PrmI2t8m9WGJYYNAPZ3WlvRqDUXw46himmpCX/qANPrQx7owJOTivbsRzntFfjZpP5SHOM1+9V+eDg3mUj3rmY7wZ4/KzMP3Jj44005e4qC985EsbrydpwxovMNNYbl6X6hfxzaP61KI+4eBq3tJGW31lzbSDQRtzAH/5qiu5w6E7zdwrOc/PebnDKi84xgKN9InxZPm93/u97V7aOHVvwA83r1Vw03evfvWrt3b00A9imCdpp2boZ9ypQVxoK446xVE+apQGaUw/Y8FanjiXO83hi2ce0M7iDc+2zTfqiY+88MbBdRMnccXCp7xty1l9qdE0Fj/98OHjvDHefKx2jCnn6WMs8MPnVD+pl3B6fUt3tWXBCR+cxZG/bZz1o8X9m/FL1+7FaQNH3nTWR7TAEyc1ig++uKpRBsf1jjYw+BhvfPQ1k4vXFl2n4OKIr75S63y659ev+KpB9xTGFTzay5nOMPSN+nbfBs8+rsawvHFxPl3gMLqoc7nxYXzUlvHpmH5yj8NPXapXHHA6l50P6YoR0i0NausIE9S+NfH42tah+egIxS9RA905nUlYvsRUIMQulmP8rJm1IjOhEdg5mLCLo9AdMxgzeI45x6zFEU9xKR7+sPOBrePKBwbu2mV884GhDYx8KiLY5aQY+VnkzcfgwF9O3rlz0YAjr/SxTa/y1MYCg1k7zwxK3GDolzD4nOonx8o7zeVlUIgBh362GV/80xguXiMffPd6jfva8NcHsOjC0sY2H3xwYTQsJ5xZGtcPfGCJD6vztDH41Y7JyTl8xMjsayfXYssr/fiJC9+k5Zy+1q5+0U77kU+8YTM5pav6cpx/fcAHrjgWmBZ+FtsMhtjp5zg9488Hr47BwgV2NRq2+F3Eaew8nmGIob/x1YYmjsXFmjbGtjy6sMItBqxqDX44/PEMS3xxmvTxkGf60MA+C9t6xIBPB35w8MVF2/KyjY+aCMe5UT8xYRibxjhf+9rFV5s0Th856B/mvFhqUN2Yc1ww7POBw4eejotTzcnJufjhph9cRN0AmCvEzkc8Pqw2Yogfpn381YMxzt/+qE0+5bMBXv2hK06Mv7Y4y4k2NJYHPoyvfRfATCzHGE5wtFMz4smnGuQDi0/zjWPjmEo/PmlBQ3H0VdqI5Rh/vK21kSvjZ1sc2rgZwlMb/JyDwdI4LRx3rBqFZV87tUO3csonbca8wg7XGkcc5Mzk5BgrB3FwbozzGTUWk083kbhZRh+cwxHL4rxY4lhoAJsZV3JKU8f46AO1oC9haGNxLh+1r135NV7rK2vnWVzik340xw/nxjhu8kof2yw9cXCunJwTG2c1LAYb9bOP/6gNnfFLP7j48FE3cne+BQYfeRkval2s6iZt7IvtPLOmMb3ycdw+jS1w5CcP+IyvdsaBF2D1AT6jFvTBGV8mvvPWTH7O0dfcBZ+/PoiPuPiMsenreD785UUbnBku9Q8/7fWDnKtjOLgzvPDhg4u5y7Y8tYXBB672eDsml3398aGNWBY8YPG3sHCrFTjyECMf57TVB7bpwGfUz7l4hD/6hEEf926MxsW1jz/O5tEw5IxjXPCCoa9oLAa9Rv30SRhwGdx88C4P+O4J5AQ3jfnAVcfw7Jcfn3LHDQ850ZovHOct+NHccVYdiw+H4UVf7TyAsY2P46OPWPu8cBQjHPtwcMGLxvDKCw9zsbrBxQIXHxbnxouc8YeRDyzcxjkdTj7pxB8X+8aEnOoHcRzHF3454AfHOWZdzcqJP77W5SQOH5z4w+7cBnL1pz6x70Vp/NPH+PCwzYOKP/3TP90eorqOeHHsQYsX471Q1tbDJzHEGvUT33m4jW9r8XFmfOTLhzmvzmiTD1w4jjdv0ViulnKUd+dh4QKHicPozkc9iKU9PxiMH37OqWN9YIFjvDG5agOHX7Wjr+o7ePzlwMdxGGNfdM4xJvZev/qze3WYcMTKHNtrDAdvBlcMPq55+MjR+XQJ1zna4I/z6JM26oNPfGlqOyz7ePOhjdhyLXd+cqAfjR1Pn/Tjry1fXFqHIS8+xoHaMAfykaPYtpltubZv7Zi2HdNe7TRvaUc/C0sLYxynjjmPD6uv5QXHAlPsfKydZ3jDtWgbF+e0YfThp69hjbk3L9ArfvKwzeSYxl3v9Auf+Ohb/W3RDof0CYePPOlV7dB41K++a0yJX33Zlh8c7Rp7tuWAz+izn9PlkA/e4tICptee4shr1Caf9Cg3ceRnH4Zt/QRDHO3y1RZu9VhbuorNRo3Vn/3qLx/t5ekBOuzwHXc/4wMg5lkPCB999NFtLnX88vLy3htRHtDTBYaHiuLgR9PiyN++GvXQUp3KUd/xZ3xsj3XsuLzh0YPxoQcMteN8Y4GPRZ7OVz/a8Ck/sdJYDeMGx1JfiUn74ooNE1Z50Ukb8fSV47bLHRYMcbVl8EYM7Z3j07XKedcTbWEw6zFvOOLwZdrzEd81nDZyhCEGfz7ycly/i2u/8+E471ycaZcWjsHCrzFFZ1rgJ4bzFu34uD/G0yJW+uGLhz6HEUfHbTPnjUs1LCdt8RMvH5iO0SPOuNhn/PjjTGM45gvYcdkcF//8f3vQTUgDXicgLCGJSlIHEq+OGQVOcH46gSBw6iRC2yew9hbnYNQJ1uKL6R0J57SBnXjEJebeHHOOWRdfB+CsWPOB77xjzjF8xAtj7MheINMERp2NP15wwoADA2cYfOxbTGgedL/+9a/f8uSTPrbligOjhWW09OuNBFzolZ941/VTefHVjtFYLg1S/cvkhIfBwsqj845pJ9e0cIw+8sjEhF2fO54W+eBjsBh0Jkj8LfJiYucjXksc6cfExgUOn2pnO3n1Bw4fXCxM25btwNUfsdWEG314cLRLPzhp3ljQlqbpA9M2P3zgyBFn7Zlj/MZjtkf9YJRXdaoG6j842uw1dsySiaNG6WI8yFEcuqavPBsPjo3c2pcP3rTAx7Y25SQebFgmYxa+WFl96+LBcJWnfPmnQXrycVxcvBgfONrhAh8XnIrFp/jWTHv82ocJwwsL7fSX/Thq4/heYxjVBP5i6Rtm/tPfMPiIVVzn1Z9jHYcfH31r3NEPpx50l7f2YhdTO+3F52O/nOwb4zBpw6e6SJv24bIxL/qrGbmrGyYvPmIyseyPc4V29V3ctBtvFmiDA+PDP4zt4NUfx0Yf23CY8amfLNqnZZrTL23iWhxa6CPncVezjomXzo7Txpqla30Oi66OP3v1SUN1p/+t03SvzQZ09QdmOHzlhXdzm5zKG75t/JoD+IkTBs6481G/6qsa5sfg4MynOI7DgO98+9VxD55gMT5iqQdc4gPX4rwFPoz6Bjc85J2+/Onu3Mgn3cXjo50+xwVXsemePvlbZ2naPgzt3JCJxcQetYG911iMNNYGd1xcp9QPDIu+Sz+c00csbWCkjX26uIl33j2B9tqMZl8/prF28rLOxDYu4YhLy+qfj5jpEo5j+IRDS+2rGzHkCKuc6GQ7vWDzG/dhyku85gr8il+b8hKzY7iztBZfvB4eyCkf6/blxM+CT9uw+GiPizei5Cl2eeejj/ky7eHHwzE6yAFfvnJ0Pj40sD3qBcd+sbTDVVtmW46O82X8WfvW2o8+coShZsxvYuMW3/rEi+TR+PGBiWt58IE1jtXiwrVNG+sW7W0z5/BQO0wb/PDmIybN+WTlFA4f7XDQV+VIDz4sbdMzLO3456OPxNffOBnPfIpFh/0YVxfpB18sfdNDHrzG+SZO+2sVDLrGcdQYFl604MeHPrjZtmbOxSWNtZGXe356N6bCECeOMLTrXBjadKw4dPAJQfnQ3afJPvjBD168/e1v32qCVg8++ODFz/zMz2xrn+Y05xlTsPCkFWwciu3YXmPny0tbfUZjfWSRo9zoEH/+Iw587WDBYNpp39yWPtvJr/7h47yFjjBwHPXQN865p9DXcCx88aGRfWt+zBrfMS/bdKORbdrAyOpvPhkulkx+OLveMfv4VSP4pA0OLTBGLtrSz/muVeJWE3iVE23Kc+TrmNg0ds1j2uAXjmN86Da+roITFl/tmE8Ryglfx8pdfvyd498ShrZ81Ko8ceIjx9rwsT2ubYe7nbj6o70c3F9XS/pKDkw/42WM04+JJb5zDKZ9uTsmd+MQjn3+sOXI1/lyqvbsMxjiyI3BxS9ujuGGt3PaiWE/LHmLBceDT/60kUca6v/aFdtaW8eZbfXA17XBtrE61o64YomdPs47zsSzr515i+GiTf0Tp/21ynk45Shfuto3r9PXfhrD5oOLnPntFxzpKZfxTcfaaSsmXMcyOHttYPH3qdly5FM+9A7PMdtwXAPx983q9179k0mf4n788ce3uNr45oJvSbzmNa+5+LEf+7F7/W0u0day1xhPuvIxPvGnQRrTyPZYx9rI1YKbfPioQdazJTpn/MTh2yI3vNNaLPEZjfW1hZ7VlpjiaDeavNKPjxyMF2/K2ldHaYwLDPu4sH0/FZOP2LBtw8HJMW2s7Tvf+LQdF7H4aGds6j91VF4w+MQRBtPGscy+dvqoeyE5pjkcJg6MNNauHJznV794LSPPuMRZm8YBHG0snYfjvHPdJ+GK39gvsLWLr3bO45PZ147Rx33OfjznO7s+60+XuGggqbB8HTBxJTpahdWx/fkGJCzFqxNGn317OOP5cE1ILvTE1iljJ+Wzx9rjOK9ocFFgvmpwyic86/15x+AY/LBwURSKabQ9F+f2WL5y4CH37/7u71789m//9sVLX/rSe0Ub1h5nj+G8XBQoHnSh0d5uw+HPh8aKdbw4j1i34TjfhUw7E90pziOm7VM+9VMTz77P91xO4bj4wHED42txJue93QXHoIWBg0W/722Ps89JvcBxswDDpLb3gXkbDh8a51dfOZ51rn3rfSw+xrlFPmr4No33GHBNsLRxMfPi5y7j6hSfxmbnukjaz/Z57fmkcQ8tTbp7H1i34fDp4YE5TF+NF6q7YmhLX+PThE/jPZ89F9h7HzUMw1fy6Oth995nz2l/XhzzqDEhn/1crD3b8zmFU1+pZy+O9z57nOvOeyEpnn5yg2AZ7TYuxaGxm3ka66d9vNtwnFe/5j83ga5VxsRRnPh000vju/T5qThyivfMfBOXc8yjeOhrY93NF31GzvEc+248Hxdfd3zjG9+43bj7Gp/fGNzbHmuPExYutFXLe433GNrscfiM1yo4s/VnrujhQdeIMa89nz0Xvvqbxhb97Z5r9NtjaDOet89w8QkhtedewFyxtz3WHqd5FBZNTs2jewwx9jiOuTaYd1jX8m3nq3/ugjPOoz2MGzFs3wXHC0D6umdSw928j1i34fikq3u3N73pTRe/+Iu/ePHTP/3TG9aIcYrPXhua4KHfbbs32fvcBYeP2sO7e9GZOtbnuJgvzIHqeM/nNm1wkVNL95KOZ3fB0Ef63MNWn2JzX7Gfc+DtsU7x1ef1u+vDKZ+4We/POyaO6wNe+om+t2l8CovGtDHvGFP7MV4s62zPBxcYxpX61ed0Hm2vi3N7HDWHj29/8Hf+3e9+9/bzH+95z3s27fWBr2x72OLBy8///M9v/TBeY7V1HTcHW07dV+z57Lngx0dOalk/zWgMQ3v9xNTM+ELcsT0Xx/Z8+Mhdn8OQ7x7nFNYex096+akuefk6+a//+q9r9n9sz2ePwZmP+xvnjEv9TuvR9jjO7bH4GOPm9a6bt+HsMeDSWA0yuszUsbbqj8Y4yEvtjHaXnOSjht0fq5l+ZmXEsb3H2uflPAycmGuwfh/tNgy+PWS0dq8kt1OxRlzbe5/mUGv6ztyPNsa9mUDbU2NT7NvyMhY8CzLO6e1ZxZ7vHue68zDgnXqduMewfwpnnEdpbP7b++1z2mM5LxdzMQz1d9tY2GPYL44aNFeculcyH4nj09tew/npC/cRfp7Etnsa11z/1Ne3ds25Hm7LSw2q6zG/Yo7HcGHOmW/kBnNmHoVDY/1k3vFafH/9jQPfbM+HT7mbs2g8M4/Ch6UG9dGpe6U9n1Nc4PSTMPKBg9Pe7oJlrrDQGCc6j3YXDH00zqM4jbbHcG6fl2P1E23VzIzGMPDRX3K5y7O7U1xw9hNi8MxZ3bvheQ77+t5aQNX5ClMnnhpoQZ9KtHPWBIMlYeu9/35/bDtu8zNJx2U81/ZtWM7jo5hOcYFzG0Y+CslFBM6+wPOxvskUhHiw5AVrb7fxcd4gk5O15ZTdhqMNn/pJTqfanDo2xnN+HGSn/E8dGzHiYsDKZ0Vj+aTPfhIp5l34VDewTvV3nMM8tRZHLvXVdXGvOz5i0rhJ8BSfu2Ds+czimCdg6S96n4p96tiYj23xq53r/K87HhaMNHbsOv/rjodjbUxWf9Z7uwsGPnRhtk+1OXVsHysML/q9sXFdm+uOw3MOB/MovOt8rzsep3Cat67zv+74iKN21PGKNuLoK3npp1NxTx2Lh7XzxqUbn27ITrU5dWzECQuX5q1TbU4dG3Gc1/4muw0jLvq6Oqbz3u6KA6O89m32+/sYceGHg/6ynLK7YuknWKdq564YzTfx2/O5K0651OczONqKV1/tY+/39zHax8WLSP0er861vg2Lpvg0t5/yP3Us/HGNx+q1Ch84zPYpuwufNIZBm1NtTh0b45VL8x/MU3YbjvPaVoPX+V93fIwpF7xm5z9YaWyM2z4V99SxkYdtHJpzbO/trhjaeZHkele/HcUSq/6Z7W8x4bg+wFjRprq7bh4t1j7PcR8XuhqbdIa5t7toHI4HjR6+eHHqE9y+8WX/8vJym0cefvjh7cGLN8zE3NdY2uCxog0cY2EFB0Z9RJP6ftSHz23GBw/5wjtVxzDugmVcwrCcsrtg8FF/8cJtb3fFoUn9OIszjsdxe+R0Fz7iy8t6hcv4IO66uNcdj7PzxpPX9exUn9+GUbvVOg5nnEdPxT51TNvMeXmYb2Bd53/d8XD0TdcFD8Ku87/ueDjOqz0a/z/27q1Xm60q9/5Yn2IlJsQHCcpOEGW/cwoiElCIkKjBGBM18QijiZ/CxMSYaIjRROOBuIEIiJsoTFA2IjuFCeJEMwXca+Khh2v8avJnlWON8TyjWq/5vhPytKSPuu+q3q/e2tVab71X3VU1bqp70/4wbOkj7lbzaBg4msZf+tLFGO+7C31+EPL+YzfQeHe2HOtibe+bVtePiN777b3L7uC2dnOeNx2jMM+Iv3txnJ17v1z9rA5uz8ijsLq+cF3f1+3b69NxuSLbrvO5NtXdt99/dtx4Iuy7rv51+65i7HOnz1flXhjVZweOYdDnOrkXFozyjbrX1b9u39W+1HEebYzfbe682u623/9flm7b8pp6CFMM3hVBnnKdE4/gIs+Cd1XoYmJdlTMwLIDYBUuATTnKV6s2aX8Gx2dwQ5dOAH2eCnvOsEnykGRX5KyxQIczuIFztwW447cRvKxyo5/Gwm36vKkOjLPGw00nJjf1fd1+Pje2mxSvq3ObfWGsxjJ+TPSrwi4T66qcgUEHPl+1S946K3et+olNZ8QfnLNyhRy4yrH4O2tMrK5NcHOWvxufMKdyZt7yPv8VOTOPnhF/Z8WMGFZW8rF1myJ3weG3iZzJ8VSHvd70OWM9EMd77KOf+VvxT6JW5axxdUauyOer88MZNtFF8fSRC9xvfetb/8edWG984xu3f7T6pje96Ssn0Tf54oz1H2y5YjVfnBHDdBHHZ8wxTvjZtJJz6HPWWukMfs7AYJP4W40dY8GFlTNk1Ud0KBevYp2RRxvjq/lGLvYEgLIqZ8Qxu86IwTMw4uMqN+7UdSe9p2Pcvf3e9753+wePnpiSE8xtLm6/4Q1vuPjWb/3W7UkET7KcIWfkURyLwdXYOSuP4uWMfHxmrlgd42fFn/G5yg2MVXuKXT/UPFYyW23foI1b8g1S/63Uo0BInCz0eozH4yoGjDvEj4qTConBIwcwJJSJLnDo4w4Gt+h7JUsTwVGdLA4lMo+p0EXl3+fUAABAAElEQVTAHhV9s8tjJvj269/VZHkbTI+h4bfkNsHo5I2/2XPTY5X30gcObhIBz86JeDSdbR4rmi4U/XoKw+TSu40nuogX+kgECn6Oil/C4Yg/9vjldio4xjW56VHu22DjRTGuxDC9jorYgyGO/Wfn6WTtF3AcE0l3wk+/otMFhn/cMRWPbPGZcd4dkkex+Fv88bn4w/FkPPSYVK/WwDP7johc43E0//REHhbDFiFHpTyKH9xYrB3No+Ubj/vRSQzjZqIPu/ADywU++WvCDW5xI2bk0MmCKLvgmDNdGDamjvocjkcdw5vokl/lQHPLSh7FsVh2p19PFRzlmD7sMUaNCWUiceKumE5y5eSJPmImMcYnGNrLgfxlXNFlkkflUBxboxib0xOM7iJyQqlMcmB5lE04lm+mIv6McdITgkex8GKM00e+odPRMaVPMYcfeMb45Ieb+qVL67bJyTtO6MPvxtd1r5i5LU/mOxjN4ZM8Ku7oI6+7k3qSt+ibr+DhZZK7zLvK5z73uS1mjE1YcX9bXuQK/LKLPl5fNxHcmh9gyH/Tucp8iR/rHDhsmuQc9tCn+eXoxULndl4j9eCDD1687W1v2871+P0pT3nK9k8mXeTuH6DdhvdysXFpjB/1E5/gmF78JWfBUo4KO/iJ4If+E4Hh7nZ52JpieiGBf4vBiR61oQsRe+byyRg3HuQK61HrdPyar44KDDFI8DKdq8wz5mA2FTtHdeEnY4E+uPbqh6kYl3Qi8taEG74uB1qPsm0i5qnylvHN50dFDmWP2LGmgDHJN+Yq3Jjz8O2f0RrjR8a52DPG+Zte5nG6HMHIfjrgWL6wNrlNjqptW7qYv61POr+b+Ds8ObB5693vfvf2+riPfOQjF4888si25mD/ncunZNj9yle+cvsR0XfjsPnkny//t0+8Tq+dsIuv2LaSR81VirFFR2N8Ejv8xOfWW9YUkzxa7DTPdP47iR3vQpc7jSm+mIxPHMuh5po4nuAYT8Y5we+EG23FnXMz7c1Vk3wMgz58jh/xNxWv9pMzcGxsTc6Hbur7+IrgJqTL/ZQUoBzJcORNREBoL2FPAqE+m6BNhtOFC4xO4CSBFcGNQpdpcjRI6YQfQYbzibAJv7AmiWjfp0kajgHDrqOJRNsG7h538tlkxk8Gy2TBq08YbBLHBtxUxDGObaeyHwt4WhGxly4rWOKOXRLRZOHMBvHLTzieLMbigT3FzlQXXJRvphjpAwfPYmg6NsujXYig39ExFcf85AcOeXRy4Unf9KGL8T2NG+3KObhZETbBEjfTMS5uxDG7YE3tYovFC12m811cyDlysdw1meTZIP5sp/akC7vwTJfpHEwH3OLYCSDOp3NNWNMxlV1yjjnKAno6Bxvf8ds2/CPbcqAF5jTviOF8NV3w0hmvcvEKv/zLJvl4Oi7jD8dih0w5Zguc1TxKjziejMtsssUPvCnPuIhjfK9I60dzy3QssIM+OHaSQ7/JXAUnjqc5AgZunbCzZ3KxHJ97jsXPRIpZ7ZuvjPHJON9z7ILwVHAj/5mnjujhRFb5wAc+cOH90S7EuNCDYzc0veIVr9gudruQ5eKGOeM2ghdzC5xp3OhH3Ig/P3xPY6cxBe+2+qt7VfgKx+w6wvFVHN+L5+uO3XYfjo1HuaKYvG3bfT25gl1+BJhyDKO1+koeZQe7xI0yEXzAENerc5X4Ez9k8iOods3jOOb36ZpLW/rAmcYfbuQKY2p63YRN/MTfOM7v9h+V/I1jn5XJHMOu5ip5aorDV7jxI8A0dpoX/CNJ5w+K/OrCowuz/A/fHdzPeMYzth9b/YjodSX7i4Bxg4/puMwf4sY5CN9PsXAcP9OxQJ/yqPE9jeNihU3NMdl6dAuDHniGO5Uz5qp9Hl055+QreUIMTzmGwSbxPB0LcWlMiT3C/2fK6Re6JTR3KkkoSJgII0tIJsRJQirIJRDB4MR2Ki0QJeyJLvrVDjcCiy5TbmBpix96TQOiZARvJUDZhWOycsESL6tCFwOuSWi6mOInGH75xfNU+AcOf00mZv3ma4mWTONPWxwXd3CmghP6uLAyXZDlp35dn+rCnmJnqkscw5HwVzhuAWMRHddHbRM3cIyrKYY+TUAwPNUyPXnDhRwjpxvfU33glEdxM+VYO34q//k+Ee3w01xlQX90sodBDxzzl5w6ETgKHLnYAtf3Sc5gEx9pPxVty4EWq9PFFBw+x7EfWaY6accm/E45xgUcczh7XDCa6iP+atv2KNfa8ZX5YXoXmD7xYTw15x3Vo/r8JBfTaxJ3cPiouaETiykWm/L1yhpHHK/mUXo0HqZ5NB7wAw/fE+EfGGIQLyv+En/0aM6b6KN9c9XUJv1qG8fT9Wg5wp1g1ibFz1G74lgM7sd6PrwtHhztjU32TS/K8TNfiWM2wT0q2mhLl6PrNncMek/sz/7sz2532bkY4xzGRRcXuX/sx35s9M+j6GKNPh3fOGBXYxzH09jBL18R8+9E6EIHdpljpuvR+l7JE2Fkk7GhTEXOYVdP0U1wylvaTvOotuygizXb1CYxB8OPu9OYoQuR/8QgmcYybsp/bBJLR/ON/sujzs+m57/6hyPfWP/RZSLayaHWf/SZ2kQf7fHs8/QiLJv2eXRqE1/hxg+7U461d0H7t37rt7bzM+/kNm8RueNZz3rWhX+8/upXv/riBS94wXYH8E3zB25wokw5zlfWx3iajgnxHz8uyMM9KtrQoTG+kkfFC5v4yeej53jpThd64GViExztWivJ7VOO93PV9OYWupQDxdVUF5zKW+aZFT/hx5gQO/LeNI/CuU5OvdCtA0oacJMkfZ2Cq/vO1ONMrFW7Hk/t8bLKzWr7x4KPs3Q6g58z7DtTjzO5WbXtLF1W9dD+8cSxBZDF04c+9KFt8fS85z1vbOJZHJ/Fzxn6pMsq1lnz3aoeY+c+xg0fT3bl8xWTH0/2sOMsfc7CWeG2tns/rei1xwn76PYMjKN9frXVP4OjFT/v+ToLZ485/XwGL/o+C+e2djh5tX745V/+5QuPbX/qU5/aLsi4wO1VJf4ZmnfEvva1r/3KI/y3xb5ab9VfZ3BzBsZVux4v3x9PtuXrtqscnYHzeMFY5aL2Z9gD6wwcGJX0m2zP0KV+z8CaYPiB0PnY7/7u7148cvlqkocffngr9HIB9oUvfOH246Ht85///O1HJfnWj0K3uRA50SlObFfbP1ZYe9zJZ3at2hbGWTgTO2qTLr6v6hPmyvYsHfZ2rehzXdtTL3RT1Em/QbuidG3hwFsRCWL1QgR96KKsyJ6bFZz4aTvB2tv0eOB4VYc42HPMxomEIXamGPqNY3gr9u1xJvbUZkWHMGzps2qT9sZT43OPf+RzumizYl84Z4zxbDtix75uutxmcbNvd/WzX0W7i8uvwFOhz6qf9J1dqxxr75dkeCuSXbZTrHy9gpENOGbbVBc42tJpetdBupxlF33OiJ1sW+EGBn5XOT6D3+xZ1SV/w6HXVPLTCg4MZQUj/dmyYg+cMMQfvaaiLawz7IqjVX3osirxs6oLHByvyFkcw+nOq6ld2u31WbGruJnqou/0OSOOi+Gb9DGverLD/4twx6Efyfvs3cHeT+p9xu429O7y3hV7E97duKNL+tyt3r2OFX8THcLWFg5ZxcmmFZz0WMWgC8m27cvgDz2ya9B8awIjPVbsSpcVfcIwpuJoahebVu0KY1WXOIYz5Vg7BTfZtcINHGVF6HEWN3SZcsMGutyGG2twdwK7q/1LX/rSdnHb9i/+4i+2d1h7B7qnEjxd6H9tPPe5z91eVfIt3/ItW451t+5t9MRL8bPKcdzcpt/r+tJOuQ0/17VvH4zsmuoSFpzV2DlLl2JnxSZt4ZBVnFW70uUsjsUNrBW78vt+u5Z99khfJp2SHhNYUZaRDIZjuyIeA3FrPn2moi0MWCsCw8WnM5JAAVHAH9UrPzkpWOFGv3jJ50f1qD5uzhD20GeFYxjsue0vqTfpzTdw2DaN4/1YoNeK0MOJDFlJJI0H22n84SOOV+xiR7FzBserY4EO9DHOp9zQoThe8RM/94hSfrfviOhfaUxN9dGOXXy+ehEWv7CUVX3YNfUTHrWlD7/TZ0Xokm1Tu+iB31WOiz94U13ih10rvoJT/DweOOaj+F3hZs/xNAbLN8bVCjf6N9/xFayJ4CJ9VnK6vrWP27ZHdWJTHE8x9BkOXti3Itrz09Tfe46nOT39ixfbKT/axvHUJvrsOZ7GDgz6uAuunJOtR7fF8eojtHJFukw5jhs4KxzjBgbbbsLx6PAnPvGJi3e+850XH/zgBy8+9rGPbXnBBZnXv/71F89+9rMvXvSiF118/vOf315l5gd0Nk7EeNJ26u/6ZE8c32RXdW/a5m/Hpxi1pQub8L0i2q/oom/8ijv6TOMPztkcr3DDjtXYCUNcs21FcFsunvoLH3BWx7j+4eDHdiK4oU+5YoKhDRw64Lj10gQrX4U5wdAmbsoVU5w9N3fzN5sfubxz2z/Z+/Vf//ULryf54he/uP2Q6CK2/83itSTPfOYzL17+8pdfPOc5zxm9E52vcUQX26kUf+yb4tBhnyumusAp/ugzlWKnPDjF0Z4eq7liz83dYuduesKgD1nlBsf8PrULv9qLwSlGtpaLYU25Cevqdi3DX0FzouSXKe848z5XBEwk0nLCZNAhSrsnPelJmx5TXeBwgP8o38WriT7aeKeTCXElsLSnk3dnSZY4moi2T3jCE7aBMh0sbKLLE5/4xA3H4PP9qGiD32TCr7baeYec+CsxhXlky09+ZfWeKDE9Fb6J4wkv+mUHX4tBGFNuYPlPvy04pj6Hkz5Tf8NwJxA/uUNoGsNwJNdiZ8oNDDbl6ykOfbxvV54wTvEzEXyIYzqtJH0+lmvg2U7sEnN08E+nyssTm/RdHi2HHdVHffqYY8Qxu6bjCjfij138PhkP+pYr6CGfrswx7PHOU7Eobo5ywyfaiL/G+MRP4Xi/nhy4MlfhFC84xtGE4/TBC6zG6FHbih13IRbTE471K48m0/jLV052+HvKjfbG1cp7vtmCVydceJ7aVB49Y64yrorj6biih7bGue3ULnEnflfWtHIeoQufTeNYnDRX4Wcaw+kCA+aUG3OCPIEjfE/1yVc4FkcTMY609di3z3Sb6KMNjtlkLp9i4FSugNGYmNjVvGs7xWEDe+7cubONhX2+EZvuOvzzP//zi4ceeuji7W9/+/ZP0bxb9+lPf/p2AcY/QnvNa16z/YiAG+PBmII5jR1rY22VCce41NZcJW6m3MCRP9lFpvmGDXjBsTjcc7wBH/jDJ7id5om6chc+oct0XLErn7Nv6m8Y2TPVJVv2sbMZePAPO/yjv+n43ndnrV5+l3cm0isqmsen4wG/dFjJo+Kff1w7gTX1t5hzbhY/k3GOB7o4T8Sxz1Nu+Fx7W7ligsMGcYwbOPsxbi51zeCzn/3s9pqnBx98cPvfBp6M8VRMffvB0Jr4m7/5m7d3ccOzLpDfjwobcEN8ntikLbusucTfSh4VLziJn0nssIEOd748V00wsgmW61O2K7HjHy2HMZ0f2GGt1PoP3kTEirmBTHXRN1/dWZyr9G98n5FHv/Ebv3Fb84sfY+tMma0ob9BAIEm0LcymjmSooFgJTCrqX0DYTnWBsyd+BWfvvBUcbXGDo2kSYNM02eMkoQuf267YtOcm7MnW4DX4VvTRHr+dBE700OYMjvmXPsqq7CfSFV/FzwoGfvGzspDCB35WY+dMjvOV2FkZm+k0xShWtK+078i2cWRy7vOR9tXVtvFg3zR2tJO3VjBqy1d0mnJMF2PK4mWF4/RZnavoc0aeoA+7xDBMZSLaGednxA6sszhmy9Qmbff5ZgXnjLkKv81VK7rgdjX+YJT/8LQiZ8xVjW060W0qzVVwVjjWP53Sa6KP/s/imF1kxaZsgbXCcTgrHLMDjnxDl6k+e47lwKnAKVescJwtcTTVR/vW6mH0zzLdbeiReu/idqFGbnJC7f96eKTe3YZP/PIFA20doxfMqW37848phnZyxeo6cj+mprrg5TqO7Z9I/E7a1qa1ku8rduFndYyHsaoLXvaxk61HtsXNkTY31RV7yZRj3CqrcVyOWMmj+CWr6wFcsIcurSXj6cgWTnE85Vd/7KLPShzrX3vcwGOXi3z+kZ4fC//93//94uMf//h2F/cHPvCBC68n6R+g+9HTj3L+v4FXP/kRUU7lsxXZr5WmOOw6I4/iRGlemPrrrDyqf74iU120Nd8RGFMc7RoPOJrKmXn06nrgqE7sYNMZYoyXJ6Yc36THqRe6KVeiXVVU+1UMRq8E1J60M3Q5C0MwePeuBKtM5Cx+9X0Gx2dwQ5cz7PI4pl9mFUlyZSA/3rjB0Rmy6i/xW5HgOiGc6Laqiz7PwNjjrOJpv4pBH3dBVHyfyhlxrO8zbDoDIx5W7TprvqPPqi4wzuIGzllYZ9hlzpOPp/MdbsgZNp2BkS6rWLVvuxk5+INX75MUz07kLIAnsqpHfZ6JcwYWjDNwzHnFMZ4ncoYe+j0T5wwsGCs4coS57r/+67+29YR1xSrHK/qcyTGs1Tx6Hb+f+9znLj796U9f/NIv/dJ2ccZd3Na8/tGkd8X+zM/8zMbl1fVZa+IVflbtwQm5zq5Hj9z+74odV3s5wy76lCeu4h/5fpZdZ3BM77P0WeVYnvAPV817dHJX7VTOsCmMtlNdtINxBs4qx/Kxc2mvQ8Kzu4Wnek3bXcfjql17ftkljjwN85nPfObiD/7gD7Z/MOn/HLDdhe3//b//9/ZPe/1o+KxnPWu7yH2dXtN9+if0mq7ban8Wz6sc0+cMjOyyXZH9OmKFo33srOizosO+3zM4PksXP7rLy7i2dnMucpbMVto39G7AWWT+8z//8/boAmVbEN3Q5NrdTgYkR7+SGbgew5mIROudSO7wUCa6wKCPX+X++7//+yuPiUz0+c///M8Ny2NKfj3bD57b4glMOvmP6PimG56Pirb47Ve8fvU6iqO+f7BgIWyxMPklmT24SbzWYjp4xJ9fVv0Cx9/0OSomKdzA8suryWoiJjonDunB70fFYheOixBswc1UcIxrYtExTSQSksIeMTzhGLe4wbVHCL2OYiL4gUWMDXfXHhWLFWPbmIIx9bd++an8RZdJztFeDItBj55O8gRdTBpsa6Fp30RgyKNixhifjM3yKJvoM/U3/f/t3/5ts8tYwM1ksqZPd2C400IenNhlTHk00WN/5qqVEyYcwzCupnnUuGSbsqKLsWlMwCh/HY0dOvC19YDH28wxE46LY/ooK+I/34sZa4oJx/r+j//4j6+o0N38X9lx4IOxIOekyyRXiGHzg8JX0xMdvLqTU+xZKz3x8k6jo3JmHjUv8DuZPoYtjxoP1m7yzXS+s1bCL47E8GQel6PEPn/ns0lexwl9GudOoqcCA17je5JHcUwfc7A8Oolh+uM3nq0lu4PqiG3Nu94xzd/WFZOc09xAH/mr1z8c0aW6cgUM+W86V7UGNNdYm0zW+/TBsbFAYH30ox+9+NM//dPtAvfDDz+8ccXWN7zhDdtFbv90En/7cUMX5W//9m+3Y3iezp3udsSJwt+TuYEt5irjylig615fx28j1m34IfLf1Qv7t8FQh6/d1Yk3vEx8hQdjUfwpK2KtBM9cJ29NuNE/fsWO+S6fHdVLvske89R0rjLP4JhNxc5RXfjJWoBNOPHu+anIfcYEab10FKs5wdZakm0TKY+aq8TeJI/iVzE+tZ9g0D0/yYHseslLXjIxaVvLimMcy0/TPKE9XqwtcDwd42IGN/5PgbWtC9yf/OQn/8c/mPTqDj8UKl5J+JSnPGU7f9pzaZ5pzT+95gGDLvKF4tV8U37wUvxN8yiOzcPGJ5vkwYmIY3HTdbtJHtUvflrz8/mUG/MdTuhhnpF3JmLNr4QxycdysTgmK3mUr/71X/91wzBXTfIxDPrIp+LPOmcqf//3f/+V66PieKLPTX3PvHUDmgC3YDD4OVJQKYKiAENMJzCC0H7ORpLPjglyA84E4rvBEoY2MGzJdRj2SbLqWQT53sDd91O9zPG9ftTTt2JyltzoZKGZvuo0KaSLrePZ5TsMuuBGgKZDdfRL8JfYp54Cj6RvC3o8wZMMYMUfnfRJ2r+fOLVnE34Fk8Er0NNbu+v8lD626aIfHPORPrKpOo7TZy84dpzEH34Tk0Ec2xdGPMWNvmAR+4o/PNtvX3Vqe5Xjvb5w6GPgSkYlfm2u8gcvfO3qx5bgj29wHL8m1uKrOvkp/bI7/vTdWNDeYvUqf9rSu76v2qQPBcf1w19OSoutIxxbsOJH271NsPc4e33iL11h0AfHkqNEuT9Jxl94e5yr/GlX7NDHQhN3SrrYhoH3MOzDG46zSbt9/KmjfVjah6W/q/yJncYljuHpj7Anu3yGk6629inGphg2rpxYNDarky5hwIaVXb6zS19sa4urxmh1ss33PYbP9aOdE2P4dOEnx6tTPd8TvNC3OvRhl7jBzz6PVoc9dE3iBpZj9QMDntxV/FXnKobvcNLHd6VxxS7+ViduHIevP5+J40SdMOgq9iwWcKJ++rBJCccx0v69PtXhb5h4znbb9FBvLzDgqZPO4i/95J360U77PYZ6YdjWjg7iz5iwn+ijOr7jL9Gu47aEznDkLhzzFe7ETwJDW2IbN+olxS+9xaHis37U1873+A2vsaCefY6rJx/zFT20Z5M6YahnP9kf9706uKmf8nE8Zbf6RD34SnXsYxd+6cNevlKH3rXDX/3YR5+4sT9+caxo63h1tLmJ4/hRB465Si6mf9j0jQu2K3sJQx3H+KY86phxZcsuEn9XOd5z45gijulFxE6+8D394sYWhjr6y4Z9HjXH8Hs2aZM+Pmen7Z6/uKEP28h+jPuuDoyrdukr2x2Lo+YHPtefki57DNh7jh0rbuQd3/vButiyT4FHsosesAhd6cyefV12q2dfdWqvnWMVxxVxgxu5i7/VT2fH08d2jxXH9sWxcSWOrWfNndkEhz22e6kfGPBxQ59OkPm/cVUd9WDtdSkmst1x3LALnthxrHqOKwm9HLvKDbv4iR7sETdxrI2iTuJ7/dhWhw54aZ2tr73tdIlnWNqyL3/bpx8YuMGzm1Pcheh1JeYv7f1Q8cTLH7g8Wu9Cjffr5qcwjHH6aMPf3aWZTurB2ttlH13oRdK33Gdc5u/qXMWIG8f1FTf6YQ+sLjI2zvd1to4v/4QDoxiAwdf8ROha2XZc/rkuj6ZLOOrAoIt+2Im/+mof24jvRF8wst1+deAp9AtD/fgLR1tFnTAcU0/8OWa+a+2mHlFn7yf9aq8+ndKPDsYDu8Rw+Q+GOunjs7YEDoxEP+KPrxLc7ONLP/UZVrqEC0cM0iV7WmfrM13YVhv96afv6sDAjTFFT99t4+86HO0d3/OnntjRntAp29mg7DlWJwx4jtMVN/Ejjgl9qpM+8eK4Y1f5E3/0KbebO8PRhi71qT3puO90YYs5CjdsLW85rtAFhm0YV3Ec40+6wKEPXHh7/vSnwCO4iZ/0hGPNr72Lp2GoVx127XXxWb19HXmLHvQxxzie7fqOY/qEZYtj/Sj0cGHZkzB+UP3CF76wXeR2swvOzDfyqAvy/tGkJ2PkVPtgKfD1pVhz0Z0++qFvdfR31a5sqg4scRxn6lcnbvST2NfxuLEPx8YmLGtacayPfR3Ye3E8LBgKDsQgjnEBB8dJ48R39esDjs/26WefR+HI6Xtu2K0k2unnah1YcgVuzVdxrF3+DsO2eKBLx/Xjwr1j/NSNt3udq0sPkh7atA/HxV9zFX7gqKPEsc9xA4N0XJ4wrog6uKmOffpRl+xx0td+/RgPuKG7Uu7KD+y2fy/4c5zA4G+68BcdcKwf9pOrvNDHMUU9Uj90oTucvW+3Sot//m8ELgJpTjmGSwYSgAnIoLFgkiwdt0DibATkBBc91BXQBprB34JMXYR64T5yEOFCOidpryBMAtQXpxtM2tPDL4Ec4WRbwqGHfjgGtv0JLItax2GpI6j86gZD33TozkaTiD70lT0wOJs96rEZjkSoHt208euSei5kactG/7Agm7SDTw917Ne/X6e6oxGXvmcTHvAHn20EH4pfSAgc/KnDdkFl8NJBP+re5CcD3ABlGzsEJl/RxwCQ3Nzhkd/jT5IgBoj+/AiiT99LrhbeCSx264++bIGhz/jhI/zAss8x/NGhRJC+Jhk24Vhc5iv7DG71FPv1gxsYhH30vMqf/hTH8M4u/yDF1j6+gYMb+/iI/8QpvfWNf3XShx18gD8805c/cYOnYrt/4CgWHccPHP3apx4c8WVfx8WgfomtPow9YjyZwOnoGF3orJi0fafnI5f/RZouxoMtezohwod97FI3ffiKzr7v7VbXPj4j7iDyXaGLXKL4zi5xQRc+I/phv3gmeOYLvsShY/qon7DpgiN4joWBA/3g3fgUo+qpg0N6hlE/nQSLdbFCFzzAIHyAH/zhli9t44euYl1fbKUDjsWfPunjuH7EjXZ8TRf9OE4ntrALB/YZm/KNONSf+nDlwGKUvvSOH7bqB3fsc6w8Wu6CI86LjbjRHz0S45LfFbGi4MaWDXQUO/jhT3az2XjBFSyc0EU9NuBDXBijMHwXv/iRa/GBQ3GewIIj1vUFRz/pIobo4pjchUcxqg/4xR8d8cN2GPbzJV7wCINftJFv8AMLvv4Uwi42GZ/0ojNOFbbnW3cjluNwA1dfe8lX4kId/uJjNhMcZTeb+Eof9qujOK49jsUsHPzRx2djQz/iVB046sm1PodDVz7gC6ItjrXHJbv5XvwRbc2rsNIHX3gWx/iEbX4rF8ASZ4p+1McfXmDv9RF/7FLU0VY94yFfySV8gYO9n+iq8DebHScw+Iff6UaME7rwp/75id3pYsvP9BCr2rGZn2A1fvSBY3mnOvxAd9/pDEOM0g0GXuitTzGpLh7u3Lmz6aYdXdVVfG8uEqPsI/wjhokYInDpxK9scFxM8FX8GAswYDrGFlgw7NOn3Idj+vMb/egLg/A3u8WOfdrCSm916E2X+GMnbtgcz/vx2VgQo/CMPX4yxvFLZxhs4lN60k9xzNiji37FDC7orj94ivWA+uoZU/pUfLdfbOIYf/YVf47xO/0dU0+BjxcchqudGC2XOIY/3Mg/CZvwox0MddimvcJ2x9VTh57sojfb01UcK9kivrRPYOCQP/GHB+sp/NKNON56gG/YxV6Y2UUf/IkRn+OXTjimA+6N4fQ1brO5OGaPMUF/umgvdvCqPzyJiwpe6Bo32SWu4Cj4U8QOG4sN8anQlz36Km/RR57QHkfa0IeP2QaH7vIofpTGqxyYwIFhPMCBTxc5kO76tQ8/OBYX+GnsNcewXxF/+Y8e+nIX9zve8Y4L7+R2R6J6ctfLXvayi1e84hUX/iGUmNOP+vJ1ccQH9BDLOMyn9KUTf/F53MMgONvHKDsU8UV/xxVxhRsY+nG88W2rD/ryF2ycir/GDk61p0/zmTr4SxcciwfH5WX75Wv+jD/6w8CD+gQX6vItXWDQly50Vw8Ou+RAW7ryE534ap9zsks73KibPvrHrxiiEzw+0ifh7+LUd/6JO33BNB5h0Ml3Y03/OKSz/vNTutjCoQtfslcRK/kdx3Qp9vBLn30eNR4db66C0VyFF0JPmPJAMUpXOuqDznilC37g0a81klh0vBzCLrrTBWf7PCrG9IM/fdFBoTPdyCOX8zGb4ajvWPnWce20d9w4JvzDN2yjN4Fn7MJiB37kAfYQ2GJLgccHfKl/dRV1w8AlTPGJL/3AUNi+H5/0oLPxoJ7P8FrXsgFOceW7+a71anaXj4tBXDXX09l3HNtqA0dpvoOpbwVWOVQcGXfiRzt64Jm+fEvyo3p0x424CAc32hsrYgh/6hnjhB7EcflaPuUHusCB57P+cGytiWOyz6P0E1+KO7LZgNNf+7Vf2/6PgfdvmyNgq+vJbzH27d/+7dvd27jAu3Z0ZKdYxl+xxW7xw6/4pEt16Ikf/som/Yg9HOHYcYUf8gE8trONbrDtYy/ulHgRg7ijH/7oQw/tcFycsls/5eP0oSt9bOHqqxjEpXrw2eU4HcR5n33Hh3FrjKuvb7rgiM/ZxofaZDcd4euPOEaaE+nDJn5me7mCHXK648aO/XiOG/wWw/TSh+P64QfHYdqKPbaLHT6mq2P0Z4d8BUMMGL/qiH92KerxEZ4VOtAZf46xiY/pSmcCQy4xLrMdF3wTx9qZE9WFqdARd8YUTPvYjltbfqcrKf/jynEcqM8mdlsbw/CdzWzBsf5wSvgSDl20V0cc5CfxSR9xSNjQWpQe9GxMbhVO+HPqhe4T9LkPcQ8GBJtAEySCQcDdl/MZwOt9bs/ndY94n+M9G+d/livKF01C5/dyH/E+A489A/dz8X2OH3sGHvse7sfxY8dx3Lau6Ptj1+PjFznbnWQ7cf7DP/zD7S5EF7o9hu3E00n4Aw88sF2kcfehk3cn6E5ynZRaO9yX+wx8rTJwP0889p79auOYvvKeC25doJQzXTyUN9/1rndtF/hc5HMB0o9Gz3jGM7Z/2Ot7P5LDkWNdJHysRV+k7WPd3338+ww8Fgx0vcKPS2fL6Re6SxT7X1v3A5Axjtm3/6WgOvv21xnecRduLMZg+Kxuoo4+lDDUsV8hfe4CUL82tL862qsDS+Krrz1O9sBQ+h6GuvYp8Paf1SHVSQ92pfujNR6t4yK3X7hc6LYovc6udNauvsKwTYf91uds2tex725+ig/99Dkc270ucNXruO8+X9Xxqi7VgU8Xoo16ewnH/v3n6oRji2dYexz7ta3//fcwbMOmz/67+kk6tK2f6+rYl131HY5jta1f+8Kx1YYu7a/+HiM9anddHfvytbY31bG/clXf+tHe54rvSfts6RNWx20ds/9eHFevNmH6vuem73EUD9XRV1h91oZUZ8+xukpSnWy5GlvVczyOa2NLbJUw9vpUR73208fn2lyt47gFm3xhC/dqHe33HO+P+1xfbeOAHqQ6YdTedv+5fuhg7Klv39U6ju9x1dl/1+4mjOqli+/62vezrwPHMVslXdRpPyz7q+sYaV/7w7gOB1Y61a6+bDt+tc/r6jza+6N/1d/X8Vn/5Ca7089xxXc4SRj2V/b9qFcd+/c46bKvE35Y9WNrn/ba2ebbfR19qKdOerRVr/31c10erQ788PrsGLFfueon+5LaXt23/w4vfdlUm/qBVR3HOp7+9aWOY/QJx/e97Ntam/R9Xweu9sTW9/SrXu3q03dlr/O+jnaO7Y/XNjuu1temfVc53uPs66V3mI4l9jnObuK7Qva61FafPu/7ok+6+OxYGBvQ5Z90tv8mjquzx7oORz1S/b0u9Q3D533ZGl3+sa+2YV21qTp7XdStPqzqaFtMOG5/x30Oo/031YHjmPpX9bHfPsdq33br7PKP79WL430d/YehTTqnl30+a7PXOV2qd12d2l6to+1er70+PodNF2V/PMz4cKzP9bOv4zO5yS59pU+f9zjpk+3VdYHb3V7uNPvLv/zL7R38Hrd395W7qp54ebe215R88zd/8/aOYndfqe94mI9q9ujf9uknLtPHMWK/Yr/tdTaF0zZ9w4DTsTB8rzhOHItXx/afH63xaJ10se+qPumaHeqkj8+Jfcnd1na1DY9e+iC2vleHLor9+zrVa/8eA47vSv62L0yfibbpkM37OmHb57M6e90eRXn0bzjXHde2/Wr32XYvvnfM/jCv1rE/XqqjjySMtur4nPis7GM0W6/Wab8tnKv9hKOdY2GHY5uOtmRfJ/yOOR5OffWdvvtxB6c64cJRr2N73Oo4Zv++3IRjv3r74z7DqB/H47J6jlfHvqtlb6d6HYfle2K/7/v9+8/ZpH/7jbv0Cids+4nvZN9v/ahTe3hK9Wtjnzpi0B228uGnPvWp7T3cLnj/1V/91YbvTlt3cHsK+Tu+4zsuXvSiF20Xvd3J6u5UdwLzJ0nH7cuXv9MvXfq816U26pC+Z/d+3/5Ydm+NvtyOTfY3rvZ1aquf6qWXY4nP9nfuav+ev3DsC6ftHsO+cs11eRQO/Wpr2+f0sbUvbuCRq3b5ni3VT8/qhw1jf2x/fI+hfm329dM5nOrAIerCaf/+86M1Hq3jOF5IdTvePvsVol9lL47tOU5/OiTp27a+qmPbMVvfK1cxtKVz9Ttuq43jdLjOT/s6V/H3OKuf/9dl549GySrSZXu3qBvkHonzbiK35rsYe1QkGAWWuww8BjQR5PsHSx4N6MLwURz0+GXO7fmSl38qMJUeOXVrvotPLlofFRx7vOEjH/nI9g6oHrc6imPxi196SNoeU5kKji2c/brpgpqAPSI4xk3iMYyjGLXt0Rm6sIs+R0X8+sWWz/2TEne+TMQjGR6XoodxIA6Pirtr4NAHxlQX/XrspSTqMR/JZyIedVF6FGbCsce+8MtfT33qU7d3Qk50cTIHg0ioPeZzBMuCxKNATvQka7/KT4Wfyl98Nc1/PRLkUeLpYzzGN44//vGPb3nruc997mGzjE38+IcrYsa4mozN8qhHpeRTdk3lkcvH3+gkT+CG348KfXAMy2JVHpzYZUx5X5+Y6XG2o7pUH8fmTI/ETfOoGGabAmcq8pYxsZJH6SB3yadOCvBjfB2Vj33sYxc/93M/t/0zI3HjEfupuCsHt+ZN8+9EH3MV24h8M4k/bY1NjyHShU7miaPi8UInY9Ym/I3jicjn3tlrnWQt8PSnP/0wjFxMDzaZW/h8KuKvE8V8dRRLHsaPx06/6Zu+aTzfGQfsssWNee+oWCMZB7/4i7948SM/8iMXr371q7exfhTHhWBrN3b57LHqqfC59YA5SvxN4lgup4+8TpdJDNNfnoCDZ2tJj78eFeOAPu66k9Ot1Y2Ho3kdJ+YG+sBcmau88gKGsTCdq1oDmmvgeOz3NuLx+g996EMX73znO7f3yRqffPza1752uwPxh3/4hzd+jpyHwMCx8w9jATfmzkke/bu/+7stB+vfPDPBwIP1n5wj/uSdybrWuk0MEjlQDE6Er939iRu83NZX+74eeuihi9/+7d/e5gdx/FM/9VP7w4c+W9+If2Nc3ppwo0PrCnnUGpC/jsRMCss3xhSxzpnOVWIQx3IWPSa5Qi63FmiueuCBBza9Jn/kPmOUiOPJml++EX/y+p07dzbbJro0T9mKPfocFfyae/1zOO0n/OoTDgx5i99f97rXHVVlq2+tJY7lHfP40Xxep3yEF6/GsF6/boyrY90gZ/oHky5sWxeZa+nx/Oc/fztX/bZv+7aL7/me79n4cXF7IvCMdeNges0Dhgvxcqfcjp9pHsWL+Hvil19vOckV8Wfec/4rD07EWIAhF1tTTPKofvFjnJt72TWNnQ9/+MNb7qQHnEn+o481v/NyGHRSjopcLH8RsSOXToSvvE5Fe3PVJB/DoI95T7yI46k8+OCDWx7lc2u3qc+v6392pes6pMt9TaYGnCQyGSigOV9ASrLTgIIDo/dPTXWBo60BO01oMAgME4iBOzmpgIEPOC3iJwMFjkWChY/2K9zAciK6irNPiNNkRBeDo4sGU7sMeG35e8XnfNXicqqLOBEv4bBxKuyS+Ml0MtSWPtpPT45h8BM/yxmTBAuD4KfYmcYNW9ik/RTjUW0e/cdpeBE3U58bS/In26Z5gj4mL3HztKc9bVus8v1R+9Sngwt6bDraPl5s8WESs2hckd5pBm8ax+wQe+wyTqd2WST4x122/L4iXfBk11QfPm+Mr+jCHmNCmcYxG3CL48bXRCc4YhCWsiLWFLBWON7nq2n8scF4ogtubCcihtliq0xF7N65PMEWP/SZSLbIOSu86Fv89aPslBu8tA5d0UfMaY+jKcdsMS7xC2Max8YC/9BndZzDgYGnKT/aimPr7OlalL+1tSbAzRSHLuxxst+PhbCPShyLu+suhhzBszZZjcHGFY7vNce4uPTI5UUhF5je/va3b1ufjSftv+VbvuXiVa961Xai3RrjiD10oYM5j698xtdE5Al4yhRDv+JGzKzEsXHZmLwXx3ezlR7mGNzQZyJiWL6gRzpNcLTp5poVbuDIFY2paa6AwddkxS4Y+9jZAA/+yU9y19SeuhR/rWmnPudrduFlikEf7VfzaONRvuCzqeDVet/YdpFaXE/GuTbiGMeT9unPLvZczaN0c2HVj9GPXOZOF+bf//73bxcku9nSDzwujn/v937vdr3DdzqtxDFb0mXFrtZbMFZwzBHlremYwDGM1dhpfKZPPjy6xUdr/hVu/MCME/5m41RaK8GZciyGyxErcxU7cAMjvKN2wZBv6LTCr35dJHd91FzM/2fKqXd0U0wyU6ZOPNO4r0Usyd5i1i86FqoCYmXgfS1ytGqTX3T7VVtiWpnMVnX5Wm1vcYFjRZI0od2XcxkwaSh+bTWZnTEZnavhVz9a812TfNuvfssePxZ43P7nf/7nL17+8pdvdxB6n+x9OZcBecJdV9YSFr0Wm/flPAY+/elPbxcd3/rWt1780A/90MUrX/nK8cnFeVp9bSG5OKi4w8h6Yn9C+LVl6fXWmIvcsegubhdqfvVXf3Ub0/a589pF7je+8Y1bHnUBakXwbK67P9+tsHh9W7lCnrA29oPCj//4j19f8f7eMQPOo62Lu3jqIt99OZcB+ci5tLs+8dxF73N7maO1dnc3vTnj3e9+9/akyt/8zd9sT8A4TjxV8cxnPnN7PYmnYFzYm14YnGt7c0v5vTx8f912M08rR8x35P6ct8Li3dsah8accxBrtzOva85+cr67vstHW7BKkBLKyoVGSQCGMiWui8v0WkkkLu7B6OJ0yekIYWxQVi8MZpMfJJSVxO3XUBjZdcSe6uImWfmVSsw4ae8Xs8kPLrhd5ZctfE0ffo6fbLzttrFg0QtjhZs9x/iZxB+9u4AqZug04ZgdK7bEn8SIY8KeSa6AYTywi6z4np/4DGYxuIEe+EOXxqd8M/VTeW/FHnYoTgqMb2WiDwy8xM9KHrV43vM71QfHxgR+xPAE54Bb71n1jLkKvwlfTcWYwg+M6RjP5/xlrJu3phxrR5eVeQoX+7lq6vOz8ihfKeWJSR6Vs5oj8DNd4+B19eIXf5e3+Gsl74g/eGQ6V9GluWolj8JR8FxO3RQb/DEOVuI4jtnlsxOCqYTR+J6MzbgRx3SZxDD9w8GxGMbRUckOdymtCm7SaWWukivg8Dv9JhzjBIYxYUxdN8a9FsJj5z/xEz+xPY7sNTnqPvnJT7543vOed/HmN795e+1ET0PBnPpqldvamxfwoUzWbeHgRfyxF9bELu1xQozx6ziuv7ttYbArjCmOsb2aa+jZXIUXY8p2IsZDc9WU48aU/vHCvonghl30UCaxo//VpzXSfT9X4XgSf7gRO7bieIJBn3IWLDZO8qi2OBbH2k/4pQvfmBNW5ig4+du2MW7/VOB4DY/Xo/3RH/3RxQc/+MHttWLu6C62/d8CPwy6wP2GN7xhu7jdk3x8ZK1eTp/6ih7Oq/hpusbBgZvxzhBjah9/uDgqYkeBhZ/pGBfHMM7Io80z9JnYdJSDu9WXQ5vHi7W71b/uGB/hh8TPdfXutY+fmqvE8MRXMOgjltkzzRV0fSx/bJzNNDcwKDAlAO+96pGMSaJFHCyLN4O4x69u6Pba3YjnBI+emNCUScKFIzAtIunUeycnAwaGQO8RkQk3dJEcJeoekZsEF1v8imnwK36lPCq4Id47ZALKrqPcwOHrxDvBjmLU1l1pLmZ4ZJRdE278soQfSUDsTScSvvbuPzooTZTpeputhEYPscOelZM4GPnMY4gm2ImIP08UiBkxTK+joj0ctuFlmuTwU+xI1hN+YNBF7MCQu6Yi/zWZ0WUSf9rDEYfec4bjyXjArYIfvhLLR3HEi3zsPZguhPHVJG7gyF10Yd8TnvCEjeKJPvIWn3lkD78TfcwNfG5+4G/56ygOm/jIfIcX42CSKxqT8qiLKnw1WdDDkfvC65U+k1hmV2NzmkdxLI+KHWMBN0c5pjt7whJDE4kT+diCrvnhaPzpe59H2TXBgCMHyjnGlTie5FE+aq4Sg9OTd7x61yg9lMlF730e5WcxPBXxB4/IW9O1kjyKY49F8vvEV/htrjI2J3NV/RqffIZvPB+V8pbYEdOTNW19sglec/hkbMrlcOR1j3OL4Wytn9tsm/NwzaZJ/HUC6B36/GQ84PioPnhlE1/x0/RCNxy8sEmewPPkZBI3YsY8Y228/9GG/+TXv/7rv97eReq91/ozN770pS/9yv/m0D9xcUd7vExix5jEs/e5Gt/G5oRjupSLcTJZm8DAsfGtePUXrMmFp8YlTON7wo22fOXcTB6ergfgiNlyu+9TsVYiYs+cNxnj2uPHvFcunuSuxhQ8a4HpXCUGxQ6blIku/MQe4xvXctdU5GJ4pLn8KFa+Nl9Zj05s0id7+EoOMM4na0D8sqfXdrDpaA6li9xkHqePnDFZ8xvfcMQxnZwPGd8TfWDIoe7Y9m5iedP/f/EuaLEgBugoj7zkJS/ZPls3mEtamzU3GOO9ymfiKzbBsubiJ1gTu2CwCx+KOW/CDRw5VCyvvIqWn8Ve/BjjE334ejWPsgnPzqvMC+yacCyWzXfa8rXxMMmj9MGvNUEcwzwqxpNcSvA7OefU1jjHsfgzl0/yMQxxI+/gZPo+f/oYj/CMNXEst58lp1/olkjcTYA0TpwoK8g5U4AK1EmiLcg7yRagk8ULHE4UnBwq8U2CE45kyi6Drkn6qCPT5eGHH94wWmgexTGxCnJJnK9sJ8I/knUXuScnOrhpQUaH6WCBw0dikL9LTEft4if+VlYWq3yFY4lIMXiPiolDzFjYwTAhTiYO/bKHv4i4mSRrbSVZHItjurQIcOy2kp/gPPHyHzNMLh7oS2IsdujTCd1t9VAPJ3HchDjl2EIVlmKROVkEiRv8yF0mxHg+YpO6/MTnFnX9Y5CjPsdNJ7b0kCuOYtClPMpX9GrB6thtBQZ9xIw5Qs6i00SffG4B08nJURwYFvLegeoHUON7suhgl8LfdDGeJhcJYYg/evk8OcnhC23ZJQ+ap/AyiWM4Fr04xov59yjH6WOcw1KmghdrCvx2sWeCJYbZRno/4lEc7S16nUzSZ5pHjSW5QoEzWazSHa+PXL6f0phSxOFR4aPyqLhZ+cFa7BnjZLro3edRJ7Fib5LXcYNfOllTTOaq+sVPFzUmY6q8JQbxza6wj/qLLnK7sdA4P4rBR+JY7uqHx4k++Urekbcm8ddJtrWx+cV4mHBsbOLG3CmfWvOTI3bB4CsY+BHDk9yn386HcNw6Oywx4ELNn/3Zn128733vu2C7NZCx55+/+f8c/nEaETPeP2tNIU9MzodwLH6tKdgkdqZzsLUxH5nr+PsIv5tBl39wbFzKo2GI5aPCR8Y4odOEGz4Xx3Shlzw6WQ/QARer8x0cayXCT2KnuNl23vJP48HcyR66TcaVMSUGCT2mcxVuxQ4fFTu3NOUr1Ywp9sg34nflQjcMY4KwacJN8zh/OccTw5PxsM+jxsNkDWiMw5Fv+Gmau/iJv/mK7ydrfpzKcc5/cexHALxMuMGtf0z4e7/3e9sPg370kzvZaMy7i/uFL3zhdhe3fzQpvq7mATaxBTfGwvQagzHFLjjOxflqcl0JP7jBh/Z8NRF2yaN8lS7GxVERO2KZXXKOcjTn7POoz8okj8axcW5M9mPCUZvUFyf4ML6neRTH5hjcGJd8NpmrWpvQi05TbvjKXCX+cDXJx2KYTdZJbJleu2OL80R5Gb/iZsINnOvkeCRfh/LlfYwW5JKbROn7VBAvMJQV0R7WqpylS/pMdcKpBRCObVc4zqapLnGaTX2fbFd1qE84q/rgVTIxgA28qex1WbEvHHatCJwVPeo7fVbw5IcWdz6vSDa1PYqVHbZncXwGziqG3IBbk9CUYxMpXmCt6sMvZ3BMj7N0YRedpiJXWCBahE8WHPt+2bSiCyztK3vso59hnKUPji12VxYu9LEwU1bkLJvosyp7jlfw9jhTnfBivuOnyQlO/Z6hCyw4K5xc1afvk226nBE71hNi2JiYShzTZ0WyawVD2/Q5A2dFJ3zg1trYieQ0V6QDvFWOz8CIV1hd5LF2eu9737u9S9a7uLso7x2yL37xiy++4zu+Y/vnaV1kyEcwsi/cI1tt8ao/2FOO9Rk3MFck21YwtE2PtlO8VY7rF7creQJOMcOmFbu0za70m2zToe0EQ5t0meJobwz5gWNlXUIXOkz10J6EQa9VgRU/K1irGPSwPsaxsiJ0mYwFF7Y95fKBD3zg4j3vec/2RIsb8+RRF9Ne9rKXbeWpT33q9r8L7PPjiTWQOjfJKjfhsgnWiohjF7kVnN9N77v1Uwzerc5tj63yc1YM0/cMjsWvmDDn0W0q2TVtX7t0aNv+o9v8NMXRToGzGsddp5CPV7Gu8nDqhW7gGT4lLoz91ueprOhxtc8zsa5iH/l+Jsf6XbUrfY7YcLXuqg7hnYUD7yysxws/Z+gRz2ds02eF5zDO0mcV5wx9wljhhR0uqlgE+dX26JMATrL8um/xZNKxnS6g9pxm237f5PMqN/V5Bk42rWLt2/t8Bt/ZubLd6zXF6W5YF6DOiqWJLmxZtecMjInu17U5S5dwVripbVjX6XvbfWdg6CucdLtt/1frrba/irf6/WtNn7P8hNewzuD4DJ5XMcwDihNAP0YpH//4x7d3y3qvrAv77sK7c+fO9k9O/fO0XpXyWM0hZ3Gcv1Z9tdr+LHvyddtVvVbbp0fbVbyV9nQ4Q48wVvFqH96qbdqfgbWqxxk6nM3N6oWrIza5g1dOdOfsX/7lX2534z700EPbRW43pDgXkiPdxe9pl6c85Snb3ebuhpZj+3HwJj/EzU3Hj+w/A+sMDDqfgROG7RkS3grWmRhn2LWKcYY9+EyPtlOOV9vXb3a1bf8Z29MvdFPqDMPPwEiXVeJqf4ZOYa067/Gmy6pdZ9gTp+myirna/sz4y7aVbbysYNT2LKyzOKbXClZt22bn0a32laNtr9Zf1cXdFB6r/Id/+IfDj7i7SO5OCAs/FybPuDgZL6t2PR5xrvpu8v0Mu87AoPtZOGH1+KrH47ozYsLRapsz7ApjVZe4gbci6XMGzooe2bOKEU72tD2KeyYvZ2EdteG6+vHR9ro6t9l3hk17jMeDPuxe1eMsjHDiyPeJuFjt4os7DT2m7o7Et7zlLRef+cxntos3jvvHaS7avOlNb9q6uOkC96ou6X8GThi2K6K9C2krOOmyokdt06Nt+///2p5l2xk4cdJ2ykm6rOLofxUjXaa2pMMZOHusFX3COQNjld90uS3OF77whQsXtj/0oQ9t/2zSK0vcaOE1JG60eNKTnnTxfd/3fRfPeMYztleVdI5zxNYzfXWk37vVvS0/N2FkU9ub6t1m/1kYt+nrXnUej7rQaSp7e1Zw9F/7thOd0mcFI11WMW7S/9QL3U5gnch6B5xF2b1+GbtJKe9LslDzjwEkp5sWbTe1t18b/X/DN3zD9ojK1Xct3a3t/hgcbb0byrtsXPCZCBzvr3EBySPukutEtPMOmzuXd2/YTnHo4N2D2k/eKZbu+PCOZRgrvsLvquDYeyLZJg6ndmlrwInnadywxRiIY1gTyd9i2Wc2TsW4LJFM41jf+NF+JY49ItZ4gjcVnBQ7U5v4xliyhbHCsTur2OOO6Gn8iRtxLA+u+NzrSjxy5R3S7mC4l3hdj/+v8Kd/+qfbu+z805bv+q7vunj2s5998ZznPGfLo9M4xqux5C4K3Ex8xS/afd3Xfd32OBq86RyjHZ/jRRxPcOhDB3fPweCvicBRzFV8D9P3o6LNI8OIrwAAQABJREFU9B19+77guOvFO0bF8jSOcYqXb/qmb7p4//vfv8WUf5rmH/04yXj5y1++2XkvWx2Hhd+pLuwTO96lLoZxPIlBOPJoMsVgk1zBHjwb5xPJP/wOZyr0MDbhyc0TYcNZedSY6i6wKTd8LI5tV/IoPsQffqfcNO/Spbw+4Zgerftg3mvs3K0PODjme7gTka/EcWNqqk9zHp2mebQccedybczvUxxjmh54sV6f2KQNnM4b+H3KsXYu1LzrXe/aHsF/5PJd+r0jW2790R/90W1+fvrTn36jrvSRi7/+679+i2G2TYRNxpLx2R2QE370bW3MNmWKQR++Ni5XOHYBrLENZyJsEMc4hjHluL61X8Xo3dPG5zT+2GU8OB8XQ9M14H6em3KMG/2LnRWbtHX+IZanvOQnOL1WY5pzcKNt8/l0PODVuQO8KcfNldajcIyxiRQ3uJErpjbxlTW/8waf9zjmQHPYX/zFX2z/ZPLTn/70dv7i1Uru6jZ+jIFXvOIV23pTDD/5yU/e1nDGu+N7vHvZiQucxM10fMLRLxx+umrXvfTYHzf/wqrsj932M31cnxJ/6XPbtvt6+IgfOWMSO+ygw2oehYNXOMa4z1NpjSP/wZ0ILso5Ym+qz36N1Jx1VB828BVuzFnTOJYr5Bvje+Lrvd7WFMa4+IF7psw9f40WlKOkxLIyWBAGS1BNDS4YI21lMtOWPekS9jUU3HWXgIKhTIPC4BDcTrZXOGYTHNspN3gw0bT4WcHBTTLlV3uLheJnyjFetTX4pwsXuuw5nuqSLfkK7lRw3An3VB99i1/6rMRx/hbP+J6KWAlrahOMbFqJPTaIGX63+Jrqo724o4vPKzrdq61FqAvi7t52p5h32vUOO/+c5c7lRQO5pjF+L7y7+ZEtfN0FrCkWDHG8wo2++dyiQQxOdNGmXGyemeYKOOyxyKTLil3TBctVvxlTdFkZ4+yCgRsnKh4bFWf+CZCYY6dFksWff1R0Nx84RhdlInEsjo1LfU+l+NP+bjrfCz9fsWmqT7Frq0xF2y4OptdRrHyEn2nuq0/xV56YYuG09QCMqa/i1XbKTXZpvxrH0zGQDm3hrOZRHLPJGPd5ynG+wnF8p+dttzCI+ap1/23bXq2HG7as+lscw5pw4yK791Z+7nOf236A9roS+dMFHDa6sO1CiTu53WziZPxuglf5j01xdbf61x0zjtjjAr5xHk/X1b3XPnPnyrgMvzHOpmmuwEltp/FHHzrgOJ+n49GtcQljRRd98hFhW/ZtOw7+oUtrwGnswEj2n9t3261xWexMbWJDOWKKkb7GeBe6p1j4YNdKDNNHe+NB3Ew5ZoP2+FnJf3DEDFn5wVB7/rYewJGx4YKYV5R4UlA+9I94/fjXeQweXLj1WhIXt53LeOrFxbRy13Rs4fWM2GELHHr4PBXnDWQFQ/t9Hp1i7WNnGn904b/VPJoNcOjle/v0cUSsjWEY67ZTwTHh8ymOMZkd0ximg/7L6VMcGGwqf8Gdih+bjXEc8/+Z8r8uk8b8HvozNbmPdZ+B+wzcZ+A+A6cxYNFn8febv/mbF9/5nd958QM/8AP/D7aLjx6H7lFo9V/wghdsC8Tv//7v3y4Em3juy30GVhhwIujdsv7j/Z/92Z9tF28skMTat37rt1687nWv2xZeLeD2fX3iE5+4+IVf+IXt6QJ347iwc1/uM/DVxIA7zTxZI/5/8Ad/cMvHX03639f1/3sG3MVtPv6VX/mVC0/CuGuR+HH2u7/7uy9e//rXb7nQXVn35WuHAbnCms1FBD9k/MiP/MjXjnH3LbnPwCIDLnL730MPPvjglhPlRv+Y180Tigvcxo0L22984xu3u1Zv80Trolr3m99n4D4Dj1MG5rcAXWOQq/GKROQKv4n6uhPXa5r+j11+/etuBhdZ/Op1VFy/p4tf/fyqrUx+nYSTLpKoXwTZNLHL4zS48eskXSa/otBBkmcXXaZ29d+Q6cBXdDoquFHowp5+gTvKDQzcJH7ZOYpRWxdTXLxLl8mvik4wYCh+yYM1EXHjHck4ViY44oXPvVaCLR4RmQqOcU1WHjURf4rYK36O6sRP4bgTycnbRFxAwzGRbyb8wDAe6APjXndG3U1PrwrhM5h0wc9R4W+xx+fueIUxGQ/lYnh0SsQley0OXQz3D1s8heOi40//9E9vd4vxBx70q61/aCkPi2EcHRVxp9/4Ma5gH7ELRrliz+9EH9zg2JhwR7H8NcGhB378Aq39BCO7cGy+k4uN9SPc8AccMWNLutNj+3LwjzElRvh7OlfhmM/9kCKn0+d7vud7Ll760pduj+KLv0cuH8P/jd/4jYs//uM/3l5x8qxnPevixS9+8dZn9rOnMUqnicQxXfiKLhOO9e0OomQljxoL/JUuk7lKzsKxwlfTH6XkCHfa+/GBv42Jo5KPzsij5mDxQ+SiyR0e+zwq38Aopo7YJuYUHJvzJmsl/TU+5R264fmolLdgwDM/TEXswRN3yiR3sUMRyz2WO+E4X+FYDE5yV/PuF7/4xW2uknNwfFQfvIphPodpnT0R3IpjNtFF/N0rjrUxjv7wD//wwgVPedFTVvxNDxe4n/nMZ1587/d+77a+OBKL7KFP8wuej0p5lE14tTaZxI1+5WJtcWJtcdRPMPDVWlL83YZj7a6KO+fFIMHPhBtt8WJ+kCeMqWk+xoUY5PcVaa7CizE19ZVcgaPuQJ2sa2GIQYIXHE3E+LBuy9eT6wP8BIM+OPHE2VSslehEmsuPYjWP87c4nvCrzzPzqNixppiu+Y1N3PA7vt1ZLa4n49w1Bvo4X+nJFj/8yWfmHuswP/h5//ZrXvOazZ93Lp9GbQ7ADR3wI1/Yb4wf1YVNfMQu65LmTvhHpDxqzU+P6ToSjneQxyu7jtpE7/Io25z3NbaO2KQujs2Z/IIf43ySc/jJ+FzJo3Hsrn/2dD474ae5QduV83E5VInjyTjf51H8TOcYfhI72ovjST6GQR9bfhZ/U3H+IY8aD3DodJYcvwpzl54pKWELcicWFJ040qAzYCQwMpnIUlNCEpyTk4ow2MWZkoBfC6eivYl1mhz1G8cSP16mdsXvdJDEAW5NHBaHDZiOHdmKm2RlsOBY3OBFcptIGOySrE30EzH46WLgKhOcxoLk2IQ40UUbHEv+hF1TETvGg7E9mcT0axzgxviUYKf64KfY4W8LhqOCk2xij0loKiZEhX0WvZP8Z4xrj5vJBad0Zxd+2opHeUN+9noSj0Q72TRuPfp853Jh+NSnPvV/LNa11c5YmMbwXp9y4OTiQQsU/sbRNGbSJ7smMRNGfuoEB0cTYZsxTiYLjvpkE58pK8IuPIsNMTQVfhI75irjUzzzmzHSD6T2O4n5l3/5l62OPGkMqrsfi2xTpoJjOadFnbFZTB3BLN9osxKDOG5+kHcmCzt5y5iikzlvOp/jtRNb8TfJO/u5Crd73x3hV102iR1ibE3mcu3hyKMrF4Rxw1fmPHocubi4GXD5R5wpcOBlW8dvuzWum6vwvWIXHBhibzJP0Vl7NuFYHp3EMBx8wGls8flRoQtu5RUCY7I+jmO60GkyV+mfv2GIQfnvXmsl8WUMOuHzj9Q++9nPbu+dZZc1sadZ/K8MF7ond3Hzt3wjhuk2matww1fWDbjl82KbzUekXCxm+ArOUdGGj8wx6TLJFTD4ibBrwo22uGHXlBMYRHuxrKyImCJskrfuFYM39VXsrGI0vqf5hn5iEMdsEjuT6wP81EUn8bJyoVvs4IdM5gbt+Fn8sWvl/BcOfeJ5kkcb43I6P00w2ASHHs432Ob/oxwRtlgnyon+X9A//dM/bTnRD4D+4aQ8iW/Xmty97RxGjvSEoLWH/XuRR+Gxi02TMW5c8jUMfU9yTTrhJ11W1pHGOL2M7WnsaM9HXfOY5gk2xY915PRcpjxKD7pNhT7GlDjGzRTLRXdt5Ru+muBoU/zBmHIMo/HNruma33jADZnYox0M+UYxFqbxB0ueMOad/8np07UkrKty6oVuA07ycQHl+c9//rbwmExoghxxFlMcMFloaqdY9HLA5CIjsgwU+khIil8Mp6I9jgx+SXbiyBKAx2BddJ/a1QQioKZBXju/mAlwgxdf7b8tT9rgJukfqPT9yNbAFTd4mfCrrzDEjtibnrAbtCZpkyobJ1Ii8csbnP7x4gTLJAaPsGs6SZsQJX4JFsZkwWAc4MbFLXEz/QGJPcWOXOPdlUcljunDHu8LnooJiG0W0RZaE27oA0P8OaE9Op72uos7xeID5nve855tsfjBD35wiwH/zOonf/Int7x2XS6pb2NK/E0nZzrBiptw97re5rN2xqextTIW2AGDXU5ypnaJGfOdeUEcT/wdF8Vf32/Dx9U6bBI/03wTnjg2rlZ+BMApXXBsLGSXcar4R6cK+Z3f+Z3t8fzf//3fv/iTP/mT7QeXBx54YLv723FtxbAykfqmi/l3ZUEmj8bvNG+xwVgwdxpX01xsnWQ88JUTr8lJP12sB/7xH/9xm+um3OzzqIsQKxcP2JSvXXSfzOXWSvKwPHrn8ke8YoC9RwQ3cMx59Jjww7/Gg3EFzzidSBx3UnD04sG+T7GDI7rx10TowyYc8/eUY77GcXP55AI+XfBqbYzryXlDHOCGLuLwiZcXUCaCCxjyhTxxr3OhL33pS9uj+G9729suHrx8LF9+0Ma51Dd+4zdevOpVr7p44QtfOJ73xJ18w9fTfINf3HhdgHXx0572tG2tPfG7+c58KR9P/M0n+uUj8ee8YWqXGOYnMr1Yqa04xrH4m+rCJu35qxwIeyJdoGHTJG/VJ36cg/D51C7nDY1vMTidq4xzscOm6UUeeQ8Gm4wx73KeirzFNmK9NFkDNo+LnZXz3/Ko+UEcTcYVfvFjTOH36gXj2/IEx5hyjmfrn9ofEfnPDTn+kfk73vGO7WL3P/zDP2y6se3O5Zzuorb/VfDDP/zDG/d3i3E24Zld8jGMo6KNcQljui6pT1jsw9PKuYwxXr6BM7VLHhV/MKZjnC3xwxcTXfBTHqUH26aifzYZk/6B7VQfT1XJE3KWvDNZL+lbTIudFY73eXSSa+LSeMANwfEkH/O3/Cd2rI1XcpexIHbEjZwzze3Zt9+eeqEbMPJMig899NAWEE7ivC9JcDg59M45A9OCyXcEu7BkglDXyZbJRzAgUBEc3rEk6BFhIWuf9or9ErqFrX5Mph4JgePEFgZcenCmvuw3GajXQOI0i3V1TOiOc6D+YBh8HpeRJCU5FzY4xy+N2UMf+/XBLkEJ45HLR7RNrDBsOVIdJyr4Uu/hhx/+im/wmB4Ghe9s/vznP7+1V9FjPOywENengRh3LSgsIgWMhTJhI9+YeDpxwxmd6GLg0MXjnzDi2CDFL7vpTReDhP18BQuXLszRWz19KBbwcGBIEPrp4rEfRuDgMOFj/Bg02rHJL7h7jvUhXvTHJjr71ZcdLVr1QVf84F1xUSoc7fCjL7bZz26xwmcmRXzrv/9oTx/8hUdnvLPLRcNOyLWLE8f5AJ/FF3/ihf9gEdgu1NIZf+zAjTGDR32ISfawna/oah9s/Cr60w+bjA19wBGD+iD40ofHyUgxyma6qefCp2Lc4Mr+T33qU1td4wGuPvQl/sSEWLBf3fQRX3SmLxx205uv6EEvXHltgTbGI/7gKfaxQ/tyCZ21gyHuiDo4ow/bxBZuYDuWwOB3tsWfOKaLvmGYFCVcfsMdHLbRhfBztsN23IJOnzgUS/DEoLsMiP3FXxzLW/qBxcf8yN90UD72sY9tx4sbuPRhMzz60kls6MfWPhxbFOJI/sLThz/84e0EVXzoU14hLn57b7L9OFZgwFeMR/0Zc8WEujhgo/hVj8QPfh3f1xEz4oztLrTrh76KPuDAS+oDFrsV8cCf4kjMOaa9rfaw9UOKdTqow5eOqwcHv7C8ukV7cVqcOK4//RB8KPqEobBFkR8+8pGPbPbAwRHd1dcHHH0S/NCH7bZw4lkM0pEexnf1HI+b+GWbulfr8DNxnI877juO6eOzQvCiTtxklzhUny30oa/PbKnOBnD5Bxbe8kN98aUiH+BHezFE1MFdeuAQrh8M3LEjHhUnRzCMCbkKhrnAeKGTY+aOYgKeIo+yv3kcL/g1dviFTsY4f8r/8n7jj37q8KU5qJPF5jr9pbf40Id6PssDdMVTuvAlveVAnPKnPKA/sarI+XCaz9STA9WFK55whx+6Of7I5dhmBx6LaTqaq5LPfOYzW131CT/hzXqKz+moHzjFPL3Ui0N+kdfkAP2IQTqY72Dxu3zDdnXEmPa2bGab+jD4Sb3iWOzpB3/2iQP8sgOHhF64uXN5Yktf35140As39olR/pIDxS4b5D3xQQ+PO/OjNRm77deHuMAN/fQfN2zyvXm88VCef8YznrH5RB266IOvCCx93LnUl+/VwYu4pS+uzKP8pD912Uxn9uMuEQ9iB07zmS39CX/gznzHfnMUDHbpl+C4uR62eDHvsV97x5vv1KOHOuYPGAq9+cBx44UP+FIdn5W/+qu/2nwNi77aNL/SN47p4MKSfpVHvjyP050+cPF555I/bWAbn7YErvHAbjrhT/zi2JawjT+se8s79rFNP3uOxYQ8YHzhja+trcWFGPvoRz+6rfmt+7XTB7sca4yLLe3NqbiLP/EChz1ylpxEb3zQTz/05lOvKREjzgPwZ53iTkVPWeEdF2LNOgM3Yh4PjSt681Xxss8lMNmOW/Xgy6d8CTfucLz3k775SD/yMr3VgUF/tok7dtGXyGf6Kwdqry8c0Y/+8jAO8anghy/xpw+88TlfE1t94Ji/9KuePEoXfRrjxaj1UrzLA+USOHjjA3j2G+PGDB0IjsQD2/mXfPKTn9x0yOfyQzmdfXDhiB/xRX+80JXf1YUvBsWP+rBtccMf9FFH//KBz7DkCr5UB394aYxsyl3+YZP4VAh+8Yxj/fCfmNSH8anf/LTPo+ymq/6MRcUcoq72OBczdGaffeUuXNJPX44Z477b79wMJ+oTfItbP5SIN8KXbOY3OuO1OIVHZ7lCW/GqH0UbOokvc6/4FOvFMR3MdzDkW2MMBm7EsPgTO2wyznyHz5cKgaG9PsQWKUb5iM4kjvVHL7oY44RNcGAofAGDLnxKF0Uedcx5stzGBzjmc8dh0BE/5qHsbCyopw1cuoljdmtnLOAGDn3EMbuNK3iNTRh0429+Mq+yX1EHhhijB1xFzMChM/5g6A8HYsA621zPV+I1/YxfNugfnlhjr3MEvnK+bczQmX/EzJ3L/Oc1eL5bX/AlPYsl/BkL4lk7fZl3i2NjyjE600U7PqALv8Upuzr350NP2ZRHYbBXLmET3RsPxXk+tw4yrvTFJ+KKTfTCD67kT3UUdfQjX6SL/uVH9ira8xGO8gEO2S6+2OE4u/f5hg/oLS/hQ//8xHb+9j9x2KOo47h6xh4cfdnSkz76YyedxQYc/RqbPhsL6it+ILUtj4onfhCDcPmKLtrjyBZndy79zdfiGGbxhRN9wzRe5Is9N/gTp+UJOPQW99Yu8LUl+t/7SS4pXtjGD3TSvz7kdv3RWezwuXEHBz7b5ED7lK67qYdjvOEYh/jAM53gsYmt8Lu5Vo4x/4sVehH6s+/q9T1141hMwLl6fY8t2sLTl+ONJ7o4hmc4bBff5RLf6aqtOuzDsX5bS9LPOC7GfSf8KT6NG3Y6Dguv9NSePmfKqRe6CzjEcKbkRnwnjiOQQYgRYMjj7OpwsjoGuToGKyxtw/dd0V7hSOSFoZ1A2PfDAbAFH/EdNkfRIWyOlqgJ/bXZ4wgszjA4CZz9cTjwwqCfOtrpj45w6Zsz7aOzOol9Box62Z5dcByzLbj0o56+cMMuoq94CQe36rANJsGXeurAij+fFYHN7nxqn/7prE9tHZMos90+fagDl86O6bPv6tMFVuK7REzUUz+O0w8W2xP6qANHn75LNgqp3R4nnfXVcXbTCYbjYlF8OR5O3KlD9MEufVZPu7DEg2O+40gdha70wV/76MLnRBvHtItjfvDZMUJXx/nbMbzQVyJJl33ctI8NxkLf6WUfvfc6wkvUjWP90kFMFEPaFRM+00dRT9FeUWfPse/qOVZ/9KCP/rKJvnyiHsl27QmetcEP4R/fcbOPFccbe+roy5iATQ/xapHkO2GfPuDQReHz4kYd9vKDoj579a2f7IKnn3ypDpvyt+P0KUZh+syfMOFoow4cerOZPlfjDzd0VhrvFoIWEfKt+DDh48VEE2dwFDzoR3vHYLCf3XKfdop+6KbuXthEb6U6+YYN7NIPPBzpQ9EfYRN87WHhQj/4ZTcuLPQcg4FHdRT97AWGPvSHYzjpku8djw9tHVeXrgQfigWO/Qob6KuumKGHPowJflHg649eCX2yHQ5+FBhshiO20hu3MNTZC4zqxB8Mgh8LGXYp7FAn7hwnjsFobNGTr9nlc9zqC9f0jeMwbNkKCw6pL7rzGUwY+CPa2BeGtjAs/thqkWWRWhzQm/3wbPOLLXx2+wxPEaP8SeCxRx3tYcZ7+trPj41xvlZH23Rkkzqw6kff9WOf+uICR/RJJ3jEd7h0YQdM+/gdP+Halx/U5wcY6eK4vhXcqGO7r6M/+upHIfla+/rSTj0Y9CFw2UDU055deNKH4jg84jgcOtvPl+pf5Q9uHPMDu8SEPnxXny7ZBNt33CT0vMqxfXHjMz2rQx+fYbCb2BYTbGaP/sVD3Kh3lWN14s1xkt3wCF/qU0n0UdzQDU9sjT/74kb7xP5sh1FfbKSLOLJmzS6YcOwn6jSG01tbdWDB5Cv+05bQ235+ihdt4MhtcOKYHdrGsfpw6BPHuGd7WOzbc+wYXRS4jtNPHfrD0484IParw271Sdzoq+8+409uaZ8+2MVm2MR8mK/0xR79pSMu5WPf2QATtr7tU/gIPyRutGOb7+rLE3IoCcPFEhdpnFS7EMRu9V1YctLtbm5rEXFiP/1JHPMFLNw0rujDPuK47/GHJzhs184x4rM6Stzkp+roI1/pn7DLZ7bri2Sv/fY5pl+f9eszLDzjU2F3eVR7+uBPG8U+HDRe6MRncawvuvB1OOrYzyZ9Evtg8Xmf6YJX+hB90CnRPwz9aet7YxIGsY8NsPQVNr6KLft8p7PPFReT9njZr11chaGv4lNfBKewuuBkH7vj2DE+pV/zHX1h4sw2Xdhd7LSPvvyhwMSvYzDoClcdOHQpbhwn6mqHY/aTYkyd6sFRqsMP8PRB1HOML+jCxmKndUXH92MchrrlAfzl7/xZHG8dXf7BO10aU/ary/b0ZW92wSe+7/OA/bgh2tFFDrDfdxh01s4+fdCF7XFsm122cdyYC5e+7FKya88fHRzDny3BSfEKB69w1KFPWD5nl/r244av9aGoQ1eiDl2V4gsP1mXVyXb76avo2/mIHwdc6Hbh1EVGvPsRywVRd3H7kd3/FCqOuoAaNv7owyb72JXd9vtMqqMeXflBEVfZRa/ygXb5ylYd2Nor8OzP5/qmIz4a43v+1E+u1qHPPo7VM8bNwUTbOE5X3/f5j250iQe2mMsaC77rVx3jAqb4g2E/YUN14sI+xRwctr7YXuzQhT8T9WDDULQXA8U6ju2DoejTce1ga0PoCHfPsXbmyThWpxgNR3046qgPI330cdVP9KcHH8DAMR3UE/f6yPaw1CPybPqq4/NVjtndNQR14OFOv/STJ3DiGIkbdqljPz/CIb4rMNgZd8Ztujue7erRl26NRVuijnigs+P0YLPPMAgd6KLY7zi+6lcdeuhHSdQthmGxmx/qm030PVP+74r6JFSKKwwxWDhSYBDK28egyECgoEAS8VkdCRGBfVZPe1hdaKkv+wRFGByrfwQW2IIbdkGhjjYGasEET50SurramUTpAk+ypVM4nNLJOf1h0A8OoVt1HIPhGP30T+itT9iJYMCduuymozr2CUJ2wfAdfvxUJxztG/zhsEd9OPqmR36KY9hEHXrbr152sws22w0I/fqu+Exg65tdYTjWcXXUp89+IPhuP9Gv+vopZmDRN/7SWR3Ctmziq/bReY+DY/X0pY3jfNegi2P66EMh6vCjQvJfPrCv+BM38UBn/IWlb/rAYRPZx5Z2fKsd0VZ9fOiL0N3x+LVPPbynLww6648/7fddX9XRxj518QLPcW2IevrUP7187zh9fLdfff6GURs64rbvxX7JOh6u8ud7fWlPt77TSf8SNY6JOnylHsEBbtjsWOJ43+lGH7aL42zc12GfvuQKNhB8abv/ri9xLG7YDxO2Ogrd6SeO9xzDJ47DVAc3Cr7hxjH9qsO+OHOcTfWVb/Y+3zrZ/VFH0QaPeEr4HwfspG9jQX16EvX1q9h/nagDRx1YTYR7LtWBqRRveyy6sE2BRbTBE0wc+G6rH9jXiTpshaEv/LKtuIevL4Lz68Rx/airH4sgixx684t2Ydjap1wnYVWHD+iGS3bQlc5sVK7jBm512ASz/rPB9+yOv6v6xI1+2NWiUPzmu32d/Vx1Fcv3OGaT/AaHnfRIH7wXv2JZXXFGsiPb+UkdGLDwD8vWd+OJfrXDlbaE/r7TGY4+cWxffMClD4Gr2Oe4z0T/Ys4Yrx9t7Cfq6cuY1U916Nf40Dc/qdOc51h16ptd+oLNLm3USRc4/BtfcUyf6tAp/XBL4NAx3u2DK/eJZcf0qZ3PBB4u6Kwf37XHry3BpWPawaK/+jDSBy6diyPtYMCujvrsltNxSGDGn+/xt/e5/uF03Gc4dCmPspNexFabbIoP/nYsu+hLDzrHsX0dhxVu/Wtf/DtO2KU/du75TR9t4Svt005d9vZZX/jgd/FFf3Vqo9901kZ/OK5v3+Gpg2Nx0fH87TiccrQ27Nd3/lQnjrWXA/Fd3MRPHNMxjumqVIdv6cFP7PedftWBD9eW0MUx/dsS+upLPes3333Wb+18hs2udNF2Xyc/aUsnMYZjfWmjqG9fczg/4MZ+ghuf5RvcwWGPOnCIseYusLe85S3bxRx3PhF3VbmQ8+Y3v3n77CKoOzXVl5NhwKJnNsC0j+iPjbjoO47Y4xid6ab+3iaf1aG7+uraKvohjuNSHbrkF/0p2hDH9/z4zh8dzzd+iK0P+sSfffHH18Q2nX2nk/71Ew/ib88xHDzZXy6Bw9b4U6fj2akftib0zp58rj2ba2OrnX6MTfor6rCf6ItfxAU9xE36FKNwFRw5BkPfHYdDfzqrl8C9jmNjQT902PPHpr2f0mdfh0101r/xTRzXl7Zh2EfY3j46+qzAoS89FMJP9lXHPjhwtVWPzerRIRx8aodj+9XnK7aT4l6fSvi4Ur86+sKtsZmNe/4cU6e4gUOv7IJDP7qYY+AQutCZwNUvf2c3HDbY7zMM3/XFJgXmVbvZZT+9tIOtrc8KgaGf5pHaZLc6+iJw1KWHElfsgyPO5Rx6KOqEo6195dHa7uvgUl90aC4XR76H47P8hjt3Hbvr3z/h9dkdnnDp4g5ud1XLjQ888MB257N2+nA+AV9fey7SOa7YxTf61sZnZW87fdiN12yqfRxr47N6dFNgq6/AU8dngmP1r+NGXPAVPvmWPeKZxF8c1z8d6UdgxrHjiu/2E7bCvppv1IFP9OezOnKFOZgu+zpwYIajH/mCLvb7zt5ih82wHIeTqCcGtC2PaqOe9o7rC6cwjL14UM8xok91YJBylzpXuaGzetrqGx9s1l/9pIt9+ssH9CL2ixlbfcPh48ZfOtOfP23V0xfxHaZ2cNjWGKez42E3xtWhizh2nOjHcfYSdRynC1FPUceYyi56qqe947a+01U9/cRz/KlDt/ijn31h6A8/MMwNfMXGPS/qwKBPuLXbcxOnuKGz8yLY+zbarcijo2oFYdcWGQwzOO/cubOR6TsSc5bHJhzPWfarU3AhFpmI8Gueuh4RiGDG+44QwtkwkFU/SHJbPCxOgOEORt/rR5DrgxO0h0Psi+D0You7y2B5jEA/+tNOe9+zB4b2Ydjqy2MpkrdEIkkL+pKAOuzrEQUY9KGrfvCqL3bpz52MXqHyute9bnuMCj4MdQQafZqg4cYdXOJXUZNYmILer2HZZIu/MPYcO0Zs3RWhbxNNGDjOdlyywTaMYkTfivp4NsEnPbrgONHHnUsfwFAI3HypHn3UcXcM28QZLuhF4sCjSmHY2o8vW7p5jIQusMOxL31h4Y+/87l2ijbprH92SQT85jNOcUHUxx8dw7GfLvFny3bt6AeD/uIm2/GnDv8lsPVjS9SHJYHoi47GEL3SV312lRy104d+iXo+47hHrowpfYcDQ2yLUdyGrR3/pA+7LQ6JX++14XP1a4M/8dc4r3/8VAeOvqujHzj0UAc3xWVt9ImP7FIHJlvZZb+xiuv8wEaY7ErYol025V/8GuPsw6e2+lbg8Z86xSBe6kcf9LhzybHY80iQz/R1TF/qNmbyJZ0ci2N9lTdx+LKXvWzr14Lxfe9731ceMZOPLB7dGdH4zz5bOPSE4bFlj2zyVTZnw77NdZ/h0NVYkNPx446MqTzyyCObTnTHB31uq4s+s8vJujvp3D2H4/bfRq/quvPYwtwYFYvG8xFd9n15RFiM4Zgv62Nf56bP6uKYTfpXjE8y0eefL+/+N98Zh2KPPkdw0t3c4HG7O5dxbM5rf3b4TtzNyBcu6uDQGDQfvuhFL9pi5l3vetdX5nDxz+/a0ouO4p2k4z6PGpvGlbFoYacNf9HHZ6K9fsujsOUCtqcj3/he7tJX/MBQTxzdubTVsXTRt0L+D3t30qtPV9X///gAfgMnGhl9wYiKgB0CCqIiIGKb2EUwtiQOTBzozMRERw4cGU2MRoyxiX2DxgZ7VFQUsUVUbG5N7OLEh/A/r8L37fb6n65W1S038l3JPlVX1d6fvdZnrb32rrrqqmMrXtlnLIgfushT+q9f2+YZONrU1jn2a+eYBaJCFz53PpHnxYVC4Cjsrp75jV10oQNdHMNhbfDDNji10wYW4ROf6SWP2j665qFxpQ7+jBHxnWivH5iKvuVwOUchbFhx1Ie9csxX5fRytzr9PNO+vrPblh5iYLUpbrILx+zSFsd4ECP6Smd1zEHNQ447Tw/7BK9847it3OV8OrceNKfVRjv9Vgd/bKcbu+gtjuJdfTGuTmPfsUubnKez4zimh/7hkPhrbNAH13wafzD43HE5Ryyb2/SfXfBxrB5usssWjvOEzbDZKeews9hWFwetTdTXp+Ppab951lbu0ieOYTX2+EAb54h2ZOVPnNFFfy7W5S8cs9dxOueHNf7YUz/qskX+MsfC6NUJ2v/ar/3a9joUryjwugtCt9e85jXbDR05r1eu6BMXOMChscFXxQUb2EPvxgs99O9cW74pZvBtnGkHn9ivj3ixzWZ19C1/Wh+bw3FdHBcX6uHz0fV4ww+Bg3dbhf4+41c7fJWD1NcnjtPNMVg+x7EtLnFszS93PfP6CXg2KPpRx/6jRRc4OKGjLQx2qWt8k/ICjAR/q7+100apXn7CDz5xDCtubH1mG4kfXMAhdCpG4eJY/lv5M7bFS/lGO+3xmC7a4YufCHtxDIeoZ//Rf3GTLtmkTvyIfzndNTCu2AUbBlx2i6kwcKOt84p97einPpFHFXXVIXDYtM5V2eW8enKv/q0l4RU7uCX4hWEshOu4OKAHwZ/6co0Y1Mejax6KG3XwR9c1j2qfL9VRn13s7vq1Vww6r642YjRu6OS4QvhA/2wWf9b9xhQb6wvXxWTcwMHdJX90wgnbxAhOw9HGGgE3xY726WC/nGCMyk3qixv5Jf7Er37UJfHsGF2JvvVLD2NTDsQD3RzHlye15cc3velN25d+Xnfkyz96uFbx2jrj7oUvfOGmM394dULxpx/H9Cm/knRxTF8+26erff6WL+T3yzyKY/VwEw5M+iaPruPEWMAhDLrggw+1wYHxWi7m946rQ8QW3fSFH1s+d3ytwy94JOmTvY4VI8aE83hjQ/qym259Lgb1XT/2i1HXMeYINvI3W4j29JAHssdWO/oUF+ywL475lS4KoZ9zsLVNF8foEoa+8GpNgUM5gp2w2ROXYrKxGVZxrL+4walcAVf8Oa4/XIVR+7Djhu7lEvFKR30Y8+xW4MA2zujb+HQ8m2x91r91kv7wgF/6OFff4gCGOtrRxTliX9/6o4c6dMRRdWDhLwztHNNWO/XSl0/N58YBf8PCMVEHv/TTj3a1rS85nx4+m2f0oe+OweG3dW3i2KqLz3z0zOu5W+7Tl/tUsM+Ud4+8kxA5hvMRjySORFiCEEbfJdozlnMkASQoiT4a/B273HKWUiAZ7AjngIReyl36wNCfthxJJ7atUsCvx9Z9berLTT1OFlhskmSIPupnbbvu4w6WNgaf9zLBWnHUdz7ctX37cPCBYwlJIOPANqHLynnH1606+I1jPsGTz/og9FNwdJs4h5/Vp/bDsI2/2zAcpw9eTWT4afDmczjVuQsHD/qXKODgatUNzvr5Nqz4VHflqfpwOt6xy23+poP4Ux/Hq2TfeuxyP/7glIjpVVJTn5/us4vOeJXQTR72+S+c/H3XmNIXO8QXDIVesFa5DyOcVe913/n7xmZ18IwXuti/5Dj+7tIJBwpb1G+frYn4c/42iT/9G58Wh/bX8cwHD7FLXODUBP385z9/e1fYx33cx224FpRs7aKVzfIa3ejrs34S/nZzzyRrcTAR9uiT39l15J//4MnYNDnap+9ETKx84qZ743UvjkWvcWOhg/Mpjn75ih9cXIif1QcP0QvHbGqRc2SxwE8WHC7cytEP0eGyjjmcPhZ5jSt6Ks6xWRwWiz5b7Llw8QXMC17wgu3mty9ojD/xueY8/ruP88Zmecd4ogucYmfFvLShz82txgn9CZ7oQPhLX5e5bDv5X3/0p+hfTmev+vrfkytgsFt7/fssDi9z+OXnVRf7dIbDHrao7/PKqTr0u4sj5+jB13x5Ew8PyVvlWnrIO8R+OZAuxvxdHK95lD5yF77plND1rnxePTykh775/rLvlavaXW7ZFUf6vdTnIdyowzb6yH8KnFXibz12uQ+DzniB0ZhynMSf/m4T/Cm4wIu1pP2VU8fXz7dh6Z8e7BLH4nDltPF7W3vHiw/261PM4MZxelSnetuBG/7oK7uctn/J8X2+Wvlz4yA849361P8r8MWe93QWm25WvOQlL9ludHtdCR7SOy5g4fgy/u7TR//lLBj2cbT69z4MXDQmzePmKX6yxSl9E/Zf6tg52/qCx18+wwqDvspdvlJX4RvzVDzyH0xSnbt0UY8e1iT17zN9SD64D0M9fmqLY58vczre7xoTdMCfXCFecEOfVVbM9fi6Xx5gB53g2S8HOnafn+IDx3yOIzzwC/8QGMXn2v+6D4cN5qrmTZ8v7Yrzte26T2fcsUHd4mjt/y5uw8IFPRoTN/HAxrviDxY9lGxzzH7+KY6LR+cvJQy6qC8H4pttSXb3+bYtHsx3Cs5hXsbtffzoV1tbeDCM8VUewk0xon/rAbbBsi+OPMTzxPUDKx6C8H50X0660YoP/T3vec+7eulLX7qtG123+MWLOaIbp+nDd8pdvsoP+mebm6j08nmV+7hRVzt6uJfDT3y9+ip/rriX+3QVE/rDsZhhM92SOL5LJxj6y67ixJZk96pf+G2roz9zk3HOrrBXnLs4Vq9++MN1kTHa2Eyny3hMj7b0wYf6xZ9t2Oo9hOP05x/t6X7JcbrV9+V25R4n7ILXfvXpfBdWftVOTrdWsk8nehL2qncZk/Vh6zxuzHXJyrFjcO7CUIe+2uGR3jB9Lm9Vx+f1mOOrOEcn+sDCD6xV+G313XrOPn1xoNBBfngq5P2uE/67r9ieCvQhpkSimBgReBdRt3XBLEVQNTA4Yq/AoAsH2AoMzpmIIIfBqXRpAOzBMjF4H9Ub3vCGq2/6pm/a/oHfhB8JrYtkgd+A26OLunEchu2EH5Nfctfgqs5tW4POYoE9dFH2Sr6Gg1vxMxG+5vP0mHBs0UIPOsGxSJsKXfiLwJn4SVu6iB/2iOEJx9rjx3ZN+PD3SDcytGHPhJ84pguMI/FnTMFjG10m3PB3PjfZ4njiKzrQhV3yTfHHf2Lhp3/6p7d/ruKf/rm49rSEX4lYjLSoES+KRZCx4PhEFxj0aWxN8ygcucKWPvid6oMXWHSZ4uyJ1dvqsoW4YM9P07kKv0k+7POe7Rl5NJ+bg8VxeRTv4u+nfuqnths+nmzkS/94zdOMn/7pn759zq9uCH3bt33b1Ste8Yrt6XuxOhH6uLkOFzdTn69z1ZE8KlfwV7pMcgUujSv5Ak4c7+UHBrvooExi58w8us5VYmOyVlrzaPmmmNrDTzi2cmh5dA+GX8R47+hP/MRPXL3uda+7euUrX7nxvAdDXTHM5wpZL8a2Azv+iD14+XzCTbEnls2bsCY4K8dyH5/vFfHXGDcO+Ik+eyWO6cQ+F2BT0Z6vPEX4cz/3c1e/93u/d/UzP/Mzm54wX/3qV283uD/t0z5t+8dyN+V9GIqcLN+oM+XYuIqXm/qa2jlpZ14wrhX5ZmITX5VHu/Ce5AoYOCb4mXIDQx4Vf2Jvko/lih/90R/dcroviF//+tdP6N3amO8IXaYcay9X4Kg114RjGMYUwcuEG22NcxwXO9NcQZ98fiSPGpd0Ijie5Bw5ohzYmn8D3PknDFv8TufxODYWjsRNOdnWePerRb/a+97v/d7t6VY3t/nB/OzLvi/4gi/YXt3kH03quzgTx3x1ZB7XHi/ieJpHmxv4vLEw8Te3wnJdxU9H15GFycTf6dKany6NrXAfusWxEj9sm+R1GEfzaHaJOzoYVxNdHmr7ffX4uzx6ZK46M48aV+Y6ZZKPjevyKG6P3DuhC47oso79+3h9yPn9d37vQGW0AJW0DTiDZRJYtdO2RHdHtzeeql/JaDpoAacD4jkh3Bs7veegQOJEifEIjraw4umebm88vS58phwDpguObY/og98zBC9sO8IxH7ElX031gtEiYepv7ehhO8VI/0kiq+26jZ8j/uYf7fPVir9nHydHY+dMjnFTsmbfRLRrfB/huLbsW3Who8XMx3/8x29PzrrBbfFpEeqXIp629iSvG48WB/g9chMDB+lwNI/CMaZwvNq0l+d83oLD54lYOJvvGhPiea/U9xlzFT3OkDPyKLv4CMf85Ua+f77mFwVu/PiZqgsXN7A/9mM/dvu5ml8M3DSeYVWm9mlfPm5sTLBW/WBOZY2ZKc5ZeRQfzeNTXbRjk+0UIy7XuWqKxaby6BGdwonrdJxsYVUm7bUpboypI1KumvKrb7bkc3hTrNoe4Tgfn5VH2XaEY219uWFOfeMb33j1jne8Y8t5nnpyA/PRo0dXX/IlX7LNtX7yq7+bpOPsiqeb6t13DE7cTP3EJsXNIniNr/v6vul8uTi/3VTnvmPapgN9pnaJYdyS+L6v75vOn8ExXBwfsSfdcEymvIRzxhgvb8E8wjFb1thJxz3b4ubIeKo/8cdfZGpXeS+ew9671T99wtvbXn3cwDmab9wPcvPqiesntz2x/Vu/9VvbKy3c3PaaOn1Y7z33uc/dXlHiPdxeV3LTLxrX64ZpLOsvfqd+1zcM3IQ14Tieu6k8tQkOPY6K/sUNLDxN9antUX7gHJ2rcMIOOO1vO4M/5juyxtBeGLoUM/G0F0P9fGQfzlTixnaKo21xM9WjdnL6WfNemG2Pj5CQrrcSm4v+ngziEAllIgicJqP6g0EHYn8q2k4DYe0zDHhTfWoLq/21j4fua5tvprrU1xk4cRPmdLvycsSu2rad6nOUm/oPZ6qHdivH4U7wtF15nmDU5ogeMNIlvMk2Hc7iuEVvuHt10m4te9vfV5/vLBy9ssM78Fx0+2mgm49/9Ed/tD1l4JiLb3rgpQn6Puy7zsNaY/CuunedCyOO7qp717lss52KG93mOwvWI/Od/s+Yq+Jmak/t4MTvEX7i2BMenl555zvfuf10/+///u+3L1G8muQjP/Ijt/fT1mc6XG6P6BFWY/wI1lPBcfrt3bJjLXvbr/WP4sRpHK/Ye/dXjsPdi7HaM8XQ51OBs9eW6mfHyk/n9m5XjHD3YqgP50j7+gznKFY44U62dFj5eSiGud+c0LWQPOfLvZ//+Z/ffjIvD5pz3dSR+zzZf9+8kS62R7jR1tg8gsE+tq1P2031Kk8c0Ydf8vdUjzCOrtuKkaMch2N7BjfhHMHSNrumONo1pqYY2XJm7MA8Imw6GjvxEcdTfeCsZYKTLnvX/PICHjzsWP7zfm6/QvePJn/2Z392e6WF1364OeY1JF7555VNHq7xLm43uVsHr7qf4W92rblixd+zDydu4mpP+7XuUX/DOqpD+qxjc4pZu/gJe7I9gxv9FjsTHWrjl1BsY9cRvdb4i6v6eOhWu9VXD213WQ9O3BzVpfx32ceez3SY6nFfP6fe6PbtnZslnlzwtKCfwHtia6/49kRg9f5TP2nZKyVc/1DBO2uUyWP1cOgiOdu6ATR1iBfRW+h6P09PSu61S4CbRLxrzxNyFpzrE2YPxeMr/wzCt11u0tz37qSbcHGj4Bi33oEEa2+wwui/zuvHP3PYi5F+3v2FF++Ip0vf5nX+IVsx7F23ipuBk/jTD1/zuW+q6IGfveJnIXzF3zA8aTsVuogd4pv0mxYUD8F2w6r3nIm9Ccf+sY0xpTzz+l3L3v88EV+swSKStoXTXoHh501sguEG71TYI38pfNUTNXvwxI0YjhscT8ZDMezpCWPKe4+b2NKH73D2Dd/wDVucWZT+yZ/8yTYev+M7vmN70tY/IREv8pY8OokbcccuOR03MPfm0fKNJ0LcTKATfi9tyra7thbjOIblxoP8tRcHhrzlp8bmBeN7En/Z5Uln8yWep3lUzIR3+T7Du/i4PNc/X2YTbiZxzOfmTP+Yxg0fuZmN1gZf9EVfdPXJn/zJD4oBOMYof8mFE4kTY8FFlveXi/0WjHswPZ0Ej/D33ripL2NBXk8XPt8rcjGOFXPe5TvyHoon/xn3XtOgiOe9suZROWKa0/UrVoxxYv6drHFwImZwLN/w+ySPijnFWkv+m8zjxZnxaZ7B9+SVGDhhk2JcPLp+Kngq9JDDWp9M8rqcjhs3NLxbf5K36J+vbK2NJ7mredfrQcx39DEe9vocr7hhF/v6R2f38YxL+nty0Tz6G7/xG9v7Z3FjjvmMz/iM7Z+sfe7nfu5mn/H6EKEDXDmZXfgpnh7Svjrskbus9eW+SfwZ48bBW97ylm0cuGGP40kONC8Yk930mtjEV3IFf1m3hZfND90alzgmXZ89tO1aj6+sKXBiLEzzMS6s34zzI0IX8S9/irfJGDfX0QVH5eLJeqC8xx68TLmRA/0ajE38Pbk+42vxZ/7EiV+UTcV1tOs00ly+F6t5nL/lisl8p09j09zCPmvJyf9pYYtxjmMxozxkbLq+xIVX0fmFqNj7/d///e2Y3OPJbe/dNmd577bx2rr5NnyxJ6/Copd5XN3b6t/Fu7GJH/nC2sS6di+OfMNXbLX2k0cnYwGOYj0sD7uWkUP3zlX48ash7djiWnovBs7oYn4Rf7iZ5lFzMJ7NM2wyxvdyTB/x6z6M9RaOJ7mi2GnNz64Jx/TxAJg8QR+/gJ763Jpfaa6ajHO52Hgi9JnM49oaT3KgPGGumtwDhGF9ze+4tT6Zirwh7/B11+RTrMt2p97oFlgNYPtTgWEyE+yCHNbewauNIiBgSJYTgaGtwQtroot+tSsJsI2NU0mnuJ7gxK8kJKlNhS4mDzh4mvCjDX6PChwDT9wc4VhbOHSaxg1btKULmVwIaLeOBRxP+IVD2FPcwZmKZATLdrJw1u/Ksf2prLEz1QUGHdjET0c4FjfGOb9PY4cuMOQb/prqoy0dYD1EF5Oum/M48AWP/i2UTYQuUiwM6TKVxgOepzZp1/iGN9VHO/HrogDfR3Dy0RQDn9riWy5+iK9u8kE22R7V5Yw8SgfcWjyLK8WFihuFFmjm9IfO67DwrEwFhrnKIvVI7BS/9JjyrJ34K5andpUrwjnCDbtww/cTYQN96CKO2fhQ/172J2fhh0w55uPyKIypPmxqPLjJeETodDSO6cNXcKY2sQG/9DFvHuEYN0fnKnrE8XQ9ygac0IXf7U8ljsXyQzh2Ye9mzFvf+tart73tbdsXoG4UuWhzge1/X7hh7kLQTXxz6UOFHXzFLnpNRVv2iOEjHMdz8TfVhy78Po09/Wpb/MGarrPxa0yRIxzjhF2uOaccb0pc/4GlHBE2lYOP8Fzs4HiqE4w43hP/l/bHse3UpuKGPkf9JNco5Ag3MBoTlzY/9POaRyc30bIBjnzjJtpdHPsSzxcgHnbzyxV50I1XN7/YgltPa8uDvuBzPeHGuZvEjslFxedtNuqfn5S7dLmtfcfZdFYexQ2sKcd0YgscHB2xS/5zb+DI/QH9r3l0ei0t/o3z+In7vVu+Ej9uwE7HJ5sUa35+OsJxWEcx1vibzlVrHj2yHi2P4mYaxzDEjbE5jZliQ/6DZe6c5tGwLren3ugGLhAoWWBcdviQz9rnTIFxRAS5ZG3gTEXbJqEphnYFBNuODhgcxfNEJzY1yU++nVr7xLFkdITjFgor7mRfvLALx/iZiLbhHLFJ/3SR0I4ka/rgZ4oRBzCmnIRhW+wc4RjGWRwXO1PbjMU4nk4+8cMm+vD7dIyzA45xNcWgj7bxzL77RHz56aCSsMOCw0W8G5RTfdIFN/COCAy5lG1H9MEJjo/gsIO/pnpoX1u6WNilz30XANpeSmMyzMvzD/28zlVHxhVbLHp9ceIi58hcQ4+pLtkt9nBDr6mIv6P86tsYp08+m+jDjtVXEwxt8Gqsi7+H5Iqb+sGJtmfwAwM/6XZTf/cdixvj6kjchIOfdLqv79vOF8PT+Fk5PhLD9OMrZXqRA4M9zVVH9IFTHIvBieAGjjEFy/5E4jh9YDh2Vz72NJxf9vzYj/3Y9otWXwy78fAxH/Mx22tKvvALv3DLf27u7JVLjumyV7ThH9zw15Sb+tV+okftbVsj3cXrWv+2fX46Oo/jRM4hU25Wjj0ccGQ8pMdRjrOpm2CbgYM/8kRz1TRfNDfo3v5UcCJ2xA27JgKDz4/kifo9I3bwAQfHdFMm40LslremN8H0LXaNKTrdJW5o+7Xer//6r1+9+c1v3q4TPO3sOspa79nPfvb21PaHfMiHXL32ta/dju1dA9KHv8sXd+lz1zncsKdccVfd287Rha9g2B7JFbDgHH2AiE3GwdFrV7lC/PH91C7tVn7YuFe0gdNcdSSPwoIDb6JLumtb6dhke/ZcheuJsCWOxd8RnPLNGfenYInnI766iY/Tb3QbcO7s204S9U1KPj72PxnAK44ltulE/z8RH39aGTBgTcYWCke/pVpxH+//NwN4jeOjCfK/UR/vrQy4wehnem9/+9u3L0me97znracftM83RxcJD+rovbRSufjxfHe3A/F0ZK6q/RGMuzV83z6LV/OdpymmNzLetxl8mPWt2R7H8cP42lNLjsCvB1vE8dEL//v6duPFu2ff9KY3Xf3wD//wdpPHz5L9fNyrEL7yK79ye3rbT4I9wfh/ZZ3TnIdf+4/lqWFAjnicJ54absWt648jT4w+NZo9vVDxdBmDXnHm1SRubHs9k2sMN7zlXLnusz7rs7b/PeDhBq9o8KoPN68mX/I9vdh4emojjh/niqfWN/F7ORae2l7ft9Dl4u4Lnc3zqTe6XSBJdI+u38HkW4Lpwo6xjPYE4fRbSQla8f4uC9+pLkJNWz+1Zh/MqdCjyXW6CPdNhyDognRqFz16FyysqeDDTzFbMEz40Qa/Z4gnKUiDZoLJT2JQ7B35iR3f4Bi/+J6IOGFLOBOM2uDYTUsy8VM4LWhs8bxKRTEAAEAASURBVDQRfqID2/LZBAc/xc50TBlP9JC7jibYvhzh7yk34gYnchebpr7yTbgFpnd6+VZ7Ivpmh6e82TblBw67cIzrqU3awWAbvKk++ZxdfDXBoYtcYTGfXVOOtZNH+Z1dU356OuToN+LsiqNpHLPBnIljPp9wjBc42vLTkZuwcPxsFr9HOJZv4nfqJ3bxFX1wM+UYJ81XR+ZxvHrFwllz1dQevBAXxT1lMs3rbMKNXHEkj+LYuBSD0/VA8cLXOJ7GcWNSvmkufzdj+//SBTd0mcaxcWReMFfZn4q2OOYneBMp5txotl7it4ngAjf4DWPlx1N4ntj2LnA3fLyv2s/31fWPdb2H1pOMvcuTv/ltxdijF7vEHY71McHRRlv5Br/T+OMfbc154Uz0YT8f8fuRuNF3YxzONFfgNzum3GhPBxyL5WJnj6+rK19oP9UlHHmCwBGDUzEeXI/TacqxcdBa3f5U9C922DTlJz/x+9Se9Ofr9CgHde6h25UP+hSLD21fPXaVR6dzFRv42avmjC3iNUxeU+LVJN677bMv+bz6T2x4H7Ontr2ayT/Zlf/kK/6mR3N5eu7Zilv+9rTnkRjGDV3Ko3t0qC6/8BUM26m/4bAFDn8dsQs34U3jRru+iMDTdEzgI37ExUQfbRqf5phpHoWDV78kpdcRjvtfPGyackMf9vC5fDHFoUNrvzVvFKMP2dIFJ81VUxw2iF/+mo6F9HWdaD3KPnhnyuwu1S0aCMgWUhw6dSQjBaX29jllIjB6kmJKnL7ZZZLnBJ8n+mgjIXVhMQ0KCyBYErbgbILdyw+b3FjB8dRP8dA/UpjqAge/Sbh9fuhWO8kaN0cSicVhNzOm3NCZDkc5FifssaXLlBv6iL8uuI/YJRHRh33TyYOfJEj6HNFF22Jnyg0MHJdrpjg4ZhMs43w6xvGKH+N7ikEXk6Eb3S7CXZxP7NKGDhaw9Jn6Ck7zwzSPpr85pgvBafxpx0/sEs8THG3kCf5i25QbvmKbuapxla3OPVS0Me8eFTjsgsW2qV34ETM4xvWEY7bQhw6wlInEp8WUff7q2F48eTQ5YpOLSHociR28ai/v2E5FWzcIcTLlhY/oc0Yebf5lzzQHil04zVdTbsQcHRoPExz5SoFBn6mvxFsc02PqK23hNP9OxziO6WSrTPXJV/iZ+ls7xTth6cSmiT7a4IZOzVX4SvzPATd6fuRHfmT7p5PveMc7tpiX5170ohddffEXf/F2o8far5+CT3XRp/HEHvODWJzYBEdb+Y9dU3/jly7+14L9I/rgB5YytUm7xrgxBWsi8qdxSfAzFW1xzGdTjvVtXOJWOSKtjeky1afxoD19pjiNKfbgZyp8vMbOBEf/bjjheRp79Wut3o2nqV1xYzvFoI8xwD/y6BSnPOofwuEGR15PIs+5ye01Jf1jUWPP9b9XNL3qVa/aXlHnRrd28eomd/zE2UO3MNjjZqVcbD/ch2JUDx/NL3ia4GjDR+Xi6Vgo53V/amoXfYyFZGKTttrxJX6O5FGxI4/Gz1QfOhzNo/rGa2v+Kcf48Y+t4fHb1OfayxVsk0enc1U+otd0jGvLV7hpvDu2V7QVNzetk/ZiedCmfDzl+LY+T73RTTnOmyaRlISjHHGioFL6RtL+RLTjzIif4ui7RcsRjGwwcQgKZSK4ZRc5oo+2FolHcVpkbkAH/oi9o/Fn0OLXFtY0IYkZSekIN/q2eD4yFqKz+Duij7bpcyRucFuBN+VYu6OxcybHbEmm/JRvjsYxPeggDqf8aq+YzMLbdnb+gZFdR3EsNI9g1PaMOA4jzE2xnX9wQ86Yq9b426nG/6h+Rh7N52InG/9HJzs+mOfk5OkFk67ocDQfw1nzzRG7+Eo5gtE8fjRX4LcnpuSK1jvsfaicmUfPmKvKN0e5WXEeysVt9YphfE/8rs2ac27r5yHH4Uz1CL+55Wgcn8ExW4pjeLiaxPFdHPupvvLjP/7jV//4j/+4rQ8fPXq0vabE09wve9nLtmP1WxxPfL1yDM9YP4KDk6Nr9Th1wU6O6FMuPoKj/zPmKvGbHLGJn45ynB7Fc58n29ZK2h6xq5xzBsZRXcwza+xMeMHtegPW2JiK+Eum/DSPw5liaHtGHnVd5gGZ3/md37n60z/906385m/+5vawjNchGvv+se5HfdRHXb3mNa+5kv98uShGxH/XGjiGE8/rGKPrQwUfxfERbtKNHlMc7c4YC2yHdUYeXZ+WZ+NE6PJ0mqvOyqPsOiMfr/kG5kS0EztH4k+/xZ/9qS7aGqdHuYGx5j+4U3H9QWAqR2y71GGe3S+Rrj9Lat5b5+csnnqSvCcDr4sBhkvcHDsVTzLCoAvyJkIfutiWcCc4YcTLxJFsMIH0z5okuUmgmczoU/I/MtGfwXH/NAWvJdwJx02sYqYBsxfHZC6O2eVb/25A7cWJ4/Tg973SWGAXnImv65O/xQ6BM4k/bcWcwh4Y9NornnTCL649odtPLPfiNBa0o8uEHxgt7mAciT+85DO6TLjRHg6fyzdTP7ELFttspwKHn4ypI7mYDuXAI3lUrqBTMTzlB8fGuRuXk3lKW+9k9Y868eOG7qPrRb/tZT6l77/8y79sc6Nx4wmVFrn55Yw8ytf6IpN8ky5iDxaM8lfn9mxhGOvG1CUnD8Vhj9gptz+03U316MKe5oeb6tx3bJ2risH72tx0vjGeLpNcUb7JV1OOceufSPETm5S9wk/0gHU0j65zVfzs1UfMxPGRPMqmCn4n4wofithhG70muTSOtbe/fumyl58w5L7024uBY9ywiS6TGNZn/NrSZ8JN/va0tfWEaxD6sG2v4AYejvnbe2j/4z/+Y3ua8c/+7M+2n/F7gltxw8c7uR9d5/4uHOuPv+EYV0c4hgELzmSuog9uYZTTJzj0UMx7cMxhxU82P3Rr/sRJ+fih7S7ryTeK+JtyzN/4IeyacKMtbtglT8CY4uAEjnF1RPibwGPXZCxoH8fmhSNjCs8EP9O5ypjEDT2yawPd8YevPZXcesATm1PBDb+T6VxVvrE1xtk1EXZV9sxV2rDjn//5n7d1gNeU/PZv//bVP/zDP2xFHMlt8p3/9ePVRc997nO31zNZy950jcxP7gUp4tjN8anwN7wj1w3lrqN5lI9gGAvT3BcPrhv4ic8nghPvQC/vib/pGG9dciSP0qcciJ/pGBePONb+SB7FqTGOkyNrJb+KhkEf42A6PsujRziGgR9CnynH+Ul79kxwYJS78DO5btgMuf5jTcEuY8EvkSZrwLAut6fe6JaMJMgnnnhiS4YCYjLRl3RNRAJiarBBJ0DpMQ1OGPSRrA28I4lWUhOkJgU2TQIrPmHhG95EJDUJUmBOdalf7wAWnBa9gl3ZIzjGb0KnvRi1dbNIYnOzqQV95x66ZY+4cWEj/m6axB+CJW5wjF+6KHtFIuErP5fV/kgiwTGuCaxiaa9OxgGe8VKS3IthbMsV//7v/74l2emN7sam/iXrCT9xjB9xN1100MGYlPj5TLKeTIhsEsONz0meoEu5iy4wpwKHr9w4OJKL8xV9juRRvPCZL0jE8DRX0INdfmY3GQvi5S/+4i+2f0bm5op/vvN5n/d52/bSZzh85zvfuV00yJN+6mn8rLr7hz54cXwSN/owNm2VSb4pRswvsOjK5xN9YBkLOPbzyktO6uu+LVv4mz7KEZF36CHf4H7l/6G461yFmwmGvoxxWHThqwnHYljBS/n4oXas9eStd73rXdsY53MXr3tlzaNsOZJHzS/lLPxMuNEejrmTLpMxjgNrLPziyJM9k3FFf4W/4cCb5FJjgb+NT3wfuXijAzx6GBOTOKYDe6yZ/Ax2YhOO5Yl4aU3q+B6BwSY5+ZnXr+GRSyfrgTjugtK1g7HhZ/vf933ft3FP10/91E/dXlUi5/v5/k22l0flv+lcVe6zJjUupz4XN/wkT9B1Mh6MKTj4sMbGL30msWMeF3eKMTXBEB/GuHHFJmNsYlexB2963aqtGMSxPIGbiS54YAedlCMi98HDL10m+ujfuIJlTQuDz/YKDHMeMTYnGNoaD2KHTcWO43tEDPti15oLxpEb3eKP34kxwXd7pTkGloerJhj6XPOoOe+hc5X++fcP/uAPtjz353/+51dvfetbtzkYphvcblR/9Ed/9NUXfMEXbO/vdrP7LpEr5Kwe8Dhyo5tudDxy3bDm0fLxXfrfdk4cl4vVmcaxtnDkiiNrJfcpyhmu0Y7kUfNVc8MEB8fGFrvkiik35VG5OH3wNRH5WM6azpv69OstGPSBMx2f8rlrEGsleMpeEX/NC0fzKG5aJ018xd9yOp/jZLLeyv5/+qd/2uYZ6/383rmj2/2z1R09SmwGiqcffDNoQaV0IWcBaWLhJPuKwaSOgS6gkYZ89WxddElw3TTSh3OOhSFYJAsByFnqmAgtfp64vukOH3H+uYLEr5+CRR0Ci6jLWfRRR3EzTnCmt74KDu31lS4wOqee4zAMfDj22cQeOimChc4SFgmLnvRQB0/VYb86MLWhr7oCDX8trmHhQ1kvXN14oLO22tHTwLNVlz64z1596d95HOtPImJ7HNPTJG8CcV49wc9efSXw2a8+TBO78sS1nxLHtccjoQcMfdKN0Fs/+qSfc+xhG/sd1w9/2tdOcd42jsWDfhTHTKh8zS5829dX/Knjmyf9KXTFuxjsxhv9+IjOFlP6YA+O+RIeHZxne7po53z86Z8+4oY/HMeFfmDoO1/DIY7pD078iQkFx/oidHceR4Sv9OE43UhjxeSpnePGNr0VvCq4Yb8xqR/cqUsXha7i3T4cNmlvy0b9Wgy54UjUE9vwFIJjsUMXehG+Yb+2pEmDXeILJ9kOk9jiD5b66sAQO/TWjz6LUfXUEcfqhQHHeBBf2nTeP2uxDwOnzst/BLfsiuMw6KpkLwy6sE9dvoRT3NBHcQ6GUvzRxWfnta8/fONJDFbHMTqKKdLYFGfZxEd0MdHnc2OcD5SbuIElLuir8IE+jD2+1qf4YFM5B2eKPpJ4YT9bnTeu2NHYwC1/w8GfemxOxBscdYxB7fSvTmMrfzd+6eYcneERtuJHHefo+Z3f+Z3bmPIPyf7u7/5u40g/bnroix/EDP684/C7v/u7r/74j//46tM//dO3ucg/74EPTz112CH2unHCF/lIvVXw53x11OMn+hPzXXnUMX4QEzhRiPPa4xg3uMCN8cC3/IhjOqkDR3E+HFt+dh7XhC58TWdPvPMdHBdxeNEGhj7h+YxfpbneMbmWPvDiHVf6EaPa8wVfqa8Q+sYNjtminsWUPuQReQsODpwrBrWnI5/j2HmiXxziuH5siz/79Gh+ro4+8EMnx+gsj6rHH3jBHa6rg5OecNCGPjDKo85rqw696C42YRifSRzrE448wS594oHQg6/UgUVgs1uf+hLDSjbRp7wPsxhuXMHmMzyzX33t8aOQOMYf+wk76MBPjT0X2c7zBXFcP7b0UdbxqV9FHoXFt2zTHj/01dY5/nSOLgq92WWfaKsvfNBNezyvdfBn3OiTiEs4OMYf0ReO6QrTnC4+6RJ/8HFT37b8zTZ1xDB9tYUHi+504iv9Og8H1wSG4rx66tCTv8QGHujIpnKk9uyhbxi2MNThT+3g0EVfOPAZx3Smr7iJY3jpYitG6aLgNp7Zz9fw8aeuturYEnZrF7/60jd91dNGv9ZebCs2buIGXrlCXbbD4nNfXsL4tV/7te0fr/miEt/Pec5zthvcn//5n7/Fd76hM37UgWFs4odN9KGv/K6Ouoo6CbvEhDo49pk+/IRjddmA49ZBeOBLfeiTsEPhbwIHBo5t8asPubi40V4fMFY/WS/0mY/ZoV4xiFv9sMlWX/xkrrev0LE6sLRnxxPX61HcwXDTjC6KNvTRXxjswAl+2I9j/LFHX2yDybaK+KMLHPsEnv5gwPJZ3MBhGzG26YvjRL7WJxxtjG/6wGGfY+U+eQe/bMGfLX/Ql+3GsfoKSRd48PlcHONAsQ9PnyR/q5doywcKwYW+mqv0b03hvP70XYyuuuCk2KGLwnY64AlHuCn/4dcxNqnLv3wKQx4gjmsrfuEQY0GRd7Qh/IgjPNMJr+nCZ3C0Z5c1ID4c9y7pYkMcsAtv4drSV1379FVPwaH+4NGHr6qDQzjEMe2dxx/Rli9a8zvmGkb84YgtirjI13D4Mn/SFY77JfrCo2Mw6INL+rHZeXgwFPy0nvJZP2zCkbr0lGfLx/RzHgZ91PHZTW03uH15ZX1KBzppZ+717twv//Ivf/Lmthjhd+s6kj70da58CMfYWzmmE9u0cRzH/BE//KioEzcw5GF90h0GPyjqNMbTxRYGjumDP/2IPzziyWd5X1zQV/9xDDObYBk3RJ3Ggi3f01OeMK600dZx29o4Xr4WQ3hR2G180tO+sSDe1eEb/MAi6UNntol95/VjbDkvHvgzDnGVj+kex/rTjy3uFJzIgTiIGzyzqzrlY30RGOrYEn3FMSyf2Y3j+udH0me28hG74PIVXdhtjqEjHbqm4it24wt+WLZxTJ9iCx/iNL7UKUbxpl666D8MetHBef0Y4/peuaOzY41PvNkn2ivGkLzlOHtwqPC/2IFhqw6e6cRvhM5sKY/C0BbHxYVzxp1tdohNeH2mo7GiH5jO6QeGvNNYMtZxo0864FiBQ/Ajn8Cwj1vxwtfiMGw2wSH6wAvbwhGf+sQlwS8sXMOlJ53PlFNvdFOMMRxCeYYrDM9IxnByjjA4Gd5gQQjSkKNugaa9op1z6oShD+0j1/EVQ8AhDnYE0tFnuqSbLQx4pDr6Y0+6w6svAeG8ugSGPupn1RkGvQryAro66eJzx1YcfcSJvmD5DIdO2rBJP7AIXuJ2O3D9x/lswpU+4EgoMEi2xrEA1EdYjsefugRvJvhL/rIrjAJcGxja0ynxWV8Ju/P5yg08ElfZlO6r7dWhC7xw+DHu2EQPOuVPHK+66Q++4wod8MdmmIk2lbC0w3GifbFTW7rEXxzD0Vadtb6+409C8llhtzGV6F97BaY6cFaOHXcMnn19wUgvWPWvHp30I2Gpbxzbah/H+ul4usBg98qxfZjOaUPS1zYc+oqvBM7KTXHMp7CMC+1XbmCZzJwn+oZDZ1gw7K9jIf7C0U69xoLP1UmfbFrr6DOO1ccNX1dn5U89utuqU9zAgE1H27hRR3ufFTZVwoVlX79E+/jxOX/iGQYd2aMvWNo7px0M+5ccw9HWGC+O1dEef/B8him+6EPS0fF84zieiWO1ozPd4Im/+FPH8RUjLLoWq/Rni5JdMOJGm47bkvKEff27mIDHL4pj2Vaf6tKZnn/7t3+7XUxZqJjI6UNWu/XF3jiOPzbRebULx/i7xMnHsOnUeZ/p0nk6KvxYPPgcf8WxPtmpf6IOnR23Dcc+jhQCR1/qsQueQmrjvHr0coyutfeZpAd89egBj7/o7Tg7V320o3P8qRN/6uYT65L4SUc4uFUaD/BI/NFp1S8Mx7Jbnz5XD17iGNuVdKfrmm+1d16f9tkaFhzHtKWLeukff/UVBhztL/tRT1tYBK66jq1YPsNiX/ykl3b4zRbbeGjtp4069F3zqD4av3C0yy56EJ/XOvrNLvXZteI4lr/V094WhrbGmC2b+Fs/9MPx2g9cbdPHVj+wnMuncNilhCMmXAQm+qDTygM9faZP/MWN48rleiqd9UXoIv+IdwJTHTgk/PKoY2yPE3rVJn87T590CQc/6rC9OvpXwovj4hVO57Mp/n0m8Vc93MHTD6Gfc+p1DEZzjP1swIu+fbbPvmy3Hzf1bbvmCnXEhJvacrYvXN7+9rdvN+Ho4Jc4bnR7H7d1BHv1Q+f6oWM47Igbflo5pqO+sskWrzCbG/EHP27UN4aNK1tt1jrxtRG3/IGh0IWeinblnBUDJzhUVgmDDuor9GITXZL8ZUv0ta75caMdPOfyy5pHq4MPNir0ym9xRRc25Vd6XHKsL3hEO+f5vFhNFzjO0wsvqzgGQ1FH22K8eurAghN39vWXvvSkM7uI4/qKv+rhVp3ieK2Tr+CQeMlux+KPTiScleP8tHKs/yRd9BNHtrhzTr/aZhM8x/RxiYMHuijqxFU4+lQHFvscFxu26VeddMGZPrXLLnbDLnfpiy/C8Bm+fvKlczCty9LHObjh6Bu/+cnn+NOfusS+2CCw4JSLfaYLXcvX+qZPNsGxrx/n4iCO1c0m51bRNl7V1w8s/SaOuznlZpgbgG5SeRXTX/7lX27rU/XNW76geeb1r2I86a74taKbaW7Gas/2uKGP0rp2HdP6i1NxVL5RH4bzcNLR8eyKG+3Yxnb7+M3f6sSxtqRtY3jFYV88Nf4bq6sfYDgeFlw6ah+GLV3XuGETHyirTepkl37owBb2O27/prn+kmNx0ziPvzUm4Baj+scNbPsV57M5/tTRlj7s0sdN/K02aWtOixt6FH+wwtsqLPzB0NZWPzgO1/EVIx/AVhdX7IadXfUvbuNYHW2yKx7UYb8+w9AncezST3ThA1jq4QfmOj47jjf1SHFuP3u1g1e/MMql6hQ7+vBZfMZLOPoIw7n2nU8cYy+91DFW8GI/PDrAsi3G6b6Oq/iDow5fhOkzPcNRlz0w13WO4/VDv/qvH8foqo5zMIoJ586S/16dnIV4jYMEZCOmwATPEMQIHE71WV3B5zNBjDraO9bAU1dBtICJGMeQYyFln6gDQz3HYOgHdgTDVkfSrp0tnOpwgLZwChz1BTFnhs0e531W1kRMH+caLPZzPGxCXyVdYPgcVri1zR76w2JXwVFgwSJ0XbmG1YBLZ/zhW59EHZ8v/QRrnaDjRjv9wnWM/aTj2cUHzvkGSh/5JBu2Rtd/4IShXtjsjRfHS9b1Fcfspb+y4mi7+spnHJSUtNO3/pyjH3uKNZ9J/oPvGP7ETLpVRz34hK6wxTqhP3tWfRxbJ7L00w/dYOWTDeT6T/72zRld9MOedfKNv9WuONYnge3YyvFqj3oKX9JHfVuYdMOB+j5nE32aeLT12XZtR9/sco6ohzv1bMPhS31Vz/n85Zj+fW7ypYv2dIZRSV99qdM4ogcM9S067K914hgOe5uk1IEZf2LGZ33TOX2r47y+2G7cNqacT2d1tMOlvpzzWVFHX+yHQR/90De+navQT3/apItjxXZ20UV8VkefceyY+rjRP52IfXXi2DH6GOONPX3jWP/q5yd9xXG200VfMNhWLlYvG9RV4pvepDp0yQZbOI1xdeiAV/5xPj+li2NsUseWLvqGQfTrAsE/HnMzhI7+I724cyEQN+pq59tzPwP1pAJd3STxlAPRZ9zol27xlO1xs9pFJ2M82/WTL+BkV+fDZhM8/TpG1/R1DI5++Fo93NDPZ6KNeuH4XGlOVK+2cQwDlwmM7NQnDLqmF/scUwdGutEDTmPccZ/pXFt9GL/Z7ni8VgcunYpRuI7B0bfC3+t4UIfd6Us/utWPfp1budGf+FNIXKkDD0/0p0f8qKNdOvpsXMdJ287D0a/2fKl+Qj/n2e+4mAo/fbRT4Oo3rPKS+qvt6il0L9/kXzjxs3KlLxj0iWPHYJRHYWrLLvraJ9rkJ7poow48+x2jO3HMueo4D4M/q2NLV7roi3/Yku50IXHDPuds2aV9PKijL8UxWGIi3RzTh7b24cRTceE8HeU/x8JWtzwQhnr21aGLWGcjCbucro6YyO/q0AsGfeBogy/7pM+rn+DA0JawX/1w9M+mxrA6jqkTN9mFZ+2zXTu6pE9xUh366EeBqdBlHePpDKsxEMfxp45jl3YZ48WXvn0Z+cY3vnF7BYpf6niay00eN39e//rXb084eooUx3TCifb1Q2/H2M1+n+27tmgOYYM6dIkrx0h51OebOGafttWP47D0x1/Ot9U/27XDMwy2VjcM8aQN38Sjz4St+dLnbGR7dfXpOJx0dK41v3b6d54/4opu+QCGcyuGeuKmmKmfS47F35q30gWeNrUrr8PVT7HnvH22Ep9J+uZPfqRP523ZUDzgFm+OdZNfXz7zk31tlDX+fKZz/dCbjekLs/GRv/PXarf26QxTf3SLYzZle37ymeTv2ukHJ+rRX//OkY7pS5/8ow/nFVi2bIhjx+CsMQOLfiu+8yS94Divr1VnxxpXcVMepY8SBjx1sidbYa4xyhb6rBzzRbbBKUbhFV90aT2gT3rCoDuhy+U8pL126YQruUR77WyzW51sUsf5bNBOPXj0V5ddl7Z7svRXf/VXt/834B3cvswj8D7iIz5iK8+8vsntCz1P0npK3S8u8ke8xLH+lZ4qhaV/utjS0VihS9el6uBMHfyko3r1gzvtnVdXHfviPI7XOjDTBUdrjOCk+KKPfvkSps9EX9kWx7adty2O7atLX9hw9K1Px9mqjgKjL0XrZ7V7tVH76vAfe+ESOL7gjCuc6Ns2u7NLffWcj9/0EX/rXFX/2cFGHDsejn020a++4K0cq6N/pb7tk/ouHp1X6L5y7Jj+cQi7eE+3+oTLrnD1oc4aO/EXp+rnB+3ytT59vvQTPHXEuTrsjod1fGqbPtqoFya97Cvscl59+zC6b+kYPR2H5XMxbj8c/LGLHo7b1yZxrH7qFw5efCbq6EO9OHaMbvWpbvzZx40SBhwY+NGOH2HQb12POqcf9Zwnxkz52jFttcObMYkTdc6U97vu6N29n4DqKTc/Afqrv/qr7V1OJmeLNuQhiSAPuWu3jGOYOhktuHzraPLxE+wcoB2MlXAECZownBMIivf1ScACHFZ16KCos0o46jlPH4/Vu7HBGZK/oFHUqZ/Vns7ZOk4fOvspJIe7ySFhSSb6U0cpwNMHH/XlmDq4/aM/+qOrb/u2b7v65m/+5u0JEz8noAtJZ1sCAz8FlmP64Ss/I6GDwKITXdTXjwCFYT9JF32xCTeKmzww6NGTJtWBASuBrx9YRHscmnATk+xaJ4zV53D0IXaIc+xyUcI2P+kyqTYpskO5i+PsfuL6J5VuSikmfhP9JX/qpg9+49iW8LcY9tMQbelBJ3bRW3t2s99+ghfnbeFLEm6U+VkfDAuOxpO+YKgHJ7mJY+fZlc7hxF8c0yV94Cjr2BO/LgQV44rfjXP1YMOhUxh0DMO+484bC8aUn+F88Ad/8PbUAPtW/uClr+NKtrNVXNEHxwRvLkDjmM0KnZIVw77zYgLH/A2j+LNP9zBsE235SF/2s9siEp6CY/zEH1vExcpxuuore+kihvHjSQq8qEcXQo+VY8dWjunjvKfSvFbjh37oh65e/epXX33pl37phuU8UYfe8eN4uTibcMwWY9w4WH/ufBs3sMOpDp2NB/zg4MM//MOf9JM6dGD/mitworAdZ+o47xUfdPeTSvzqq/ESx3RIYDi/1snnxoRXiIhh4zRu9KO/4piOzqmjrbiD9yu/8itX3/u937v9/PMTPuETrr7xG7/x6lnPetaT+QKOn4R+/dd//RbzfPnjP/7j2w3xFq24UfyE1CLBzXLb7L+JG7axm17qqaPI6TigN39l98pfNsGojziOP2PKwlBObx6vjvY4WHHo4Tw8Eg6fs//Ro0fbHMxfZMUIB79wjJf8oB9PVH77t3/71cd//MdfPfvZz97ejasfdfVTHIcDf+VGHdyoZ/50zk0rdsUPP1VPe5JN6hDt+UnM1Jd8Ay9usrvz2qWresQ58WMsyH/9pLxc4bxinMAjl9x0Xh7mJ/MEX1nniLFEP+HdhOOYfuScP/zDP9ziDi/WOcWG9tluP5zGC93wB0fekkdxxufla3XyE18kOFYXfyQ/Xb66hE3xt3KcPnAU/cFQpzxq7pRv6Ksf9ZxPnzDoqGSX4+xikzWg9Z85z1qpOnTOT6uv4NC38WBs/83f/M3VG97whqvXve51V6985Su3cU6X27hxfOVP7NEHv2zTn/ee1o/6bC+f0I04Hsf2tYODF/XZwudw1Is/dVZxTmETDCVuxDJdrLngsAt/6aJuQof4s68feUIs41helLvYTtL3EqN+9EXnxsFv/uZvbusJ6wq5tPFHl/hJF1s4zlmTeE3Jn/7pn179wi/8wjam6CbvvPjFL97KC17wgk2v4qzYKa7w45h+tPXTdGPTU5FdC6nDFvXkt1XYAqu4gYMbtsnJ8k03+NfYoX/8OK7EX/3wlac4cSLXyBV0IfoxHsLgF2LctS/OFTlFrnA9Ze7kczrjkcBSL260d66+yiXGQ+38bNr+JX9hwMWJop7jdNWPa055tHlXbF3WWXFWjh2H4VpT7BHjO463A9d/LvNoHLOLfeHwk/kBt/wtX9BFffpe5hz4zmcbHLniR3/0R7dxzqav/dqvfRJD/TDwnGiPuzgWD+r5ooZ+ODHniYm7uIFDV3bRRRGj+LUe5Sd28Tncm2yKmzX+cAxDDBKxg6PygGP6gadPAj9dbB03ptTDMXx60onddL+Jm+yHQdThJ+sS+mj7ohe9aMOCoT7+lJVj7dXFH3GOPuKPfUTeak2aLesYhw1DgacOnO4v0IfPccy21W71Vm6yy5boR64wV4lXOd16XV9yq4cy5Dfbt73tbVufMPHn4Qv9vupVr9r8wr+upcWM9Ulxri/80Rs/iePqrPzhxHW9ucHYesUrXrFxRx/19R3P4Wiv4Dhu2AUH3od92Ic9iQFHHSX+V5zGVTjlUf5yjWeeEUPxly7qk46v6ym6mH/NFa7vGgt0IdoWg9uB//qjH75U6kc996fkGljGAtvVwY2iTkKfbKoOLBg+a2t9TJe4CaO4geWcutWJP/OLdQVu2EyftY5YX3Hyk76JvpqDrd/MeeaaNQ+ISxKOtorY6ThfwjF3yhHG0zqP6ycOt0b/9af4g1cdOrsGdo5dcYxL/bA9XcCsfsqPsDyohAtjKn74Ql+rz8PKLniOKWLHWFDCwDNcAoe+tmTF8DkM6zaxTMwvcim7SHXq0zG2rr5yTj/WJeYH8Yfj7iNmUxyrH45+nCcw+JM+tuzoekh/BIdwssmxYi+78Qur/wlAD2s3Op0l72b4JDSKG/iCUkBIlgV5XVx+7nhbGDlNYMDoszqctiae2q1bjtCPQOTEdPE5QbbSAOv4unUeFh0MCrpdkg9zxV3b2y/I8EIP/dmyqXbqKOrcJepoayEmoAQ4fQoYbe2vn2/C07fgk+hxqax+0c/6+SYMvLBFwXEJ32ftiTpKdt6EQ1c80yWhXxiOOf8Qn6eDNnGcHfCUuzh2Xt/qGHiKfcdWufy8nmtfvwY3u9SvdF5f8dexy20ciz+6wLjUP26z8xLD52ICJyUtfK5x8hCO468JgF5soCd5iL+zW//aG+NsurTrLnu2zq7/FGvFDhtW32R39W/aqqMNbiRcNlzqEs5dOulbiRO6wVnbwL4rjuMPRpOe/Xyc/j5fHutcW+flBjnCYrcLr87b3ocTn+w3xvEMk57JQ7hRR5v8LZdechx/t9klbuqLHvJXXGtL4k+926Q6+udvdsHhF30kq9861pZv6Sl2FRfJcEzQLgrW/i0AXHi4Aa2dOubH4pQ+jiswxGE+T5/7uKGXOrC0FzvGeX04v/Ln802iDhzcwAkPTn5RR7n03yUeHJzSY+W4ejDuGgvV0zdfwLNV0kUdOt7lq+qop53YwXWx4zhx7D7RXsFNQj+6kZW/zt+0jT844tg228K5jx/n9d14FHPF8drnQzjWN39qD09Z+dCXz+uxtQ/7zqkn9thEn8sYib/LtutnXCo4MT4JG9a++ewuu8JgD33MV2xax+VD4oY9cUMPuHAu+74v/mrLBhjqw7GfPIQb+tMJN+xSLjnO9rt0YrvYiZ91jKUrHDrdJjAUdhjjt63VH2IXXnDK32yESaeELpecd66tOtrgR3sFN3Gmnn1l5Ybubly4Cec9tW7g+hm/G07mTLnrpS996fZAyUd91Edta2993CXO15d8gwNc2zpOcEfoeZeozw6YzQ+XPr+PY23jFwadcKVdkr59vmmLN3qraw6DIxZhZY92fHGp44qXvnHD/2Grt/K3tlv31akfOrQeoFt2rXXWtut+3PAPPEL3NUYcuy/+4OCh+Y5O2qw4OFo/w72UdM6OuFnrxd967HI/f+IYpn7p5zipn7v8pI6ijjWba5Di2HHyUJv0LdbxQ+BccqrOXaJPdvATu+zjYuX0IdzUhg63zVXxd5c+9GADnHTwmc9IY+KuMa6OAqP4sx8GnOy2f5fgz5xAYMF1Q8wNa8UNUTe43dCU71wbKF7H5Eb3M69vBD7vec97klc+b3yv/eKPZPN6rv3ijO3ZfxlrdFRuw4kbdfhb/MHCxxp/6tVf/a/bcGp703pU/YfETv4uF+M8PmBkk/3bhK7q8XH5mG70TMJZ46BzbdXRRrxko/rhdGzVr7Ztq0MnHBuf8LSJ07VO7W7aqs/H6rOLTatv+ewyBi5x1MFxeZROPq82xM2KfYkTN9rRxfaS4/vyjTb164YyTBhKx/XL3rt0KV7ZbjxZK9mu+HDgs/U2iRv+sU9grnZU5zYMx9Whr23xd8kxm8TSXfHXuWy5Sf9LG2/Sq3ZssVbPtpvqTo+d+kS3JGuxSllEImuitCAPC0YDbmKk5AijMsGgSyXnTnBMqmxLlwk3Ji6TlKc1TU4WnHcNstv0XPmlB52mcgbHYiZZk0jHHrrFMdsMHjZNOHZjyiSvSHD3JefbdONr+sTvhOMzx8LKsTE14Yatxngcw5jg+Ma2G4WSrWQ5kTjWlh6TXBHHbCJH4g838JQpx/So0GXCLzvkCRfxf/Inf7I9eeVCfa+wgxjjxpQy1YdN+CFHOC6PpstEn3wOK4734njK/Sd/8ievvvVbv/Xq0z7t064+5VM+5eprvuZrNvv648aJGyhf93Vf9+QNE/VvkjPyaPzCx89UzsijjQN5x1iY5mNPdPsF08tf/vItjj05P5VyIG4m+Vi/Ydg/Esd8pRTHE32MqWL5iE1izxc2LW5dAO+V9KATOcJNYxzOezqPrhzz0WRcucnglyg//MM/fPUlX/Il25NzE37O5Di75L0KvvdIGOK4PLqnfXVXu6YcN548tWw9YV1x13pdn9r84i/+4varke/5nu/Z5ktjwdNonkD0pOeXfdmXbfxMxmdx3BjfO8fgZ+W4PBpve7Zw6MOOyp726uJMsTaGwecTXmDJo8XdZEzBIPm9PDHhGAZ+yJE8iht24YQeE7vkCk9049iTbV/91V+96TX5s3KcThOcszmmy4QbuuNYHB+JHe19mdWay5PLU2mMa18M7sXCL7vE4JE8Wr9s89SxNapYeuL6CXi/oPDghRtjHpT7vM/7vCvXBJ7iXm/Y0qM45iM2TYQt7ld4chRHfoE5GZv52/YIN/SBgesz8mh5YmITPulS/E3jBoansAk9zHlTffgIR+kywaEPjLM4licqm5E7/9CnHJhdOyG26nIxwcmRGDw7jxaDm3I7/8RN88IkH+dvW4LjqXjSXexYs/mCA89nyVyrGzQQBAwtMCcDBax2kT/FSL0jwR0GHY4EVDgwBAS8qV2+eTEp+1bpSDDo/0hQZpPtGRyfpUt+OsJx35IZdEcG2xkcwzhzLOQ3uFNpfGs/xRHHEppvJ4/4/unGMW6SKTfarXEc3t6t/GAB66J/+mVNNjS593mvLupry9dNihMMbc7Io3ThqyN2+QLBzSuLIE/CuChN2GhR40b37/3e7202W+j7aeFtckYeXePvtn4ecnyNv6nPa3eEY7quvjqSj2GxK718nsiRfLX2x1d0qaznHrpf26N+Z5NfiqXTQ/tf69Gl9vaPCD8lUyzt1jgOb++WTcbzUY7166EEMTyNoThOp722rPVhxW3b9fxD9sNo+5A2N9XRnk1HONYWTr+quYtjF1VuBHn11G/91m9tP5PutQF+Ru71MvK5nB3uTXrfd0z8HV3z6/8oBj1xgxPbqdTW2s1+nyd4d/lnD17+OaIPDOWo0OEox3Tgb3ni6Hy3cnzEV09Hjo/4yri0PnaNd1TOmKuKvXie6OT1IJ7W9soHeU1+82oCW3Z6KO65z33u1TOvn9z2UIbXIprzXYvdZIPYOxIz2rpP4Rqk/DWxC076HdEHt+lxBEfbxvhRnDie4mjnGjqZ4miP4+JviqPdUQy6wIhjn6dCn3Lg1CZ9r3n4CM7KzRQHhnJU4maqh/61PUMXWD1cAy+fOX6GnHqjWxLxrZBvqSS3qUMk5bAMvqnRMOgCQ5k6FI6bFvSaPD2do/rmd00onXvoFqcGnQkEzlTit0A9gtUTDEc4hpHc9RROdW7brt+Y4Wrq89vw9xwXL3xOB2USx/wUTr7fo8Nat/hzrAl2Pf/QffrgOX/T6z0l+Cl2cLxOSA/VKY7ZRI7GHzxlynH68Jd8M41h/tGefyaxF3/0kUdh5PPO7dnCKQaP5NH8nU0TfuIYVv7eg6P9E9dPyXhqnng3owuJhJ1+GeIno26q4M159W6TM+aqYlgf8XNbf3cdp79xDmOaR3GksMtYmOLcpefec/zNz+za4++1n2LYsekY13adq+gyyaN8pOBZjCnvKaFDcwMdGlcTfc7gOH1gHcmjcWx7Fsd0m8RfNjXOj3Bc3BR3R/TBMV3C2uvzlWMYR3LXbX3jzvj3azJPN3pf/5vf/ObtqUdPHrrp49303ufuvdyejlt/Jnwb7l3H8cK21iUTjvMT3eFMxzgc+miP44kuOFT8Gg8On09wcMYectTfZ3BsPOGHHJkbYLALN3iZ+mpT5IQ/K8fpNIEtdo7GcXmLLlNuGsf4Vaa5oliexm88XsbOJAfit7JnTIn9fhnbjW157bd/+7e3d+f6lZZ7MV7D9OjRo+0XKt6r71dxfq180zo8XlrzT/mNH1uYU9GWnbZ7uLnsD78wjImjODCMhWkepRtdWvMfyTmXdk4/n5FH2YTn+JmO8TDKWVOc/G2M89d0rPdEN38fiR25As8wyEQf3JyZR9mkTDjGb/kvjqfxpx085Ww59Ua3n6h4Mbl/HOCbQ4tE3xbuFUHlJzb+QYPFpieY9wZEDvCNZu+icnN4rwgqurihwT5P5NFloo/3tLLNBEOXmyaZ+/TT3g0UN1l8M+tpzQnHFvsmQW097Wki3CsFpaca2eNGDqwJN24IJX42uhdDW/qImS5aejI73Iduve4BP3DoMuFGXxYg/vGFhYbiQmqvmAh9Uy/++Mo/Dplwo9/+UZ39/oGL/b0i/vxcCi9ieBJ/2uPXU1Ru/nmP9ERMqMWORO0JrL1i4qELnSR8P+ubcuyfvhijfE8Xft8r2uKYz/tnYxN9xI04xo93Q/M5+/ZICw7/0EMeFsOThW951PjEj8U2m/bYVb7x1IrJVdyIv6k+OPZPU+TRPV8cskXxtLafyXsy6NH1RcT681dx7UluPqS3Op6g8eT3pWSXPCqf97qkPdzApJMYDm86prTnJ7HD39M8Sh9zJrs8JWkuP7KYMg8rE4kTTztZZBoP8tbe8aBv4wkeMcanNplnFH6SJ/C8V+QtHCtswvFE5Bz/nMs4aJ7ZiyMXixk50JiczuP6tTaRl4lx3oXBduCBf8SKMY5j+WZ6ocMmuVQx561faD1QlSfzXP7C98Tf8h6b5Bfjyz8Q25sn0hkGPLHH55M8yg78yBfyKJyJPvlKHLtuWHNp+t63FX+KVz8YCzBwnD74cjPo13/916++//u/f8tL1meeAPdPzr7qq77q6mUve9nGqXWXXOp6pl/hhHOfHp3XnzUXm+SJ6VzVGhCWPIqfvXlLvhK/7DW/8JO5Zq/g1/ztH3aa05o79+qjX3OvMWls89UEA8d8JOdYt4W31y7t+YngZ8INjo0HdsnDYm+aj3FRrthry1qfv4nYMyYmY5xdcgWejRVYyl6BwSaCl57g24tjXsAxHYqdvRjGlPFkTJi/rc2mIvfBI+J4subP13K7tSTb7ss3Yl/c+mWhV5n+wA/8wJaHW5+Yq4zP17zmNdsXeJ/0SZ+06XffXGqMs8dayfpP3EzHJm743bh4/vOfv9l0n12rH8SeOco6m06uh+gy0UfeMsb53drEWmcvDs75yLh6xjOeseXRib/hKP4xqDwKSxzu4QZP+PEgjXaKtdJeDDh0yVe4ESNy6V7p2tc1GpuM870cs8l6wFwtR5irJnm02HE/ki3mhwnHOPB/O7QVM8bnhBscW4vimS44vm8s3sT/mkfxM+XGeMKN+DNXTfIxDDYZ3+YW65OpPHF9T9NYx/E0j97W96k3uikpQCVfBPg8EQEh2cIS5BMR5IpFOIypLvrOLpMizEkigSMJsIltcCZikpesJTfBMOUnmyShyaBNd3a0WIA54UcbA+UMEXf4wbE4mggfdYGM46nEsXiRJCfSWMDP3gnjsj8YcTKNP5hiEJbtNHa0x7EbgdMvEuiyxs5kER9G+WbqJzhE/LFNDMX1u888/C9e5Qq5C8ZkTOmNTcaCidVibOJzbcQxXfhpgkGXcOLG50ke1Q4G28o38PdK44pd+N5jl/7lPBdb/GRBZ6HQWLAod1EoFooDCxuL0Nu+7NI/TBjsmkp5b489N/WV7uHdVOe+Y3TALY7DmYwvOPkL3lTgGA/4PRI7/B+/bSc64aS5arLg1We5Qpwd4UZbudh2mrdwwSa6TO2JR+MKFpnqw8dn5NFw2OUm4xExrpSpr+JYDE55SX86KHLONI7pwB5jvDE1yevalnOmsQNDzFgbu1FUrjXG3LT+pV/6pStf2L7lLW/ZftKPh4/92I/d3lHbU9y+dLLO4mvtbCeCT4WfyjlTf2VXc9VEH23g0EUMN1ftxWKTmHGxjSf709jBLZ2OiL6NcXMnrOkaUNzwFTmiUxy7LpvGcXw0Pvs82eLYeFSmftIvfsRO+WKii7Zx7GbGVNjBLtupTfzk5rI4nsZM+stb2TWNHdzAwfFdNsGXy/wixY1AD1O4QeTGYl8cWY/6/12+3H3BC16wbfuC9iG2ylP0kW/cBLtLnzi4aQuHPe4HGZ9wJnODdvyN46ku9FvnKvZNxVgoF09zOjsUvMgTR+yiC17lYzhTjvFbHp3apV382E6lPOq6appH41gMHuVYrjB2cDzlhj6tlcTfQ8biTfzhtXxzJI7ZgRtrpSPrgfLf1J5slIvZRq/Wbp07uj31RndBLilxwHTwahfWdOKIGE6gC7ypaAsD1hFhS46cckMXehh4tlO7tKMLnaYYcUGP7OrY3u2RAbv2tXI8tYstFs+SwJH442NYbDuCs/pqtXXv/tFxUH+rPtM4pksc42gq+i92JhO8fmGwCc7UnvTnZzhsmmJpB8e4mmLQJwyLF1gT0b/CV/CO6FPcTHVJf9zCgHdE2MMuOHvs0rf8awFvkeAJT18kuIkL0xcLzhELEvHgSSjfmFu46U+sFq/1TRd106fze2zUf+33tLusWwwfxVpj57KPPZ/hsE05Inx3ZLGqb9zksyO6sEUsH+FY23x1hBs4LXrF9ERwkj44PiJsUsiU63Th8ymG/uHkqynHjWU2wVOmkl1TXepXe+WoLjCO5mP+ORrHMOjiwr+87lrEl45uAnlNiRtEnkaWr93UdkPIU9xudPsyksAwLivxNdmeMVdlVxxPY5mf6cO+KYZ2cPDaXDbhRRu6yBON8ymO9vl7ahdO0mOKQX9t4/jIuIJFp6MY2XTkyyy6FDu2U360TZ8jdsWxGyvTmyv6FzPieIqBF3JG7IQhdi759dn59JXLeorbu7itNT005Ka0pzvlNTe4/XrwEz/xE7djex4w0J8i3+j3iMCwrnANMhW64OUmbvZg8jl7yqN72laXLnDixuepaMunxsQRHBjy6BlrrriZ6qPdGfzAOSOPwmGT9dfUJv7FMbvodET4+ijH5Qp60GkqZ3AMg01HeWGDXIwba7Mjdt3Ex6k3uuugRX2f35PbM3U5E+s9ycnZfePlKDdH259t05l4Z/Bzhj5n6vF08deZNv1f4xg3Fj8W8kcXQWf5+wx/nYHB1+Hstc03zz3N7Sa3n1P6uTMcT9Z4RyLxc1ivYPCE4Wd8xmdsFxwmcwsDk/nlkwp79dg6eS/4E89PB1XP0OXp5qenmz5n+Hn10xH7VpypXmdgTPt+b2l3BkdnYOBLbnVjz5z3cz/3c1dvfetbr372Z392y9nmQk8Lvfa1r736mI/5mKvP/dzPPWV+vM1PZ9l0Fs5teu49fqY+sI7IGbqcgXHEhqey7dPJtnzd9ojd7yt2ucnm6W03tb2W6Zd/+Ze3hyk8bOFLaa8LsNb8iq/4iu2BCq9JsrZ009u6dCpn+Gja92W7M3U5A+sMDDaehXPJ1+QzXc7S50ysiS1rmzN0eTrxstpzll4rX3v3nw463KfzqTe6LSwlWN/0W1BOCdDON5Cw9nwTeZOxPZZ/5EaPthbOlzcmburvrmM4yaYpN3Rhk0nMdspPvmLXFCNbz+CYHmfIyvHU53RxseQnnvCmEscwphw3Fuh0RBc2wDjjmzJ2wWLTNI5Xjo+OK1jkDI6nGJsC13/4iD5smnKDXzjG1RQjfXzj2jfZEyxtlHLNBCNdipuz/A3viGjPLts9drnw8AQNMdd5Wts7+4wtN7W94w7nboZ7moUvXYx4NYRv43sH3qXuax7do8+KI37Zc3Sc0/noXEWvleNVz737+GDb0fHJJuOTXlPBzRnClqMcw1h9NdULjvnOT+7F4UTyEX7LyRMcbc7gOG7YMx1PdBErRzkuB8Oh15H40x6/tkdEe3od0SVuzuKYXVPfF3OeCvqzP/uz7Qa3m0JeJeU9kr6QfHT9fk3/iO2lL33pk+/Xv4yNNY6PzlXFzRGO0wfHR3C0ZQ+dpjh00bY8McURt+Xiqb+LfXEcN5e+rM5928aUekds0vYox+lKJ+WIGBM4wfGUG/3Tg122UxxtG6NHONZ/HE9jR/+u8bpXcYRjOmTXlBsYYtgcTDe/BLRe/PM///Pt4Qm/QvEAhfWlG9y+rHt0ncte+MIXbq8mse8JbjiKHNics9c2NtCBPrCOCAyvqYE55UY7/Fo7TzHYwKZ4tj8VccyuI2NB32yJ4yN2wWDPEZvogxvjCs5UH+3i54g+cBrjZ+CUB9k5EbmCXXQ6InFzJHa0Ld+cwQ2/w5wIPxU3tkdELmYXro/YdZMOxzS7QKQcRSU2Rk+V1Q7xBfpFN7s+lkimuugsu2AdEdxI1keDHC9+pgRvapd28TsN8riAc0QXOEcHSbo06I5wzB6DrTgOe++2ZI2bKcdNHPlqrw5rfdx0AwzuVNgCy3Yaf9rHMX6mUqLVHuZEVo6n9tRv3PDXlGM6sEW+mWLQx0JXkXOmi1449CmP+jwRdsDha/ocERjhTfnRjq/Ytdfnfqblp5g45We52JPbbmq7uf3RH/3R2zh7xzvesf3kDb4nazwJ7mf1/ilo43DlgS5s26vPisEmeh3BgCf+2HZkjMOhB7vgHPFV/jpqF5vieKqP9o2nKUYcx83ULu3ow64pRn4y3x15t2w+oss0F9OFrO2nHOPjjDwaTuPh3RrO/tLHWFAmEsd8flMO2YOZDkfGZtyI46mf6BzOkdgJQx72T778g7bf+I3fePIn7/4xm3dyf/Znf/Z209uF1W2Ck8bVbXUecjwMuk350ZY+OLY/FW2P5pviD3dd/E/14Wv8rGN9gtUYP8IxftPjCMf4wXHjfGJPbeh0RBc4+KVTtoW9d7vG35E4To8jdum/2KHXRPTPT2fd6G5NO+WGHXxlTPnFn1/++XXg7/7u7243uL2L2ytK3MC23vQPIr1q6dWvfvX22qUP/uAP3uyxLu390VNdtIufKb98kp9wfMTfsHBzdL6jwxrHcCeycjO1K98UxxM9atO8ADPczu3ZGpsr1p621V05PhI7Z3CcTmdw3FwH6z3NMV7PyqPNVUfimC5nzOOuPeAUg/nvjO37XV+wzV8ydIMG4JQpcStkqh0JLBhH2qfPWbqwexQ0AABAAElEQVTAO0Of9DqyzaajOoVzxK4wng66HOH0su3Tya6nky6XPB35/HSy6yxd8AHryJh64vqf1PjP6X627V19fqY9FYtMuhzRJ5tsj+DE8RGMdIG1d67yZI3/wv2VX/mV28TsouPFL37xdoP7cz7nc7YnvPH+Xd/1XVc/8RM/sT39/apXvWq7weI/zz/3uc/V/f9PzrArDOBH+AnnCEYGHo2dP/7jP7769m//9u2fxvkHS25WTeUMu8KgwxF+wjkD46guUz5vavd0s4s+Z3E85dlPzv/+7//+6o1vfOPVF3/xF1+94hWvuIm6Bx87k+Mj3KTwUY7hZJP9iU5vf/vbr3y5+C3f8i3b05C+fPSlovdwv/KVr7x63etet/1D5S4S9XOXpM9El3DPwFixjugC5ww/wTma09PFlhyx6wyOwziqi/ZHOZYrfuRHfmRblzzrWc+6+vIv/3KwI3k62bXqwpgzfH4UZ0TqRaPVriM2yVf+h8BP//RPb/80921ve9t2c9tYc3P7Oc95zpUb2l/4hV+4rSG9ouSmtetZ+oRzxKYLqsYf6aLcZO9eUDhHbToDg95n5NG99t9Wn03kKDcwzuDnDAy6nMExDIKbo/wctSs/pc+m2PDPUV10e6Y+QzPubTZ7BPJe2McVnioGDDjfHvtmt28+zkj+T5W+7424vlHHMa59g3fkm8n3Rvv/N3TGcbF8xreB/xs6v7f1IYZ7+li+eCznMOCfSj66/qmom9di19PaL3nJS7YnbLxSSr74f//v/203vv/zP/9ze9L7kz7pk66e/exnb/8o6Bwt3rdQLKbEs/JYzmdALl7/qZG4fiznM7CuLR6v247z6wlG5Xd+53ee/Adt/ZNgN4U+67M+a8u7fmXjFwuPOT/O+WOEp54BN1O6Bnnqe3vf68F6wtrYvEc8sfm/LXSwPvTPcntFyV//9V9f+WK/f2budUv+D4wv6/zDXF/c+bLfOvPoDben2l72rfOdJzaf7jo/1Zw8Ffiu7eL18brtqWD4Meb/BgOuP+QMazQPI5y5Vnt8o/t/w4Mn9tHkYXEvENyIfSznMmABZIK2ddPq8Y3uc/mF1k3YJumHPmV1vib/dxEt4sWxXPH4Rvd5fnaRIe+60S1uPW3zyZ/8ydv7FcvH3eiWo+UR71J8xjOesdU9T5P3HSTz3uML/6fO33KFn0uLZ+XxBdNTw7V8jGvlzIX8U6Pt0x/Va0o8CfkzP/Mz23u53Sgi/ifCM69fVfL5n//5277/i/BYHjPw3sSA+U55LOczIP9aE8vHbhK+J290v+td79qe4v6Hf/iH7UluN7nNwR6ocKP7wz7sw7ZfA9q66f3eJNa+eBbHbnQ/lvMZwDERx4/Xbefz+xjxf4cB/5fAdZ7cd/Y9t1NvdPsnCRadf/d3f7c9zeZifzKBMFj5t3/7t+2byw/6oA8aMW0y802pycFTd3e9k++2DhDvApBdbhh9xEd8xG1V7z3uPyf71sJP3enSTZF7Gy4VLOz9Q4o/+IM/uHrRi160PSGI573in6nht39A9f7v//57IZ6s7+eicD7gAz5gm8z6dvHJCvfs4Ni7bRMXJXsxassm78L1D+LE3iT+/GM5/7zoP/7jP7Zv0n2LPhHx4j1rfG2SnyxSxAuf0wWGC7ip+KdMxgRhk4QyEU8hWIyxx68KJhyLYTbZWsD5ieZELKL+9V//dWsqOfo5316xUOAr//zFzQcXyFPxdIbcJWfw1WRxpy2O5RxPcUzyBP27OdiCfmITDPz4Oa0btcb45AaNuMMLf7PPzzCn4hUALlDwK/4mkyJ95AkXF56Q2fO0H5+Kef/lno+8IsbcR/ov9/D47kM/9EO34zi7L6fh2E10/2hIH/fV34CXP2wyLm35ja+mIgd61+MHfuAHbrrgea/Qwbjyc9xH10/Au3Cbxk5jFN4R8doZtjQ/TPQxj7ONyDeT+NNW7Mg5xhWdJrlCDJsf+Iq/cTwRvP7+7//+9moHMTgZn/lIDjS38PlUxJ8xTqz/JjkQL/KoeYY904tA3OLHmsn4Nj73ihgxno1PuUIOnKzbcEIfOG4euBEylXJF+WwSx3I6XszBfrEyiWH64xcvCl6Mz7sEB29605u213L94R/+4ZWbRXIu/3zKp3zK1ctf/vKrz/zMz9zWKHvHuPzJJmOLn6xPpmJdyzZjQQxP1lw4FsvyjrWJL1YnwiZrQPFrTWrNvleMcWtSr1WQJ8ydsPZyrF8+w4m5dLqugNN63RP8xvhknMtZOCZiaDI2tYXxxPV6AAZeJr6SJ4xF41OcHxHrG3jGJb9P4k//5il51HUDn03WA+U+eGJnOleJQXaJG3pYo+wVY0r8uc4TLy972cv2QjxZ3zWnNTahy13XQ8aOL+P0/YM/+IPbeLSe5We24KT3bnvdkvwuFo2vh6wH1zwq9ibcsAXH/s+B9vfl4ieJuNgxV8k3xqe87tc1E5GPcYQ7a2o8PISLy774HD90cr05HePiWF73jnTjajIWrB8V96f43LXMJIfCwI22coY5eIKDK/cqrJdwM82jfGTOxA+bpveV+MnrH+VR8/rEV3FszS9nsWvKjflO7jRnPvqvufwyvh7y2fWvfGFc45hee0XOal4QO3LpRPjKvVoYOJ7gyBX0Me+JP2NiKv7hLjz6uG6e+Py2vmd3um5Bk5AkSEYbMBIdAhUkCDwBrI79RLLgdIGEfHUsyjhTYGovwCQ3fThvkR+G4yYXQaMf5yS1Foiw1YGlD4UOijqrwGmQV6cJ2gDmVIlNX+rVD70InZx3ztZnPNCZPerrX30LIf3ZV4/NYficHur4zC4Y+IVhawJJFzYKFBzqk7AZJ2vQaBO/MNlJV/2or6+b/LTarZ1+FHqkb1s60QE23gj9FHY7T8LIdsfY6Lz+CJtgxJNj+RGWPp1b7eIzMRPPax37FTj15Zh++IhePsfxJX/sh02KLXXwR9hQwQMb9CPW9Vlf9aONY8WfuvCdd8EFC45xxS4+1S9dHVfPZ+IcnJU//eM4nelKF4XA4HPn6UHgKPpzTIFBH1yzwzlxqh5O9EOnMOhUPfvwnV85xjm7JNpsYC88hTiOW7kAHuEbbYsdx7VjN51wQh8xSMKOP3jqwGiMO2a/nMQudfBD5zBscazY14fzdMk2HLGXzoQt9Fs5vhxT+kkX9qXLGjf0UeDpW6E3u2x9pkM5J85xbPGrDmG3/nAURnb77Jw6Cl34HR8wbPEdN7arGJfOK/CV4kZdduFOnMPSV7lC7Oh/zX9scJ4ejQUYbMYhrOLF+VXg6KcxpS91+AoeXrRt/OqfzfqLYzriTZ21n8ZmGOpku/340WdCH/rawlJH4S926yv78bdyE4Ztvlrr0IP+ivNsxo/PfMAuXBLHnE8fx/VFD7Fr6zwd1aWzOvadt1UIHYpln1ccHOMaHxYxRDvHbNPHebbzKfuJOnxFBzFdoZc62uardLHNB3HM9saEfbrKN3AUOtJZIbDpE4eO5af0doxuxZ9+szubHIOPH1g+KzDiWBw3j6lDtIdtqz59YMSN4/wDh+4K/9B5vbnivLoKiWM5yT6Boy/9xBO89HYcd+yHk28aL3D4QB3xxy6822eXfW2chx/H+ubv+PPZmNMPvavHZjhxIxZWbsIpdrRT8EoXttBFe4W+7EifbKIjDHbZZze7YOQrtuClOvrGn/7oRbTVR7Y7xiZ6EP3KG+mirmNsx4/2xLb5Tp18wy780C+76KS+OnDgrTjO08cxurKLDo0rY6HxG3/puylz/QeGOo0p9fJ3HOu72KIfu/O5vivxxy5t+ZM+9tXxOX3pCEd/7HIR7aL8l37pl7Z/1IYPN2Q8IOFLIw+juKlXG+OGX+PG8VX4gU3qVQcmHdS1z26Fvo7RozHFzvI5jhynq7gQN7iGIY7Vg8Mm9ZxfhQ7Ow4GLT76mSxxrh2M24arYUZfAUOIPDgyFTmxVV3t9wWB3fMHIT5drMn3RAw4u2AULjv70xTb6xo96OGZT+upPHbroFzfOr3brJwy4zrELluP109iki3OV6tA1HLaxO3/BdR43+iP6oTOOE7GpLhxbGHTXl7qOsUeB5zxe6Jve9MUf29UntnhTD57PYkfMaK8uPPrCJJ1TL9G2uHEMpwp9CBzn4dBZP/FnvwKn2MnWYgcWHvIVX9JBP/DVdwwfMNQjsNnAT7CIOkp5wDHn6ZSvYKUL2+HwkUIXfeIWBr0V3NDJOe0r6ujP52LYVl/6vMyj2cQHCR30hz/inP7orT7hS5i2xD7s8qSb3G4guznpZjde6OUGkZxl6wG2R9c30+QyOM7nc7pmk+Pmep8JPfBSLDtOV35Ql+AOP3R33vE1l+CNTvEMi80w2K/gLb/Xty1d+QAmPuJZXWJ8ij9F/eJbXb4l+oKhjnYKm/K3L1zYpJ7iPE7ovEoY4ocP2CV2s82+4ys39KVT3NBRkQMJHfGhLX74FK7YKo/SpxhMn7ihC/6KLf3lf/eV4FQnPdRJ4LCdbXDWOs7hnV5xgxd16BO/trjVD51X/sQPffiJLxV14KgHOxw6waCPreP6wg8MBR5d1zyAO3Ur7FBHX4RPamubnfpgFxvpkq+2Rv/1pzhWVx2+oTMcnOOYLs7HFZ2z6dJP+RGO+KML/djAbgWOY+nT+Pz/2Lu7Xnuyqu77+34Vnv4b5EFMNyjPNJAGpKOCiSExauRAg4knauI78Fhjor4AT0g0KopGjR5gUGwgEEBoHhoFtE1MINH4Gq79WfBtJ+veT2vM8rr64r5HUrtqVc35m7/xG2OOqlWr1traWoznuDFoY8EJF/1xFg/H9XXMmsHGNf3g4EFXC1vH8bpxGtNrbZoPtu2jSdrwmw701c6YONCsuamNZa2j+lvowX/9+McvOIyG9Msn+xwzltxixoaDM37F8XTwoD+H3ugmYKR9Qs5JAnAqgYlCZI5rTzxPOHOOUPpoo6AJpjb6mwgluSSB65gFtqdLHa8NjMbSRsBgNMmJj4dxMu2cbApUE8WTVxKMbz6N8SmVEwy+AsTX/IGhMPJHIL2GA6PCCCfDR4BNTG20t9iHb0XUazgw8IZNH/6mDR3STxtGOwscBlsho42k1J428PijrTZpl1/i5CYFvyUqvsaHRRsY/CpR4aSfJwEYDGN4UwLDa+PD4VdmO79xgS1O8Ly2iBG/LSz99G3S4IO/NmmMSz7Zx29+4WN/+hoLPzry8Vw/x2vDZ34ZRx9L+VdhE2dj1JYP/NYuPvb1CSb97KePfIdTMXEMXvrhCMdr+eA4HGv76Oc43/jM6CeWcBhfaEwzbXBxzLIW2uaCmIflePMOFzi4x8dY5gPLb+34o59tuPgw/XDF2xIO/cSLhox+dNGW2S9O4ike5ZZ2MFroYjG2NjCMHx/HPGHEL5j24ygPwrDfOPjYRz88ylP5KG504Du/badx+sDAmW+0N5YclcPp4ri6ZEz94mJMPhhff7Hid5qWX+IUFi75IIZpZB+/jaO/seBXK/Rv3zpW2vAdRmaOizs+tfFptjH5YFvNFvNw+VwNhEV/fPlFT1z1E6/0s6ZPbeSLNhnd4RiHf9rDKY/5pX7THl++0csYjpV/4qy/sWA0jr7iTDN+OuYJGPzt4y+/LMx+PpmfxuJXOWw8r3HhT/qJQzzzy1qsYNFYH37hw2cGg9+425ffOHptcVzd0nb1S9z5g0/zXBt97KOf/eHg6ryIC8MZl3Skkfa9abBtLsCKDz1wLUdh4yG3tMOfDhbapp/aVj2Kj/zjV20cN561vsa0Npa4rnESI4v9chQGE8PqqHEY/co/+2i2asNP+YcLjZixtYFljuoHx3rVuFpiP64w8A2DLnSlh/jT3niwmH5pTD+vtTFG+aydGOHC5/IILzja60cfscA9fcLADQd91C5x0o9+nsa2rY82cKy9ZjBuqqPFXBt+84t+uPCFX7jab19caC33ynXr6orcE0u8YPDbYpsPFsdgMLiO42KBG29x0N5r2om7xWv7jWPJdxzKPdviVg3QniZpGC4sNzvC5AsMuaP+MNvOVcbSzn5t4HttUV/Fkn5e063c4bu+xmT85ydfXOtqn8GgIZ/0w2c9V9nWVyxgig2f0ie/8MEFDpM3+JTv+pWj+sDUBpY2H/nIR05Pwv3FX/zFC7F73eted/ontf7Rrxve4gNTbjFj8intV7/6hiU+9DMOXY3LT+eTtbbBUNuqW/JEnZCn9LPfWPrxHQ48fjH6aGP/+bkKBs7004bGfG7eGBdHXGlEn/IGL0ZbCyzcLPJBLtORT/TBAw4M45jf1rSxr7yBaR9f8IBjzR/88VEDGy9/8Wdw1hzFExYcxyz640Q/fOmXZl4bS5t881oeG1+caWBbfjpGG+PjBicusPgtXsa1nzYw0o8m2uFjzcRAW9rBh5GGtNGOfvyiMW7wxBEnY+nLZwsMfSy04VdzRl/60tGiPU4wGF9bvDY+LsZZ9eMXPsbQH34a2lec4mINp9zxms90Le7wmVpg3NUn2/LGOPSHpQ0c+lr4wsKu1tpHP5z4jx9/08W2ffwpd/hkwYVfxqUL3cUAF+NbV0+M4zh/5BgeFjmyvi8NQzsGR8yNA4vhSuN42+cYPHOBpZ+b2p5Q9c+IrX07Q3/+m+8+nPONBP9o2/8TkJ/qEqMH3coJ/lj4jg/Dj778toZtbLrhRBtt4Jjj/PNaPOFoA7M6QGNa2ieuns7VFp6+Fm0ch2Ppulc7OLjgTA/9aMwvOmqPIz74asP4I2/wMS4OzkPG8tq28ybdjEMbc9x+Bpc5rmYbNxy1s3lj2/hpo49jOPONX/kmvxiO+uGsrfOdcbSjoTUucoL/TM7aTxu5jE/a8BsOXLxh1EZuame8fILjmp9GcPDXplhqh1vaiL9jeBoDFwtd5Kc40MZYaay9OGkDrzbGUQfiyjdce78IVxu+07A8xBkfx/WF3bbX8Iu38fBRa/kBQ3zhGguWmNOYds1NeMy1pnjSkTb6892aXnx0PQVLm1V/GOdxKleMg4/jcGmn1ppTFjqvfPmBB9/4zk9+0U87uHQor7TThl/4Vv/4iit9mHGqN/luLJbG/JAzxoNpwVHOWNNBG/PJQhs+4WQcC230N4baBsM4/McHL6Yvf8RLe/1o07neOHC14ZvXDFd8+M0cg+G4feohrCPtWLQDmXE6YSaw9V/XExx9jsCYjn3eLy6S7wiDt2PxaT3B2uk7Ge8hfXCisfX/aTuKw1E6h9N6qo/+R2gM53vJ0vV7ya/Vp3X7krit/dq+pP9NbeG8GCx/Wk857fafjntXvyM0PgojfXbwwrjL5//bjvGpWryjzVF+H6FxGOt6wq/+k75rn3Csv1ds9antqW836eINljc9H/vYx06/wf3Xf/3Xp6e5vSH3Zumtb33r1RNPPHH1cz/3c6c3bN4k+jquPt6U3YQ55Xdpv/RY15diaL/bfzLm/64++TYZr77n6x0sfeH9/3azAml989H79x6p7RFcYOy+l84ntcqNGje52LPPPnv6mZLf/d3fPd1k6waom2Se3PZTHm5u+3CuG2bqlxtabj66AXX0DZ/7I/TtFmmbbw/td94unF2Nz3Enr+Oyro/AmWAc2Wc3RnHZ1QVOGGG+GNYvFk7xWNcTfeo/6fti7qPuuWFu4eORduiNboXeJwaKvYtQd+59QmAfc9wdf697U9XJoTY+LdDGpx3a2IajHdMOpjEKuE8avLaujX6OO7nob4HdOE4gTkhOOpn29jnpMG3g1sYnD7b7REgbmHEtOOunHnjD0cYnU7Zpgx9spg1efcKTX7Brwzd9+d6nI8bxWjvH4di2T1tm3fZpx/UfxzuZao8LrPSDYx9Oa5xWvx1LP5/6tG3deNbtb2z90te++IpPZmz7M+0dx3nVZm2DO/1cHDDb/MSZrRrnEywcadzxxjameOEPZzWv9TEh9TN2i9cMDr4+0cJTe/3SRjvYOMRHP3zTB6a+8gUWDH7RsHEch9Fra2Os2niNDw2NxWwbP9PmXGM84qJdGts2Jl7ljXEdj6Nx7LPg0ra1ce2zuKCrj2NZcdC2vvy2ZI7RBW/mmH580Qc+zfEK29px+5g2fEhX+81xnGpDA234zGA4Fjf7YBqLJuanC1a89GP1SeP0cVxfhj8+xretTXlcG+OmV/kHW3uLbaYNfo0PF5b+tXHca/2YMbSrTT455tNvvuGmTX1WbcLV/qY2PV1HGzjGD8dYONufOW4fwwmm425y8B1eeVIbfFYMMYOjb23CgQmLLuKSfvygm+PpBzeu9jeO/IWvP30sjmnDHINnH7PNp+IJUxucnav4gw+OtbGuzQnkO3/si5O1PvqWp/JxHbfj8qo2/LOfrX6JkdfwcCoO+BurceBYYFgcZzjTgvnknz6WTDuvcYmPPvlcOz4YP//wsKSv/Y57HRd9tXGMWaefpwuMIXfsSx/bOHm9+pA2cGznR/qda6M/bfjEtMNlxUlXOax+ac9PsWhsnI3lOAz74VhbYOij1ti29nrV2PhhpDFcHPXJjMsPRhtc19wynterX/Zpa81wy5eOab/qqQ1f1n6NdwK5/uM1LnjTh/HL+Aw27vkFz2IcfZm1scwp247bhlNOwGhu0wZuvK2ZtTb68W3VuPba4duY7TdOY2lDU1i44Ia/PsXBPqbPOv4aq+JCV3ULlm3766O9caq19udrbYzBJ/OTxsamLz7MGibN6mM/XMfsg6GN8W3Dsc2vfDAubOPA16+lNnAdo6F2NLZtcS1nvrpx7Xe4/damnyxhngz0Ff83v/nNp9/Q9sScay26VLtwoYexmG1jnfuFY77Xhi+u/9ZzFX/w197x5hRs2ujLtLNtHOcH2Lb5tLZp/6nT9Z9yg64Mjm26GJceti3FIT761s8YbcPRhhb48sm2+PMjn7S331p7S8dgMPxZY3rNL/3o2jHc0se+/NCPGTcOYqM9/eKsHR9WDP4ZY22TfnKPb3I+v4xj3HMucNLHOMbHRZy0ZzDwYdroQ3M1oJjD5YfjFqaf4z0dB8NSrluHC9PC4MBjceJrNzrDODW4/qM9W/vYlzaO8TGNe43fXXHCB46+jB72NV/4X6zzefWJ7/EPA459coXGMBgcy2rFThvjljfGYHBoYRxPG/LfOPalBf5xsG4JA4425VK1Qq7B0p7REh/92meM9NPGaz7QR6xwNr/E303uf/zHfzz9PIknuOUofL/N6+lo/9vjySefPD3p6xso+qt9rpXkGr34b2xrPtqmjbVl5YZP+acNrb3GLxxtyiX+hcGPMPM7X3DhnzZpSD9Wn7b5ZywGx1j0wgUejYuPNjC1cczCtA/feLbNaxhiZZs28Jk2tsvR087rP/rlVzjGt925im9eZ/rgAS/fWttvWx/5J87wytk0NibN4xe216s2fGCeqoXBr7UNLY25+mV8HMMxltcWx+ynp77Ma5h4pq+1NvFb9aMLM+aqcTj2h6OdcdLY+DDpY7trpfzU3v64wLHkg2MMH/o5RmPa4MvHYqWP/b3WT3vjt08buURXc8rrNNaGT7jZ1jeD4RgzJtMXB2314WN98dbecdvVN9oUB/v1pZ/cWfO4MbQxDuzqn9fFCQ/j0EatyOhwrvGKwTdj0yK/jKUPLq6vcD/XuD7FS5/8aGyY1ZrOVfjhnfHPPm0ZPrZXv7TXBj944p6O4eyu/5vRLtJ1f0JwgPgeXydSDoJ33Fci7jIB4LB+1pLD1yMy+/pKT/vO14Qzjr4Kia+6eL1yEQALjreZ4/xpcQI7/8eEAmS5zfgMx4W4QqIAuEjnZ8GWVJb7/ukmHFpIUAv/wmp8uJbbDB99jA1DW0kOK3tInGisTxrTQFxw1J+l2136NL43KJl4hWEtbmvsatdaG0WFxgwHXJq89skbi6+n3WXGdsNJnJj8oFdmrPV1+8/X8g0PRQ0P/GFncNKvfedrOWEuaVvhycfaOm65y4xvUUDEnMmjtSCJlTl7m+FgMT5ftC+Pwqm4K7S3WXPajVN8zE/tz/1atboNi37yp6JIo7WfY5a7zHG+4O4DG/zO52E4d9UusbYo5C7KLDRe85ZOd2mcfsZ3AsLFV63sX41ed2msrTlHHyd3JkfONb4Pgz+0gSNeuJtX8iB7iDblvzUNzC1+rWYcy22c9LPww0lVLVWLaSPuLP2Mc5uFow0scaILP/ILXrrdhBMGH8Rb3og1naxXu+v8oh0sY1lorD0M2sfnPm3gaMN/vuBkWecCrGKl/U3Gb0v5783kbXX0PJfO8fCXL/LQeRMOffLJ+q65AE8bWvCDb+IFbz2f0O+ueQlHm+YMn3BzHqCZOcbui5M2xi9n6MtwK//wNd/v0kYb7bVJb1xwKm+1wesuffRtbHWUxuXgidj1Hzh0v8/WXKcJH8Uqg5N+7TtfO853fsCg+bkO57E7x/Baf4sa0RsvfsLM5MJd2mgbB+cXWslpnDIYzbv23bSmg/5iI3f0OT//r/rdhGEfTeWYvLEtVqtPD9EGB33w4Zfz3rnGYmC5ixMMmsox1wPFDS5z3LLOs9OB5Q8tLXT1RpLhUg57/ZC80Y7G4mFMeWxc/Hy912/a/sEf/MHV3/7t356++isv/MMty6/8yq+cbhx1TWc8nLSRQ3Kfb/Yz3Cx3aaM9Hoxf5lb18LTz+o/4WW6z8sVYvXE7P1el3/l58BxTzdbW/BIrGtte7b65qW1amFO0xW2N733nBhjqrD709Q/d6EgbfaujtKbfeV7qn6WfaxxtLXJgxShW9Tlf09hCP/1s0zhdta/NXVy0Mxfx7j1IfjrGHLuvjmqjLtCCPrSxvcYKN/vvyj++0EM/1yY3zeX74o1L8TSfvIaDHw75dF+ccLGIsf62O2/CZA+po/pVb8xLphau5xj7zuuqfasZs9g0x8ud2q16t+98Lf/UYRrRWJ6c50g5et53fd25igauSS1+ksT/EPjTP/3T088r+UeMYiA3jfEzP/MzV48//vjpp0qcw9LRXJB/Xnc90Fj43ZUztaMxTmJlTFqc5+255vVtTRP+aEdj/c/PtQ/RJhxxVkfVrvM6mn63+YaHxXjeR+PjA4I0w1n8Lca7zaqfxqOL2NN4rX/63jWvGrPY4KP20Nr4mdeWuwxXi3g5j9NafjSGvuHcdV3KH2PTxxyTJ7BsM37z8dzP08Hv/EljfIzv9XkdXdusfc+3YaS184z5XGxhW87n2TkG7nKumJvvzgXrvE6b877r6/KCfmKeX6vG9L/L1nwwr/OtGlhf+/Ozfeu685B8wYO13Wv7tLsrdxx3rrKmCRPvciTfzufrqeHyRzu60ljN0V/sVo35ZH/YS/cXNo2NBz6uk/RZ641xVg1f6Hi2UTzFXg01J85rxVmXi1/+P9eT/r8/zri4+3d3UMwUAGQTIPG/u+Xdr1CC5SKR8wScmuIoEJYJF+PiY+LipLhMjTawcOHXhI+Thhsr//zP/3z6ypPJuhbah3LjC5/igdPUaFycJj4ZlzbZOvnb99B1cdrVmE8WBUERmNgRGq9zgbY72qwam1PTWJmXfGtOTXCcfFxkWhTMu07Gd2nf3NQGj0mtOFLjtIEpVhNt9IVjMbcnGPTwD288TfKhD33o6qmnnrr6qZ/6KbsvNnzMBdpO9G1AOM3PI+roVN/40NecoLH6NTH9aQPDfPg/XUf5lO1wKU4wOkeEe8lanXA9IFZTPp/73Oeufud3fufqHe94x+kG11ve8pZLKHxXW1yqE9N5tdbRnXpMY/Eyp6Ya629eVY+nGtPF7wPKYz7ddeH+XYIuL+KBE213tYHH6DOJlf64WHbqKG1b6DvR+Mtf/vLpyeTf//3fv3r/+99/9fTTT584LfI9aDON8bHNr6nRhdG25VKs+MjlozR2beA3G3/jN37j6rnnnruinfnhjfO73vWuqx/7sR+7esUrXnG66WHMzknF2lPfridcV8jBSe7AOkJjtQJOcZpwWTXmz/RchQc+8hfGBAcXizfIcJzHJzjyrFpMk2J4af5pXx3d0bh4w0sf25faERp/6UtfuvqjP/qj07Wxn7b4pV/6pUtpvNC+cxWN+TXJP2DNrWrxBGfVWM7gMzH5xy8cLJPckTNuLpeDbl5damIN57Of/ezpWvuZZ5453dz2AZ1FDfL+8ad/+qdP79Ufe+yxU81yY8e8WXnDstDoqDpK43WMh/rXHK9WTDCMxR8fDqsVdDq/mftQPtqJE1477xv0L2Y7dVSM+NO5ZTIX8t17B3GCNTE+eUCmueDG5JQPn8o/XCY4a+7Im+kcF6fyjz6WqdGYL50fJjhymPFnZ36m8U7urHUUn6k2YmVehTHBgYGPNZvmsb79Bjx95fEOFrzV5neQV5TvbEsm5CQ40SYTBZR+iT/FiN5OUoaRXwWz/ZeuaQNjxyeT1icebmC97GUvG2OJDz47XPL/CI2PSmq5t6txFyEuSPg2tSM0Fp+j5sJRGuNj2TG60ofWOxo3N3e4HKlx2uzkID5dJNiemg9ofBD2qle96t5P0u8aAwdx2uECX/9q4F3j3XfsyDzeOU/h2bkOzq4dUUd352U+HFFHYTXHd3JHX0tzIo6TtdzZ4WLMo/Ivf3b4FO+desMnOG4MileY9l9i/NB3d04Zkza7tubMjsb8sexorC+TO8V94t+q8aT/2mca5xVj5XOExv6RkqeFv/jFL56+/u+mNdxXvvKVV24U+ZDL+cyTfec3PeLSwx/8m3LS11LcVp8v2RbvnbwxVn7tziv9d88x6elBJtu9vkST2h5Ri2E1n3a4FO+4TddHaGxsOXMEp+rojjb44LKbf0f4gwtfdnOHL66PL72udQPO4kNhN8rd0P70pz999fzzz199/vOfP9Uu79F9KOf9ud/i9hNLapenFD1FeZPhY6HRTqzC2ak5xrccUSu8h+YTzXYMl91azKej8pjOO3FKiyM0rhbD3OF0RB01vmXXL/ruYhylMZyuNfIv7EvXR2h8ZB3d1ZgefNqpN2no6e+jznthtt5/NxHS9RpJBa1Pu3aKASwLI+bUjsAwdnx2uezy8bMavs754Q9/+OrVr371+BH//EnXXb/gHIFxBM6uxib/EXaUxivOi0Xj3Ti5ULUcYcV7h1MaW6tbU4uL9W6sdjF8zcmTmZ6kcDG0Y/m145Px4ez6FcZOnI7i4nznyQMne9q4CJnaERqHgcNOrNJ4F0f/OO3wSdsdfY/ikj+72qwaT7Hi0nqqMV2n36rBPcsn6535mT9wpz7pG59djLCsd7Cc83qzA2ti+aTvDpc03sHAIT67OLD8ru0nPvGJ0xOtvpHkxpB/1vaBD3zg9E8nX/Oa12h2o5VvPrDZtXyCs+NXODsY+bIbr7iEN+EUhvd4+nfeC/OSdVhwJlwaa8Vp36VrGNkOFxhHYME44obGEVzyCdaONisXmEdhTXDUCjdhLzVPL/oW6sc//vHTN038k1wfyvmmtacj/WyA6+0f+ZEfuXr3u9999QM/8AOn3+S+b5y02dXYODDCm2gT110MY3svfcT76Xza8ecobY7iEh/rHb8meWzMc3sx+RWXOO7oA4vtYJj3YcCZYuXXtD8O+RMf66kdgZVP1l2DTfhMfznhIWMdeqPb4/2+cuhpYwXeG6fJDRafiDqZ9I8k+w21hzhUG6JLzn/913994bdmJlzg4OLnQvwOzWPXn8xOEh2OR/P55uYTLpMTQIlEawtuE5y+HoqHT6smbw74ZKExHF/TUnQvncQwvvnNbxa60837SzF0huOJIF+X8lQPLn0S9wL4AzZ8Sg/D4h+H8GtiYgMLDzGa4Lh4kne+nsQXX7GbaIP/t771rReKJJzpTSNPMriwkzP8mmisTsCA5UmH9bedLtHaTUZPVzD+TL6C6E2b+YCL+eX3s6YaqxNiZp77PbKJNuIt98TcP6pxc6R5f4k24Xgqjr7m6KU43ch100EdlsPe3F5qcGiiptPHky40vkTn6o3fPVTbvamQf5M81p/GsMxx2lyKwyfz29M8csYn0urOpZZf3dhxfpjWUfkHj933m5e38dTfnHJ+qaZP8pjGctDv25nj9LlUYxzxaY7iNLE0dm1iPtGGT5fOB2Ov56ppHcXHXPDtrLiI+aUmh2lskXs0nhhdv/71r5+ecjMXvFm/1NRiOHxSI8T8kvm9jmdeyR+mdk0+FK3+qaPqDU6TePOpxVcqJ+fxdKCNmMGbXNhXt5w75dD5b5auGt63jYsaZh7IvcncdI3j3CmXe8r6Uo3F5ytf+crpyUi/bSv26o+fKHGT+z3vec/pPHhfbjuvWPzUiZwxN2mc9vfp0XGa0JdfzlmPHj26GAMWHNdcXQv0IUfjPHStv1ymiWsKN/8v1Viu8Ie2rtvE+7anS+/iZY7j4+c1xMO8mvAxhvMCTarHl/oEg8au+V27qVnm+KRWOG/KZUafiTY0huH8QBsa35ezpwFv+EMLOahO7JjrG/nf+4/JtRu/1Arz1DUgLMulJkZykNFlqo1rAde0OIg1TpeaHDY38VH3/BTSbaatuP7DP/zD6SdK5L6fK6GHvFE/X/KSl5wePHvqqadO9cLT3K7jHlrjxdoYzg3ymG+X1i385Quf1As5PLkGNMctNHauc10xmZvOVeoNnWj4xBNPnHy6xC+5B0ce46Te4DLhg0N11LWJ2FyK07mBX84vYm+51OBYXPO7T+a9jDy8RBtj0qdvPek7vebCxflF/vX70ZNa4fwrj93r4pM5fqnGfBIn81P/aR0td/xmPl/4NdGYzq5P9JUzvSe3/xKjsXrhWskc79x3CYa2anHnhWkdpY355Ntz8o/Gd/0e920cxRsfc4s+8m9qfo5ZbVe3zC2cjrLL71jcMbKCJABuYhHA64npp79JN7loMaZAWpxcYTz0hHPOFwbxO4F4fWkxCtPkteAyKY5wjB0nvKYa69tFx6WFKH+scXGSZibdRB99mrgnoI0/XSyYvNPcESM+KUom3NTEhsb8m5ri2FywvWP8CsNaYZqYAsmvyc3BxhMnGiv6LgintubO5MRs3DTm01ST+ItV83w6N/Wjj9pVvMK/ZG2Ow3Eiam5e0l9b+uKwg9GY1VH6wJ3UUf3ECZYL8OkchyNW/HLzYHJShUHfcnha0+FYxFstVrsmlk/hTTDqwy/nXxcdkze1cPAQJxp7wzWtOfkDyzI1OHwSpz6km2CVv/rCnJqLQ3zMzWntUovFypyAMzU1Rx7Td+rTWken8zL+fOIbm9ZAvojVUXWUxpM6wYdqnZrDr+m5QWxguF6a6oIPi4dz3nRu8kMe05jel9RAsRFnT0T62r+nJP0mNz5uVL/+9a8/3TxygwTufdepuODgDbv2kw8dv63Mt38TlsY4MroXw9rctdbeor+8cTNuOsf5JeY0hgN3YrRRb+Tw9DrH2PioFW1P+dDFueWSnDn329hyiDau1e/LkfP+vW5OeT09/+pLGxqrf1ON4TDxsuyYHJa35vc0TsZXK/jlWn3qF4ze503rKC58kTu0ntbA4uTa5KZ5SXdt3MvwPtDaN03cmHTTy81FOrgR7AaaRb2yeHDi0pvvtJHHNJ76RBuc4dDnJr+0uc+Mz39zyr2Kad7AEW8a4wPnkhoaT/3g8GvKBRZtOlc5v0zM+GJFm533H8aGBUfN2vGLtnQNZ6oxfb0nF/vpHKdx+qgVU7/gmAvOD9M8NraFT3CmXMRKDtMExnR+6ktjMfchgHhNrpPXOuoezNT4QWN+TeMNg0/m58SXlTuN+UanS+vninPT9qE3uhE0STguUb2eGPHC4fiOudB0EYPP1PRVILvoneLgQRu+TbUxdjrjNZ10+uIiOXcuNPGhi0KyozFtjjD5ksZTbcJwAhGrqVUEFOppESjW8m+KEX8aTzUJw1qcYdFmitf83tWYPuXOlMuq8bTgp4/cwUcOwp0YfeGYV1MM49JY3jiBTJ7sgGF8uuKC05SPfvzChzY7Rl8LvF0+/OLfFEdfPu3MhbTAxYVLfk0uWOMx9Scu5XB47b90Xe7wacfKn12ccm8Hhza7+tKCtmK+o7G+a6ymGtNDLXaOcS6fGE3wMR929eGTesOmWHw6oo6G03XFRJv60AeeZWKrxlOMxsXFMo03nLSRx5fGyZNWX/va165+/dd//fQEmCdhPVXkN7jf+973Xv3CL/zCRW94jI+PN5L4TPVJ4+ZVek3WYeByqT6Np4aK045PsHCAYU7AnBgfOuft4Bi7a6Tpzen4N8d3NKavWLFp3ujb+c7N8h2ceOxiqMWuI7pJA3di5d9OvThKYzkod+TNNHfECYYbNDfdSHMDSB354z/+49O3F77whS+cvilSPDwBbvEPsv3DUDc9PaXpBurkJn7aTOroGk/8zAe+Tb6VAIs2cKoVK/6l27jQ2LXF1MS79w3TGmrstNmto82FnfrHDwsuOx8m8Ku5sPveVf1LGzkwMf3Sp7kyxSn/dnBoTJ/0nnDRR/65Nubbjq3a4DQxGEeeq+Tf1C8+mAf0meZMGog3v9yP3MUKs/XhN7p3EypiR62nyXTT+Edi3YT/f/O+XW12+/9PaHcUJzhHYe36eRSPI3F2sPTd6b+r5039j+JzBM5R+hzBhVZH8Dmayw5e/rS+KR/+v77vxabNTryPyuEXY07s6nK0T/FpPcHXd6f/93K8J3re1uehOntD5A2N/zHj97jdQPLTd262exLyJ37iJ64ef/zx0w2kyVdpi9dtPP9373+oLvfxOgrnvnEecjwurR/S5642cHZst7+xj/Jlx4//qb4vJt+KVesdn3f8cvNfzbH0AJEHQizPPPPM6Zsl3/jGN07/ENdNb8uj658w8rMFfpb1ySefPH0TUM1Sz3BxQ3fnptyOFmvfI7SFdwROGK1Xnpds7/ZfxzoC6wiMldMR20dwOgKDL3COwjpCmyMwjvLpCF2OwDhCExhHcTlK35v8OvRGt5OHT0edPHzSOnkiDUn99Ie1+ymVkxiMKZf4wOiEeJOQD9kXxo428Qlj6pf+aWN7x8TJMuVibP2PsCM0DsMnSzva0IPGu3mMwy4Gbfm1E6PiEx/rKd6qse2pGb/cmeLAyKcpRvzDEfepNvqlzxQDn7h4wiSN4vnQtfEtajpOO3z0xWO3jsJwUtzhwn/+7J6rwrCm98T4wZ/qsddT33AIb8KlPvzBJ7z2X7rGpdy5tO/aHg4uU43DkjuWqb5wyr8wp2u+7GrMjzVWO1yc7/Dh38SKkf447Zj+8ZjGir5pM8Xgw4oz9as3A7Bw2eVDmx2M1S+cpoZDGt+G42khN4DcLOp3bf3e7Ve/+tUrv8voWyy+qurr/29605tOT0p+//d//8WU0hVe8+pikOsOcPhC43JwgqOP/rjsxGrVOB8nfPTFRbx2+NBGTefbbTF/CL9qzXRONUb5t6MNjGK9q00a72jDN/13uMDIpyNizq8dTvrGZ0cbmhyRO2qypxE9RejbJBa/LewnlNSm56//94ob386LPnTz/wJe/vKXX732ta+9estb3vLCb7n7GRNPjU6fiizWax7bNzHalMtTjWGkMawdE2+1goZTwwWOmNuemr5pvKONvrtzgQ+rxjt+0QanqU/pmTa4TPnod4Q+cGiM045fcOhjmfpEn+oNnB1btZniwIjHjk9HaAxDjNJ46pN+6kScdmJ+E4e9qJ0huqHigvWVr3zl6fciEZ+Yfn5v0oWvi9ZJMAuAT2A9mj/5OhHucPT1lSS/OSQAUz5+PsCJ1dfaStRL9XFyxgEGv6YnELr6bVoTeBonOuDSPyGi01Sb6W9mrfoZW4zwkD98m5g4+dqXXJ4+VWRcsaGxWE+56McXvtme6JsG/OkNt+I0NdqIu/yb5rE40cdX/mxPzfjlDk4TowWNrem7o7F86atA05jThSb678RcnDoJ4TXRRx/14dH10ywwpnkDx7z022TeEHh9qc7a6wfDV5vgTfnop4byS7zgXmr4+K1n/3hIHqupUzO+p4PEnl8Tw0eMmuMTDH3g8Icu5sX0/EBjGI+uNab1NFb46EvfHW1o7JoCFpxJzOmjjmZTjHJH/do5V5njagR9bU+NHr6KLf+m8c4XmtCYj1OTf319cXqO6fxivVNH5R2f6CufJ2ZOWsQazjSP6QqDJvTZ0VjO4EQbuBOjrRpIH9s38fH7tv5511/91V9dfe5znzvd3H722WdPdfMNb3jD1fve975TjZB/znvT/CvGftObRtN6zIfmJN9u8uk+rfShiVoBQ7ynGtMDn97LTPnIXfVP/k01lnd88UEEPNsTPvRzbUwTyxSDxmoFHjsaO2/qz3byhq40ps1UYxzMSzymXGAw10pM3Gg1MbFRK/oHftN6DKO+O37Jl95XTeeUa1B1yf8G8I8OP/jBD55+osQ/SPWb3I899thpvr3tbW87vb8193wIV56tOq61Zhpz2uhLl+rYOsZDt/Hzu+E755jmOJ/xmuaN2Hhvhov7HnAunefaF28xs30pRtrRtzpK5wmOPjRJG7GaWFrAqW5N+BjbXNC3Zcqn9zD4NE8vxaKHePOL1hOf9MFht47CkS/uT1nv5E7/BNU1DpyJibnrG/13NJZ/5d20jtIGBo1hTOuWPFFvxHpaJ9Ly0fX7RNe0NJ7yCet8feiNbsK5YLAm3nSylJCwphhNMIkFY5qccPSXXLtvLFz8uIDZ4aN/SbqDI0Yl506C4kJjGPik+3mi3fVaH8Uxm2DUt0nLv6lfJhpfFKOdCQcjjac+yVsczIWpP2kj/7IpH/3xwcsy5QRDX1pbpgaj3Jn6BCM+U4z4yxlzVK2Y1hx5I4/L4SmnctgFDP8mOPrQx8lsipE2+OzWUXzMqeroxCd89OMPv+g8wdFH7nkDCIt/E2tsN0TkDJz2XYKnz85cWsc6oo7C4wuN8Zr4BEM/C6zpnAqnOjqNFZzqTZjWE+tit3k+wSjv1Bs4U6NrF+FTjY+so10r8WfKR4yPqKPFRw7v5A1fYMGY4pgHYk4TNXDH+AND3KZzkx/64tM2TnD9Eyg/T/LJT37y9FvcfqbEb7W66fH+97//yg1pT0m+5CUvOZ0X1D++4TMx/XDwoELzYuLXqrF5NTU4agUMvKZ+0VaszE9+TXzig9yj8Q4XPuDgDTJeO3ycx/nSMtFZ3+b4jl/0rX7CmZq+uxobu+ubHS5wXG8xOk3zT3/66E8jWBOTK3KG7fiFR7lziU9qj5va6pD/D/CZz3zmtFanfOPE+dhDev6hpA9y3KzrZhsdnZPiv/rfNb99Nx1f2962nTbWl/h0jkdX80G8plyKs3qzE295Qhs81MBp3uhHf3PC9hSHNvru+KW/GFWLp7HKBzj06fV5PO97rV/v623v4sgbOk39ypf0mfLBYbeONrZr/h1txMAHNjD4Z5mY/s2HnXlVjHCg09T4QWPrabz1U2/MzV1b39dPNb6Nw1ylGxA5XcGuqNzQ7N5dcCRF63s73NKgxLK2TI3oO/0btwupXT7wwpjyKlbT/vlkbeIxmFNLm2n/+sEp96a+rX5MMfDR13zYxdgpROlivWq8wyk+MKY4NK6YrXqvfB+ybfzVr4f0OW8DI5/Oj136uhOPwj/1Ky6wphh480t/OGl9qT/aw3CCtp7GO42n/VfexXtXG5rs+MUXXIrXrm+4pPfq7yXb5d8lfW5qyy9YfJr6pd8RuYNfPHZiDufoc9VUG1yal/lm36Um9yy9Cby0f+1xwIe+U41hNBfCna7lXxfPU43jUh5PuaTJERoX66lPR2pMn2zKhzYrJxq5qeH3aj3F7Qnuj370o6ffvPXah65uRPsnbq95zWtOv8ctPsV6R2M88HHNVS7n36XrcufSfuftjzhXpbHzwzROeMFR/3YxxMgN/PSe4okTm/Y/db7+07mKf1Nbc3CHj767GucDrB0ucMq/Xazmww5OGHjt+KXvQ3PHDWyL/w3wn//5n6cP3Pxs0te//vXT09xufjvuho+b3I9dP8n94z/+46d/MOlJUHlxn63nqmkO6mfZrVvh7NTRfNitN3TLp+r7fVredPySeN/Uv324wJKHO/mnf9rs4OhbrdjBwecIO6KOpnH6THmt2kwx9Aun7SmWm7nFqPUEy/wu/6Y4+jdHpxjpUf5NfNEHj7X+TXH0K4/zbQfrvO/9Vfy8xx2v/VMGX/v593//99PXYH3S1Anpjm7/r0Oe+LD4fSwJ5tOhiSmufj/Lp4GWTvqXYMHwlRlcnCz9Z+Wp+X1CfvnkoovxS7HyAZbfPPTbYJL1UtPPf5XWF5c+FbwUR/tvXv+2mcLWE/iXTj4a/9d//dcLQ3sjdClGncVJHrpwoVV6dfwha5/609dX2171qledvhr0kH7nbcTafKAvHnLwUpN7fkPOUwcwvFGcGi5dcHjKssJyKZ43sRZ5rHA/5GLwfAxveun7H//xHy88PXHe5iGv6SNWTIGc6NOFsPkk7/oplIeMf94GRjHDZZJ/8oa+5qenhSf64qW/mPsdVF+98k90JubGha90yhnzamJrHZXPnpSZmjcsOKkT60n/Ujx1Qh7SeFJDjSeHPR0Ew5v/qT6w1B112Lya5A2N5Y21Bc7UzCnnOzV9eq4ydr9/2VdYJ3zE2pwwt7wx3TG/wWk+uaawnpxn1nOVOT69MFPT+YSLeE9iLodpLFbiPT2P4+EJN/kr5n6O51Jb6yhN1p94uRRL/sFjxepSDDkjX+jcE6iXYmhPW4trJnN8ch6vTskdfMzTCY65gAe/bH/f933fxKVTn2pF83uSx851ctB1l59JEDPXg7/3e7939dnPfvbq7/7u705juY5/z3vec1re+MY3Xv3gD/7gd/GWw/yis1o8qaP6wnFj3dOYL33pS09z4tI5rnbyqbmltk/N+Rcv9a8cuBSLxjDkjjlFy4nRFx91Qswn5zzxNa++8pWvnPKXznAu1Rh/135qsKWn7iZ+yT31y1yQw5PrWv1pzMxL72cmRhvXBOoEjSc4tORDfk141AcXeM4t/JpoA6s66nwHQ8wuNfXGnGLOU9NzlRx0DcincucmLuqja6ovfvGLV3/yJ39y5Z9LfulLXzpdF2sv51796lefznUf+MAHTu9DJtf+4mSOMnVrch6v9tFIHZ3oa/y1jvae3P5LjL4W10o0mtRi48FwLwiO+fXud7/7Ehrf1Va8za2d+y9rHRXnydxESoyqxeXgd5G94IX7U2qF9zITc67yz5zNcbXPt6Mm53Fju+Yyz9VRc3yCI+ZyULzUCr5NDIbapWZN62jjfutb3zr5s3Ot9E//9E8nDDXLteR0frr2Uy/SeFKPxUi9YDt11Hzw/heGc/jkugIGPuIlX6Z5zBc/Z2eOqzmu3aa5A+vcLj9bnSMsr3NakgukpCeegkIEk9LFhP22M4ks4BaOKiQKo2LCaUGoKOknyE5izGvYFRzbjhG+CWeNm4LdODjYZ7zV4GgjkWvTDSPj4qNN7fSHnz/WHbNmcJzgu+g1rotNPvFdHwu/M6/jEQ6/tIFl21qSSQh+K3awLcZk7V+TWD8TTiHBwTFjGUd7Y98UJ8fpoq3x8128YdjHL23SDw/6ZPCLN74wLGKdmXjGym/+wICfwcGji3XHaKNYyx2v6YKXNmnMd9vsXGOvjSPOlrb1OddP2/jww6KNNdNfbGhsfAu++d5YfLPNrDtOP/jioDDKnfLFOLAY7Whs3dhpDIMZI40byzjx0gaGsfLJPjiWde7RGB9zQh+xcjLSTt9iZZx0CcNr++lK0zS2TStY+eAYvPiEhQs8hq925Q5NaFOe4tJy6vCdP9rAgEmXNOZTGPShn3YwyuP4WZejtjveDUI+wjBW+vEFXxoUh7ga13E49JXDYi6H9RcrXPTDB2/t4+OYdl5b+ERXi7bGhUljbRmOxoNXv/LPa/hwLOZ4FgbOsMPouHX5nn7aVdON25tt/msDw+JYBl8MtEmb4q2t47jgXBvttFntUAKKbgAAQABJREFUNhzxrnbJYbHiN8ODLmmMo2Pa2GehrXhXR7XHt1jpk8b4ZvgUdzja0AcX8dbWeQaWtl5bVm1gFavaGN9cKL/0T7/yBka5Z41HfPKLfvwy142bNsYLm+/h4MLXfPI6fWDwS1/WHNc3jHDoC6c8th8XCx7lorWxtE0/vmf6lX9804a+fBcrmjB+xdmxdA4HPt61h2Gp3miHqzb5hwd++WStPx61sU+9o7G57rW8Evu1Db9xZ7SBwS/b9htHDtNY28akceaY/R1L43JUOzhiQYO2reOtb76Hox/ONIJZX3ws+tLGkn63aSwGFkY/Y6l9xdQxODgzvudvfPCwaFccq6N0Vm/0z+9ywhi2+ZA2MGzDxtm1ktpFI+2Ns9aK4gQn08ZYYsb4FGfain8Y2qYNfGNnuDhuKQa0wcd4csY4NNZPf/7DC8facbllu+P0sa2/ueC4dukHYzXHxKI5pZ384gtObmhYnnnmmdPiJhMf/QyA/z/wkz/5k6d/5uYD01Xz9MCHRvmEF9NWm1VffuCLC21wCYcGtmlk/NqkDR1XC0c7bSz84RscuVOOGtdx2pR71mHQCE+LfFEr+KT/+blKP21WwwGGxXF+8YPG6igc+/jFb8affPMahiX9Gqdrfu317wOkfLI/je1j1Wvb/KAHzrjYdp6qjjYefuW6fsWKT7aNY6kW84l+1tow/sDHnVk7xi9tvcZVjMRK7hjfYs6sbVYusOhWvOA4rkYUi8aEk1VHjYkbDEtx0Adf7dxYkTOO0QdOvtMGxrrGGZY2cMovazrhh682rFoBI6PLuX7ada6qv7Fss/M4GRsH42jntYVP9KWzcfgl5mLJFxxxtW2fRbv0g8EH5wU5yLRn67mK/jC0Z3DiYm0/jS1yh78WXMuNjrmB42eTPKDx3HPPXX35y18+zSPtPPAh9x89enRaPLntwyx+Zfm0aoyD/qt+xqOL9ozffMKJLxa+rxZvePAt5Z95TjdcYNCA3/FZNXZMO2tGP/1pbFuM8F3b4NuY+lmMhwsTF31xNseN5xgMawsuMKwbW198+V8bY8Gy1lYdox3/9YNRjhdzfC3axBMX8Yaxnqdqg6MxVsPDWNaOG8f4crnrUfirNvC1sz+/rNccpa88hgFbf+crnLU1VvNz5XOujbEs1VG+wEq/eGizGp+MReP0o7Gx7aMDLG3yG5+Mzo4bx1obODRWK2iEq5ywrG1u09i4DGf6pHE8+cWM7VixtsbD0pyyDxc4Yo67/sYID99idQL+zh+8tYOXNjjTmB9w+OQ4vWDjvNoap+KoTecqeNV0nI1Hw/jYLhaOGY9P9vNdraCzcSw44ca0gW/N4OAKg8ERa7WYPoyf2q0aa6NtS9oZx7b9xtGOX/TW31gtOPBpzb/GgcFglDe2xQdOOapNGueTfcbQNr/pq51FO8ePtkNvdDdhFG3FljCWEgJ5guRQztSOg5wWAP3hOCaxJIVtQhBXOwFjhFeMrGtjHIkFQzv7FSRr4zRZSpi4wClQ2uCKi+TCSyFoLDgSoclbYhVsgbQPjjYwcMfBMcE21toGj3Ac43c4+c63tnGihTZwbRsDb2YMPJsI9jnOb9rYj18nRcfZTXHid/oZ3xjh2DYWvsy2NvRJ4/riY2GO40ObzFMraWQfftqsMeevxXj0MhaNe6MNv/HWNvTSVh+GJw3iy29jWRuv1+mnn304Oc7knfEUJGMybdLGfv1pvPpOM2Phw+JU/tkPp7kAoxuE5ToOcPhlbAtfHLdm+UGbxvKhjzbFy/5zjfWnccUaPxqbA+IVh/ICxjofjK1NGF7DwDdd4wYXjuN8cNwxC4NDO9rYZnCaV17j6xNFx22HzS9WbGAweNo4Ths+2Zc2cCzaNFYY9osH35h8wBkOPNvqFrz1ROWYtsUh7bSzz1jiDcf87BNS/hiTPjQWbzgMJ/3PtUlj7fCXjzinMZzmXxj57LV+xtHPCZqveJSfxkybND4Ruv4Dh1lrg0t11HY1AYY2xsKl/fo2b42b346LE0y+6IurNvSDs2LAwVcMcE9jOUxjfrnxAsd4+BirHDUOfH0dM+Y6TnPTvNTOcW1tMzgWvjH7i1N8HJfH4m28xtHWtvHOtQmrNunHJ/wtPYlTjsI2Tset6YJPGqcfHBrRBQdctdMHnxUHF/3j4jUcuUMfGpsL2jTHtTmfC41TvdEGhnZpIHdooa3x7LfPgluGNzvXj8Z48MUCg283xcl+ONaMfriksX2eWoGRNvxetcFJXjXeql+5A9/+eNWmOe41Ho5Xr+3jsxjB0bYxaJylHV4sHG2z9OOfbePQQ1v6MZrzi978ZWFo4zgOtElj+QerWIUPO3OctcYTh+a4Y9XRfMfhPHdoaBy547ix6BIfOjHjlDd4pI9j+bvmnzbqCRxrbcxxS6aN8WjAyql8t88x7cTNmpZ8XfW1n+/6p3F8YWhf/pWDzg8wylFt4OAaBs7NczjNGRh488U42sGBge95HYWRRmnMD9qKuW+2ePLJ05OeVIPhWu7lL3/56fe43/nOd77AQ39YOKYHPuVYueM4PnIL10zf+teGdukKs/njuLb6tz8ca8ctdDQWHFz4ZZsO5lQa88s4Yrku5oM29hlLv3zy3iPOtNbGWOHExzHxwCWc5jiNXUPCMVa88cGTbwyG481P+2hRnLymP07lH75yCxZL2+q1sdIXjpoOwxzTFmfzE2f7V7/01WbVD5/qBJ7Owdql36oNTIv8yzdjaJPGsNQJ+/mkXW1wsZ0ZAx+L/fzmR/nOD/2Nl2ljPAsd8sdYxco46pYn1cWCdtrxi9mms4XO1vAcNx5e+Fg6XmzjDMc++MVb//JBO1Y88WF86v2vtudxSuN8X2NJF/rQOJ/kIcMVD/rYZumffrBpJm/iQws85E36aJMmcLShi8U2MxY+uOhv6RpZGzx82OYbB3/+539+qklf+9rXTvnPJ/WoD94ef/zx0wN5+tsfX+OkXxrbR1ttjMnErtzBnfU+Ov20kReMDnxtfuNbrKsTNHITvpwot/AwBjymrwVWuI43H5p/+OACh8Epf4xRrGxb+K1vGvM5nfU3Zv35Xj/HYDnO4BhLG+3xhqm9eDL7tImrffTljzZpI/fkjbaut/gUjjbGgr1aPuMTDm3L4/WaQht4eNLQOPllTeNM3QrDftj04bu2fOIzjMz+jhur3OK3PIZhXvFZW21WbeDY39rxtU1xsC/u4pY2xmF0tTRWGuNDGzlo8V6GwVjbrHFy3LH88ro40Mf5AY54lqPahBEXGPSz5iPO67kqH8Scf9qkcXMOLnM8Tto4XqzsL+ba4l2ccGGw8wdWeQ5H/tEDLh+09dpaf7rDw5c5Zimf7Zej8aGNeqwNbjBg852ODBfHYDBtjFGs7NNfrq8awzBeXPgCQ9uMT81x4/GVPmmgL59gGdd+i7HadpwWcgYv+Off+IHrWD4ZX7zx4Rsrnto2vvWR9t+eH4BK0BYnGwIIphOLNcHsNwk4R0ztPe2huHNcH58y+ESWkEw//QXePp/SNmFg6OfrBE5YAq6N/j7JsW08CWaCw9FeAO331EljGMenuwIuoMbQz3iCYKx/+Zd/OZ0cnRjhKFS+niOQ+mvjazEu1Es+OM8///wpsbQrEW3jZA0fNgwLfUwGPkkKuPp98/profyim7WnB/C1SDT68b0LChws+Ege2N6EmCwSHTe4jvEdrrHO4+S4p/T5LVHpKk7GN2m8hsmMhTNcfLwBMi5sfR89evTChW3xpmPGx2KpH54w0s0+/tLH4rXxaayNbRi2+acNPWnsaz7Fyj754KtiFvtpg4u+fOaj/V184ChnHK+NPOCXYmyb0UUM0thxPGlsm8bi56IYvteOe7LAWPIPX/3FU7Hgl7aveMUrTrHGD1fjwPGaxnLKfKgoiQsM+W4M7eQsjfnP4NPYmi7a8cdxWnttP/3E24Ifo68cs8+nlTTEExdzFo42XsOQWziLjX14GbebRvjRz3H+e11B95V6mCyfYOFnP5/9F2oal1tiaBw4Fk904Ku9vjQUUxja8dFPfYhDc0obvMOx33wIB1cYYkoXWOUg35n4pXH6wOA3vvQTK7GBYfm3f/u3E4/qkn00xoVm8eG33xiEY1/zF29c4T5/PT/MTW3oQBf1DZ7X5my1WB/ai4P4iJv2NJXj1VG4jouFcbNH13Oc39oaozrAb4ZLPydgLL6IBX9ph483v2Ign/kNRz+88NFWrGtDX3HwFdXMvIKjbjWn4mL+whEnmHzSphylXXMcB7E2Fi7GUa9hGYOG9uHofCfn5Vea8Y3RCIZ5biyc5Qz9xN/YuDgGQ6xw0N95aDU5AYvG9BMLcc+Mz2+8ccSVZsbw2uK4+d15yNjyHx4/rcXMQh997dfGtljBEWuxUFPsg6MOGFM79Yl/joutfeYC/+HpI//wqFbYB6NzDCwxoal6TUv9y9F84r/5yy/6wZejsGhpESv42hh3jRN+Flx8VVYsWDXAmukvd8xf2nidfvyLj/zjU21o+fx1HtOWJuWf19roxy+xctxrcwTXtIGh3pSj2tCYX8bL1BIY8PCjh7zyFVf5YZ/cqwZoa588orHcgk0fOtOSNrT3s160K8/lKA7a28dHcwF3r3E1jjUMxt/qqH3406Oaow3OeOGNG1/kjn10sA9O81N85Yo2jouFuVOdxVlfPvKLT/zBEYYa6TU/qqN8M45FnMRCe5zpZ+5ZvLbfGDTmu33qgrFswxI7cUo//tpPn3C1dZOYb/bxqb54OE5juU4jbarHNHScHziYd/JZG/yNjw99tGFqCT6Ow1HfYFiYWuHaVk4Ynz6f+tSnTjeV/v7v//70e9z8pPeb3/zm0/nofe973wt+ykX9jOefUMKxTb98h2mxv69hy4mu+fGAwadH1+eY4mDe8Uf+iSEfzHex5Lf2fDIObfIZnnOedvhoQ2f6GMei1slR9Q2O/MWHn47j61xWLaEpPmKDu9fayzMxx08O4+i3gjM4MIwlXvBxqT7ogxcfcC0v5IxFW2aeVG/EDq7xcTJm+coX8bTW1/wWP33kif34phUeachv8wyuvto1P41BM35rh6tYrXUUB3yY8Zq78g9f43SO8dpi/uYXbYxPY2vaqJfaWMTc+PTXhvYMDt3UdfmujTrB72qfdnxwHH8md41TLjpn2+dJYW35YIw04we/vYbrGI4wxfgtb3nLiac4izft6IOPcdQD7Y0nLs71YmIcx+SghdlH/36OAWcxkSv88lobi/GLk3HSWBuamgc01sZrvLXhg0UO0NB41RI1suteucJ3GvPTmNqXt+JqH1zb1Vp+dH4uDvTDRX0zFpxqNu60ssARQ/H47d/+7RPH5pv+zmNPP/30qeZY40db7cWOVm6MP7rOUfEwln3qiXnFcJZTaqA1k7/GFQc8aCjeMI3LR/FzPeqYBbZ4W2qrf+dWbXCny2PXvxeOK5zOQ7Bh0FnNF8/mJ41pIea0wklf7wu04YM48c1SrNRZ8cLHfnOz/Ku9scxRbfDVTq2FETYcMcdPjdKOfnhoYx6ad3zShjbw+YYvoz+faFxs9BNvbeRi1/xwtBEHdZR/FiY/taOjWOPRHManWmYc847u2og5/dIYb/XEceOLN94w6U03x+SYPrgYBwZzDAZtzKk0NlZzhlZy3jF42sGhMaz8guNchY+2eGijf23Ejn7ljRjgjHs+0EWcxNO4csa53rZ8kX9qiT6dq/ijjX1pLMfVJWvYuHQOSXM1RCwaW/xgWByjvxiZ4/xrXuIktjgZW4zkBr9oYxw5msbwu8+oblRD1RQ4cOWROYWvNnKAdrjofx4nMXK8uSBvtIXDJ5zxgS2HtceXPuJo4VvzUD/HtW+OOwaDFvxyDsMdH9rjKlZMbMQybdKUf8Zh+MEwRhrDx1es+Gh/fNOYn2Ihd2ijv7lAZ9z0k998gsdH+dscx8Vx/LoexYd22vFNG4aLWPLPvvw2jtxXG9WbI+3QG92IEYAoTghIEybSjnURQmxO2ieQtdFe8B0jomMVEW0FgRCCro3FeNo5xqyNA1NiSRbLysXEkRz6ZrDgCCRr7aYELpJCsvCrY3Bd5OYPjJIBBs7aaiO54iPYcJgEYU4C+jN4OEo+GHh6TVfJqB2MTrwwtDM2vfjBaKEoOpYpYrBg0EgfWLXT9jxO+q5+w6WfcU0KPhqzIqu9MeyjmbHgGkOCx8fYtiV7xif7M+3XmNsP28L0x4fGTSrcxOZcY21MKIaTfsZKP2OLs2M4waHXatpUvOzXt6V2JjJsY9EYV/1WzhWVNXdw5i+jlfjDkn/60sE6/finHf3tS4tz/YztxGgsJkfSxmscYfOrNvZZGFw5SD8nNCefNOYnsy7vYMRn5QtDrinm5jAcPuNTe1h8tl8bph8/G8s+OF7HVwz4WX6VW80hfYyBj7YsDYwj3sYx39NVGzj20yKOXmvjNaO/scXbHIcnb/iQ4b9qrC8MfRlfjOVCxMnMyYfetdEeBo2NL1bx4Y/+9ttHGzlMGycrGsDS33EGhxbp5JhtWHDyyfr565O0miDm2pQXabvGGDa/z9vQlU+0UeuMXzy19dqFXCaOaRM3/Vxg8l2O8BMHBsu2epPRAE48w8FF7tFGnOJCG/7D1Q9X+2DHFYZjxlHT5Y25zOf6lV/0og18BotP+QVTH2t5g6c+Yq4fq//ql/0w01gbvspBa2Y7bcRT3OSAnNDGYl/j4MwvGquj6oUx8CuP4eAajnHgwIDluNf8M6fhuViXOzQq97QzF8yX6jFdYWtTOxjVUvh40EdbbbR3nJ/5hBPe+aVt+rsQ4ycucPBjN8UJdvppIyZMThiL0Rgvhg+8tImPfXHRxvjauDBWS3GBzTfH01gdkOdw7KOp42EY235xkjvNzxOZ7/yhH33hMGPLGZpk4gvTG1fH+GNfueUY/YwFKw58gscct+2YeQXfHMNZP8ZHbcol+4yRrl5rzy/n4DiLb23gi8taR/Wzz8LwMobxzU0a09I+bcLgo7bruarjcPDWhuFNY3lin2NwmNdp5rVj/OdbbRwXZ7Hki7jwtTjQL+3TS19t0hiGfbQRc1jyyP76lM9wtbU4Jo9tM+PQmNGYButcKCbV4vrBwIe5HvFm7ZOf/OTpJoM3sNqJi5vzfo/VG0+/tagPXc0bpp3XcaZfPtKYPvjZp43+cOvPb8f4nX7a8AG2N/v0rP4Yi+EPL21OO6//aEsDRj8Y+naNoh7ipJ/+tumOR8uKgRsc/ZwfxAsefjgzWDivNR0WHms8betrTnnjadtY+qaP13yEz2CsuVdczANzHH+4+uVT48hRxk+Lvll1lo7ib22OmVe2mfbGXmsgno6HZXzb9HUMBzkQhnHpt2LQxvHipJ/tzlV8kyO4wGfa0AnHrhHh0Iq/juOhHw7mFFNHacMc14fu8s9CI/Fw88rTws6V3tA/evToVGeeeOKJF2LED9dy6tBXv/rVk/7mjfdMbkB6qhgOniy/jG8M+zv/pV/x5mtmnPSzj3/8Mg7+YnJeR+m35jGNjJfG4kArGrtuE/OuaeMCV+z0SWNa2p/B6VzFPyZX+RGOfbDpW93XDy4O2lnEBnYflODln0v6PzRuKLvW0F87tQd3Dwb90A/90CkP7MdP7sFRb4xDB5rZZraNZ51pv2pMKxozOjP4xcU41QHHxAG+/OQTg0kHvuNkKY/zGw6Njbeef8vfE9D1Hxqnl5pjHPv0T2e5i1O10hhww+KvPIHzzesbgcatT5z5V7/0SitjsfQTH4uY0HiNuXHhw6INo6/9jDbGEkPX6XJDvbSPD7Ux9vm5ynE4jsE3Ll3NQ9dd59f8sLTBn7/80vd8UUvMA3GgLT/1o58+xqzWw+QXDO3SL220dVPSa3ys+czwX8e2z2u+p7EYGVuc40vPtNHOMfrh0QJDX4aTcenq/KJWda1k/9omHDwYrnwwNuz8sM95ho7mA9NHu/N6AwOX6gI+4iQPnDth2uanY3Dgpz1sYzNt0w9m50P1lhZiRw9tjAfD63SBDaM4GVNbbZxf9MElnPjAbn7Kczj6hZNv9HOekH98hGsM7bXh13rND7c48U8b/WCLEzNuc5kfsGDIz/zST07Ac9wiLvjh65glf+E6Blffro/FL5+1EV+YTP2zjR8/MrkGo/pov7HomOV3HyhY2xd27XbW//1uZwdl6UtEgpjshFgd0kxy3WWCr79gdlFBvMwxgbzLBEOxlgQVa3xgZ4S0aHObOY4HwSWNsX1asZpAWm4zesBRSHqDUiGxn0kES8X6NixtaME3fCQrv0zOjI+rn+1vjU+TBR/c9YeZ8fO+ONGYdhYnIZNCERNv/ZlJajGBbrPGdzLM+IQns24idvx8rQ0+NG6C85Ff5R9OFsXmNqOvsRU1uaeYyGH7MmOtr9t/vqYf351Y47H2wyX9zvv2mk/6OgkqSLb5uFr5p81tpp+FX12MykH4Ga4K+G3Gb/oY30nMa2OKTTjmiqUTzE1YMOQabV1k4qT9uV/35R9s+c8veczM01Xj/D4dvOWPuYIzXi6erc/nYTh3cTKXLfLPGyYLLuWf4el0l8bpZx656KAPXcQmkzf0uktjbasR4u3iH49zv+T2XSa2xjaWm8swzR8csodoow2s6h1tzrmk321+iW21zRvALnr164RIX4t/kHWb1YYeLji66FCjVr/WeniOFYZx6OscIxfN5/Nz030aw6oO0Fh7OUIzc4yJQXE459Jrx2HJOZycH9a5ACv96nO+pqNFbLpg449+4sfMD8v5fD3HKnf4YV7R05JP1nfNBXjaqOPqjLmh1smPVVM+3zUv4Wijn8VNCTmDvxwo5iumPjdZtVbtoi/DrfzDl993aaON9rWRx3zEhVZMG7zUgdsMhviKhflgocN53p7n4zmesfSBwyd5JN4rDi70uUsjx/ggTozm+diY5thd1wLa0c/ivEkbxq9qh9ew78qd5guf1FEX2bjol+HJx9XPjq3rtNHeNYp5fq7pfRjwaEojGssjMV99eog28oNvTB4715xrLAaWuzjBqDbAgKtPeYyX5bZY8UHd9DTrxz72sdP5pfODuLjJ7Ulu18qr5ifiN/yhqXbyrOuB9XoGl7viDVLOMH74J5h8FCev5XjHvDbebea48ejiDZc8PD9X3RcrOlpguXHVXMYpPawtd52r9JM38hgWLnxyvlit2rbuW7f5Tz9+qV20hatf5rXlLtPPXHK95QlK7dUoaxwzfp7nZces008Oa4uXfOUvw5e/ltvMeBaxEavmuHlaDSoOd3GBUW7VT71ZtcHnfM6rTXT44Ac/eMpZH/S4cY3PW9/61lPNogucrjPUaDdjv/CFL5yeTHWOdT2lHpQXONNDPz7R4Pz8ln63aYOvOW1xUy49zfnGse++OK0a04bPMPArVvaL3V31RtvqTf1u6lOb2/zSVz/+uzaWy+aob5N8/vOfP9Ujc8T8Vl/f/va3n/7prXjI03yHzzf+a0/z8xwRO8td1rmqXNDWHClvy7+75jgOFrkgP5yvcK2ewYRzl77asGLDT3VUnSi3v93i2zfG2r5pzWf9aUxb455r03XQWqPPsbSRJ/KPxurgeR113HKbb3SRX/I4DOcUuWth6XdXrPhjPqWL9x/m8zrHYXl9vs/+1cQGJ/rCwG2NVTmx9jnfxlU/87p7J7SRk1k457W+49ba0I/W5ob+cr85xt9iufZbt/liwcn7BrU0H+1n4dylsXaOy1W+yWXcq13F7DyX9FsN93Slsf5w17ikzdrvfJsuckMem1O2aQy/3Lkrf+Gt+eBpdr7ZRx94GX1uy2Ft1jpqbPmn7pe74dznl/HNZz7YZsbteiaN8bvL9E9X5yYYcmjVmE/id1f+OYaz68Hq6Hm9WTW8iRPOnet9WOmcJ173xeYmrLv2HXqjW0I+evToVHAl2Dpx7yJxfkySEpqI1lMjov/uDmOKAwMPk0QR2DHJrZgoIFNtnFTxgLHjl8T2ibekn3JJCxd4Jh5O9LrUcFhPghOMxlQkTVxFZOqXN6R8MUnpNDUTOI35ODE8uokwxWhcJxlFiVUoO3bJGh8nM/k35VR9UDPuKqb38cKh3JnmDYx8um+8+47LPf6Y5+rYxPRz0QoHt6mpW06C5qc1TpfGi6Zy0H+nN6emGuuHTzeHpz7p9+j6HCOP6XSpP42Lj/nNL/N06pd6I5dx2ZlTePkpiJ06yocuevJzunbBIgfFflpH8VEnaCz2O7HC4fzCcOKbnz7CYyeX14v1qTa4u5hTd3CZaiP3aFysJproI389gWttmZjcPepcJf86V8nBick5NzzMiZ256RwFy5uDaT12zab+hjX1Sb51rkqfiTb6OL/AkHsPyWNvXi2/+Zu/ebqp9OlPf/p0s88576mnnrr6xV/8xdO5xjU3vS/JaTWYJjSexko//vhZFL6ZVxNTt2gsVrvX/L1v2Kl/dMGHrnCm5lrW063wLonNOh6NxcrNw7anWK6Naa2/9dS65qfNFEcO05g9ZI5rw3/fXnBD0I1/dcb1zetf//qTT/yyqM/OGc7vPgTyMxm/+qu/evVnf/ZnV3/zN39zug6hhfrL5LC8U4enOXwCuv7z6PpaieGB79T4Zj7snKvMyd5PPUTjc67q55e+9KXThwV/+Id/eHqK20McfQDp/fXP//zPn3LcNYe84LPaxv/VzAHnBufP82Nru4dsw8GNTePlWlSeqH9TDOPD0H+njooNzdQbOk2NrvIGng8maGR+XjJHtYXz2PVPTtR/yocu+NBop46KFW3Mz53c4ZtzlRzdwXHtl66XaHuuo2suebNTR+VLuTO9jsTLOca5qlw85/qQ1+UOHPpapvq89rWvPfXl26R2xdc1v/yh8TTmcljdYjtcxIo21cg4XrKuju7OTWM6d/rAr2vBS3jc13Z+5rsBWRIRXiG56eRyQ5cbd8HRn4jTZAAMR3HbSXAY+bVzoYAPbVzE8A3mxPRVQBQ3CTHlRBN88m/CpT40Dmfq186EjYd12rZejz10WxFKZzk4tSM0picueEy1jf80V+rfGh+2o7Ec5g+/dk6IMI7InXzKx+kajrib59N46SdWO3ULf7rIZW/i1IoJn/qI0Y5GcCw40WbHwojbFIs//KLz1MSJxsVriqPfEeeqnRit3PMH3lRn/Wi7qzFecMQdrx2rjuI29QuPbIqhP1/039G4vubUTh7DcQGN0+pffj5knS8758zGWeM81Vg/ODu64FN/67bjeemaNjjRe2o7fdcx4TzkPKWNJ5o8teqG3uc+97nTtzTs99MLbtL5TW7/+8LNpUn8y50djfWVu95MVpMnuROX1qtml27jQ+cJj8Yq5zo/tP/SNRyx2eHDDzj0tbZMfaNNfVtf6pP2zXEYUxya8IW1Pr2440/jre3tq352PE7GcDPWa+/fPAXnJu1zzz13uj7rRndDwgmrfZeud/s3Hh/ljnX+dOyh6zXvVs1u66++uIHiJww8Gfz8889fPfvss6efe/BPb33AoI0Prz3MoQ75kKEPPlx33MbV+N24v63NbbzO98s/PNgUC581j8/HeOhr45fLD9H4JlwY+qo3sKYGpzrRNwSnWPL4CI2Nv1tHaRLGjsb8CWeqC417b2d7x9b8m2LpV+5MteEDnN1zVVrAmfoThlrC+LSDReM0muLgUF0/QmMYUxw+mA87dSKN3bw3J/h2BF641nvvGlek6+0EKwhnhx/8kngWCbprR2Dk1y4XSb5rMHwq7is81lOtj/KJP0dofIQ2uByB44May67J4Wl8Gru5MC1E4VgfoQ2cI3LHBZBl1+iz69eRGh9RoI/Ql67mpcUF/Y7R54g5fpRfu3OKFsV81y+5t5t/xWaXC5wj8g/OUT6J+a5fYgVH3Hdjv8vlSG3EajdeR84pN192rDmF064dkX9HaXMUDn28YZKD0zw+UuOHxsmbDz8H4rdwP/rRj55uzPHDk0meUH3d61539d73vvfkE34TO0Lj5tN9X919CL8j+BjniDymab49hPttbfi0W//KvyOu3aZz4Ny/IzSe1mFzw8LclGV3zSs3uj0B/Oj6SWu/z+tnAD/zmc+cPmR829vedurvD8ydOhHQEdrAOir/7tImzq1p4Aap30F3Y/sv//IvT98k6Xfv3Rix+ImSp5566urJJ588fZBQ/7vWdFG/jrBp7qxjH1VvjsBpju/WCly89zji/ccRteLFVEfFHp9djeH0dK/tHTuiVnyvauwDiSPsiDp6RL3hyxH5B+OIvMHHA3n/U7Z/53Vh5neYfELtd4ecyF0MTRLE77T4qotPcd1w9KTRpeYk6cLDD9FXbPtU5hIsOLjwy9pX0ATXcqm5qOGbwoTLpHhLBomlr6+CuRCYJL7fCaKvQitGfaXsEp9oY6GxWPML1qXawPA7rllfxen1JWu/OeRJCV9DxGVyIqGLXPYbfJ4Omp6o5YvfG8JBvCYXVv3+m9+rgoPP1GhMa+YrSpO80ddv41nogtNEY/7IQTqb3xNtcJH/NGb84delBgMPX8t2ceaJkKnJHTGz4DLRRt7RhkbetMudS+cU/nyyePLF3FQ7+HeJqaG+Ruuf+Kk34jTJG3lXTadNTzZd4hcMizc6ePGHNhM++qsT5oSv7KnHE21o6/dpxdqTFZM8zi8aw9ipo3ImPPGamjkld/gzraM0FnP6qOnO5ZdqjD9/zFHzwjKxNPFf2OWM84O5OeGz1lH1eILBB7VCvMQJFzpfauowjS1iNf2AtjgV6906ak66oTO1foNaf+cHMbvU5Io5rq6rN66bLqk3jdd5ikbOeebnxOQgPuYVrEm81WJ84JhfOzd16QKDtrisddR+ee7mthtxfirAmPLtTW9605Wv8j799NOnJyj1++b1/ynoae6Jxp3zrF1LTmqXGmFxA1GMYPDrUj7ixE86u17vp9EujTkN5bFYqxPTcxUOdHFtC4c+k5rDH3xc69PFueZSoy8+nvDXX8wn507jOi/IHbqI1aVxgkFj52C5jIs5Pnnj7f0djZncofHExNr1Se/vzjUWNz57f4yzc755ZnxzuzlIC3UiThMu+ngvDovGO9duuDpXVYvhXWow5CBznrrpfZX8ouHHP/7x07dHnnnmmasvfvGLp2t8GomNWu4nH974xjeefg7Gt0nobXmouQY1n4wlJuvPkT0Uo3Zw4LHO5R176LrzuBrrenSir7HkTHkj9/o5nofy0E4M+COP5YxlUm/MTdc4fIIn5+XiJfNcLe5cBEPscbkEI9/XOup61By/FAcX/rg+7v3d5D1efpn/5oL3Ms39+D5kDQeXdN2po907cd02raM0tjjP8Gl6za/uqYtqhHPV5Lo2jTvP8GuaO34/Wl85kz4Pic/aRu6oYZYwJvNcHTbHGX0m2uhrPrlu05/GN9Vj7e4yGOq6mMvfnftTfoaKRrhM6+htXA+90a1AOpGZeIr1pAAg6oRPQAVlctGSsxJdEGBML1xg4COxOkmHf+na5LXgMtVGQYsTvXGbmL70lViTk9g6ppM0M2Fwu/TkoU8Td8WdbLtw4Rcu09zBhU8KipP81MQGF2s+Tkx8mgu2d0zuhTHlY3x8aKQgTU7OMMSJxoq+C7Kpzvwpd6ZcaJFPu3NBwecbrScf0NFGvsBQu/iH36VzCk4+ueigjQuPS83Y+JgL4jTNm3DEijY7BkP9chE/neP40IdfTs5Tv/jijbZ6M7loWXUwH+QfrInxQf5ZT/1pXH6pXWI+9QsHcaKxWDnvTecXLPGCt2N8cu6dfLDbuPIvfVt37JJ15yoXmNPaRROxcm0iVlOjqzc6cm+Ko1bhg8t0XsafT8V6qvFRdRSPYrVz3cY387M8dv681JoHNO5cfilG7fGgkTm5aiwP1LRPfepTp8Xv4nrtHO26/l3vetfpZ0r8XIAbT+aD2kUntWJyrsKjPJ7OBRh88gYZh27o5u9D12mMD98mlp76i5VrAX5NfMsv1wPeAE5NfNS/nes2OQdHjlhPPhCLPy7yhX/0muQNLHGSf3Cm5xfzslhP6x8u9BHv+3xRT/BlaqW8OO9TnTg1Gv7JJzE3V6eGi3jBoPHkmgDGyicudJBLbrqoMz6MdqPbTcBuctP1JS95yelnStykfHR909RPJflm8+S61phyhk+037nRLZYWNtWYNvIYn526zq/q6PQcbHw46s0lHx4Uz9ZwxNt7PGsxm5jaYE7R2Pa0VvDJPOeXejzFESsYzodTjfMDTuffKR85o3ZYds4P1VE1fVpHxTx9nH+n72XEil/qzOScKc/S2DyH4/XU5LBY828HRw6LuZo11Xito7vzs/o35UIPeWOZzoVi4n2i84CcmdbRsM7Xh9/ollQ+RfZ7Y9MLBkleQjhBTwpASe4TRRiTTysSS2JJCIGYcIGjn2INB5fpjfe4+JTK0zzTQlIxwm0nQfmlCDCFf+oXXXYNFyfUTkLTN6W4uJD3BP7O070mLS6KwflF7EN91ddcMK/YNP/05Rc8BmdqXSyY35MLXuOaCy5qPTXgJphPOCfGn3JnymXV2El1R+MuMvmnjk1M3shjtat4TXDkjZrlk1I1cPJkGi34IVbiNOUDR82Rx7SZaqwfDDnoDc90jhdzfsFSty69oMJFnNxYoQ2NJwbHIt44OMl7PakZYs43/aemb3UUlx2/xJzG5veUk358EifL1OCYDy4OvdGZXiSqN/nS+lJO+jU/5c60dtHXfOqcdymP2sNxo8EbJfVnYs0p89O85OMkh43NJ5zYtI6mzW4dhdN8mF7T0sECRw7n28nBC/6UN3KQLjsayz+xVnPWueB3uL/85S9f/dZv/dbpWt6DKz4M9A+43vCGN1z92q/92um6U86aT3LP9dLOzaLOebCm16P0oK0bZDB6ouwCeU9NV43XuX5pLsPRn0/iPZ3j/HJdIY990AD3UtMHB/HauW4zx+E45+Fle8IHf7o4t8CZmrHNKdrgcuk5vHHpK1Zs+tCFvnzhlxsHd9088PBBueWGkOuPNb9s757v8Ol9g7hZpoaL3DGnpvMTRhqvdVTc8PTtEXXnYx/72OkfdmpLT0/xuqH9oz/6o1dPXf9EiX9aBkvNml6bqDdyxrXJ1J+0lH8WNs1l/sCgMQx5veZDY923Xuvo9NrY+GJCH7k5nd/68cd7PPH94R/+4ZFP8tacMkdt3zWv7tKHNtXR6Teh+CRWtHFOnGoMhy9w5J/tae2CUb2BO8kb/VxzuZezU0flTvq4YQ73UtNHrOSOOT49bxqXrnxSJ3Y0dn2DBwzLxPhV/tF4Wndct1VHp/f/cBErGvNryoUW6hY+O3GiZ7944b2Z9/ZH2qE3uhEzyUy6yWQ7d+wIjLjsYOlrmRbY1a8dHiuORLXs2FFcKrI7eDt9Vw3gHIm1Yk+243MUpwmH+sSl1zvro7CO0OUIjLTYxUqXHZwwjqo3O1zS5Uguu1j8gbHr11E4R3Chczi7fhWznTUOR/HIrx0+R/WNy45vO33P/TgCC0bLOf4lr4/gcsl4d7Vd/ZnyCkPMdyyc1jtYR/ad6hIH/b25dtPJmxUfiPqJEk9T+qquJyu9mX/ssceufvmXf/n0RKUHWNz8SNM0aV6FPVmHdYRfk/H/J/rw5Sht0nyH5662xs6nXb/gtOz6dBSXHR7mkjf73YC96Y2/D2HMM08qu+mhzTvf+c7T08lHxOacf5itz49f8no3VvRxw8najR4flnzkIx+5+sY3vnHS4wtf+MLphqibmm50PPHEE6cP1vxEiQ/RHl0/Eaz2MH2O8AnWEThHYBzJ5Qg+R9UbXHb5HImxWyvE6QiMI3GOyJ00bg1zYvofoQ+cI+woLru68OUIbVYeuxrt9s+nldM0Zkdg3Db2oTe6EZVUTmS7pOtvvWNHJLnx43MElyN8coG04xsO+u9gpMURGLuaxCW/rKeY/JHDPuWaYuBzBJdznPycrPm1++FIfHb0DSON8ZraymMXR/+deOcXnB0uK85UlxVDHtN6amseTzHqd5TGu3HCJ7/ajuMl6zCsdzmt2kyxjuCRHvGZcknHcHo9XR/hGwx8dmxXj8aOyw6evkfhVCd29InLDgZ98iutJuuVi+0dC+sIHBg7OHHZPZc7J3hyytOl/s+K37b+xCc+cfrHb25CeXr4Va961dVLX/rS09N4bj7d9M2r+Ozoq284u9q4NubbLo4cfrHk8VHa8GdHlzVOu1j1P4pP3KwvNRzi0foSDH08yeipSE/J8c0Tc/LQuqfnPLHsnyu60evbM4+ub96+/OUvv/EJtpXTJVzWtmFMfDrH2Y0XDdzc9w0RTyXa9hvcbv77YM3T1W6E08RvcHty2zdIHn/88dNP5PSzDHRmO/WPHmLTOW/19dLtNNZvqnMYNN6xFecILlOMfOAPjS07BmdXG+PzZxcnjF1t8MFlF0ceH6HPERj58mLTeJdPGuef2E1M/10uMOLReofLireLM+lfHxq37PgV3rreqz4r0vU2coj2qe2UbBOuC9azYS562YlsysVg+YXPjtEGH/5N+cDAwyfbvjYznTT6pc0UIy3CmfoEB8YRll/WUz70lcOedNrhZXz9LVONYeST2O+Y/lNN1nHjA2uKt2q8O6+K0VSfozXGA6epNiufKYZ44UFbP5U0/Yqd8S1wdvMHTtqs+XTpNm29ydnRRl95zK/p3ExjtQInvu1YGDt+FaOdN4H5hQ9tdvisGu/g6Mu3F4PG5d9OrI/SmL74FKspJzjOdz2NOMERo/gcEadyeCdv4jPxpz4w+LOrMTwYsGBOLZ92dDG2uuWm3Kc//emrD3/4w6efDXjuuedO15Z+Tudnf/Znr97xjnec/uHkbT/9t8Z8h8+q8TR3wnBtPPkpquKRT3gccW0i5jva4HVEzHHYzT8YFrlDmx2/cIlP2k/Wzc0dLulr/EtxtMfBDVxPa3/lK1853bg2Z/wMiq91Wz772c9effKTn7x69tlnTze5/RPFt7/97VdPPvnkjddnMPHasXIP1qV+reOmj/UUx89X+BmLD33oQ1fPP//8aXHTn8F1Q9vvbqs5Tz311OnbJLf9Vutu7vBBDqsTsHas/IMx1SZ9i9eUj/HjYz01OLjsYqgRNO5cPuETlyO0SedpnPBfMaY4+lnoQ+MpDj7yWH+8dnBWv+BOLRzrqfGj/DsCZzd3vH9uXk190i9t+DeNVRjwphj6sl2NjZ8usHasWiyfd2J+E4c9ZmeI3ij57SMneJ++Ti8SJZUTnP5N4rOh7n2ZUJ5GgQdnYgIpAJ5u8fQL3Ely6eOJGBg7vzuEi6dqaOz3eaYai5Wvg0nOaYLyiR6PXX+1FQa/ptqsv4U9wRBb/fyGnNzBZeqXr+v2W6V0mhoOaTy9YBBf/shh/ky14cP6u0dTPnD6kMWcmuL4HSZ++f09OT01+pQ7U23oiku1ZorDBzcI6OPpFTGbmLyRx+Y4jCkfPGD1+9HVxEs46UPjl73sZacbYdN4w6mO0sbrS/3SXj/nGL8NBm+HD334pY7CvdT06Xf6itWlGNrD8UbAP1uitZhNjD47vy/amHD8vh4sXKZ1lF/qJ43/F3t382tdVtV7/PiHmDyGpARRXgpKKAVEKYnRiGI0ho7BjsaGiTRsGE1s2TBRG6L2jKDEGIgKifgWQoBCLQGLCsYCfOMRFROjJvoX3PNZ1LeYLPc5z9lj7Xute2+NZJ6115xj/uYYvzHmXHOt/XLwM+GYTexhA6zpWlHu+K1PdsCZ2rN+qnWaf+xxjWGHMuUYr83xad7gGLceNPBnaot+raO45eNU1t93nNqDV/6Y5+bV1B7rg3XYfJjuI/tdR/zAm+4r+ANDrK0ZU5/Exc8nPPXUU1fvfOc7t58p8UlJn6R8/fVDJrngn06WozfFER/p4HtqD39ac8RqIu2RHnnkkS1OMCf26INj/tivTzHMAWuFa3m5OPGrfZZ7mek6ygd5Z/2DN51TzaOXvvSl25yQx9N11N5YXzk94RiX+ssbcxzHU1vskXBLzp3jbMenh7j4ca/od3Plo3nv4bffHzXf/P8qn1x+7LHHtjnWmrsNvPwxt3E7XSeCYgv7cKxMRH/zgW/sOQfHt0W8AfDhD39489/v//vnttYahf/uH/3+/2tf+9otlvbz1pSb1gFcyx12TOMtxj4xPp3fK4/md+u7mE+k/MUzjOl8MAfw41o1tQXveLXeWEOnHIuPWOJnuufHJZz2/F5PuRFzvuDFWjjB0V+McAODPRMxtr72/OyZ+gXHPXS+dDzXJn55PiBvjqyj+YKf6bWBD/LOtQre9FoFB6/t+aexwuVXf/VXbxybGzetSw/iHMeee7SuT+1pb2I8/EwEN/ri5ohP+rr+9mx0Ykt93CdaR8X73GtwGDcdL/qgm4GCiEAECOxEJIC+HScY+sBwAXGcLgBNFpOfTHH0hWEDc8QefSXBEX7ZIlYt9kd80rfNt9cTLH3il21HxAIp/+TOxBZj4xdGsZraw4ajHIs3W8Rr6k/2rxwfwZJ7zc0pTmvEkY0Uv4y/+pWv5xxhxPE5/U7pyh15o+BoIvqVx0fWCjgK3/g4iZU+MFxcHScYOAjH9aHz7cWZf+CEcYQbOHjh13RuwRAn/XHDnqnAWq9Vzs8VfS61QSj/jsYcN0c4xgG/FLYoU4HRw4wjubOuNzCn0ppzhGNrMY6PXqvwIf/ieuITjHya9F/74JhPZDqv8Lrm8Yp/zuvmN9+mthiPP7CUKc5Rjt2Q+MkAD9t8stTv4n7mM5/ZrqEeLnlI/OpXv3p7AOUm/EGSL+0JpvNh5XiKgRt9PbQ8ksf6lsfl4IN4ONUOx7Wquel8IvKYb454muLou+7VJ7YYG46HV72e2rPujacY+q1zfIoj3nKYTOamGIuP6695JO7OPcyFC1+dNdZDPzf0PuHswbei3nUyCQ/GETEmTpSJX43NfrYoD+LYz5IoHvZ/7nOf295E8xMlPr3tJ5L8vIs89IDEeuN3/71x4jV7H7SHMf6aO9l4zpEf63X8nL57XfnXOjGNV9dxPB+J07qOTnH0w7GcvEu893x0DgM33RM9KG/qtx7rI944dl7dqneX13zhG46UCY4+YnUJbthszh/xCcYl8pgNl1hH4/goP+JziWsVfuDEseNE7ClIOBOMOJY/R+aVNQI/ZDrH63uUY+PLG9ezKbebI9d/zPHkiF9hrMeLPujmaIvIOsi5r0umSzgrqY4KOy5hi+Q+Khb7blYk2HTBvpRP/LkEx03co/zg+CjPfj/PZhTPOJ7613w44tMl58KlOL5E7uAWx7i2EbJ4T+S5xvEl1okwjuYxfhU3HfiVyxPB8TQ+63iXyBt4l8jj5tVRvy6x3sTRdJ2pv2O5s9ZNXl/Cr0txzH7XPZsp5YhcIncugcGHS3B8qXjj1QOIbHrQw4ZTMSjel7CJHUclO45iXdKv1mR8T+3iV76dy5GfKvHTCu9+97uvfv/3f3/7pKl151uu/yHeww8/fPUjP/Ij23XirjmOm3LmXFtW/UtwjFPrhJ+J4JO1/X+C49Wv6fgrxiW4gXckb7InWybrQxgd75pj6d90vET+HYmTvLPH8s8T/QzJD//wD/83U817D3n9o9cnn3zy6ld+5VeuPvjBD2573x/90R/dfov6jW9845c9LICrHJFLcXxO7vDz/vVPk/zO7/zO1Sc+8YnttU+0238qr7/+xogH2y972cuu+GyenmOnHDxH/xR/ePUmhLiQ9SHLKf3b6o7kTrit50exmp/hhX/O8RIYxrMW49i9Hr49/JzIJeJt3Ev5dc5cuM1f9lxiz4/j5Mi6fIl19FIcX4qbS+EcvU8sPpfInUtgsOcS3Fwq3uzxD9GtGdZ2fB9Zw+CtctEH3T4pYiPtouZrQdOHhB5+mbywvFvVuymr4Xd5jTRfG/OuhTJZVGBYqNnCP18Tmcp//Md/bA/22GJBmlyse6fcV8B81L+vmpxrk6Tik4RSjlzo//mf/3mL9fSTezjGTeLrHSbQRHyKgG9s4dck5mzxn7//8z//8+qrrr9W59MrE5HDPjmVHeJ+rsg9MWcPHNxMhV+4Jj51Ml1I3Ej2qQw5POFYnOQffnwNsZ8fOdc3G1VYhD/8OldgmNv8knd+jmIq4mT9UsRqwo2+/VMjXz2drBPsh+FTQ/7JGJx79+6N3MKPddQ63CcQzgVqHTWnzAtfRZyK6wubzEubs0kes8c6AcvXy63HkzVH7vlEFltcqyZzPB5w3Ke+xPxce/gkh5vj0xsL9piX1h0YrV/Zec4RBn58eqtPl53Tny5/mqPm6RH5l3/5l20+yeUJx8b2VezkyDpq/TM/XcOtE3g+V8xx86lY4XgieP3sZz+75a+9wFd+5VeeDVOM+GReivlU5F8PefAzWQOto+aDNdl6M32IgBv8OuJmMsetUQpurDtiNvkkFk70F3ev15/RuY1rfHoA5be4xdkDKP741Pab3/zm7VPcvsZqz37OeopjONZBtkxymN3xC4sNYn6u2Cuxx6fU2WKvPllzrDf4ZYs4uXZOpX+8Z08xvVa1B7R/M6cmecN+eSMP5K844flcMcfZ45O6uC3m516rjOunPnBi7ZvuK+DIPfOKLXJ3Ms+tEWJNzPEJN+ajPO6hLr/CYZcc8PMc/sHr3//9328PgP/u7/7u6n3ve992r6HdTwfhkg+tFZtRwz9sgccWcZ9wY2jrqOuV6521eF2PzRf+uLb6KSTzzz2hfzAp5+h6I8088vMIfoPba8W+65z1hi1y0E+iwC131J8jYv2FL3xhuzbgBO9Tsac1J4g8ZtO50nXcEUcrv+dgreuodYI95wp+FfNT/8labEzzwfqnyAP/WHQi8kse41jOTNYa467rqLnW3DzXJjHik7VYrKex4ld7/ukzDxjihBNl/RmTc/1ybSj/pusojl2DzU8+TZ8ryWMc6+9aNb3m4ac9v5hPc8f1DidyRtyn66g11HrhWgVjgmMttjchrsFTbsTKPx2HgWPHcwUGe6yn+Jk+KzPu/es3R+WO65Q8nvp1yoeLPuhmpA2DxOKwpOK8UoJZQCXfKrXT0QbHwmgDY7HsaxD6aFf3IAw6xjJ5iQVJUhmjccLaFJ75s7cFjkknQS0CElT/9LQrqzQGHWIctuBGgrJDW2XV2To88+cUjoSyAfLwwKIvGUw+uoQtxlv50bZOKLaww4TTv9J4cE7FSXt+N4bxcNyCZLKc0oGZFAfn8YffxIV1z01+pZOt9EgctyFrsxHXq87WYfnTWDCMg1+5Z6H1ABYXe/5WfkGd4lje4Fh8FDzHjT757nWycqzOQmIuhGPjseevWKwY4ajLL/lnTGIxwdHK3ymO6a6+r/a4wPeGjfGyozH0JXtutJtLOHZBtHmGu24YHpR/cOFYK8odduInjvNnH6s9f6tP2np4xe78Csu4SXnjPI75ZW6JPY7pxF86qz3ws1e9oq88Nq/WdTRbwsmOjnu/4Ii5TaL5yc+9TmOGkS2NJQ44NhfkixwWJ+3p3MTNqgMHL2LlaDO/H2vvV/3pZaexzAV4fDKvSDpea1vlFA4d84pfPUhbudFuzFXg0KmeDn6txbhRz54VJ27qAw9OvqtPR7xh2nRoX3XSW+2pHV7t8s9rxVrcWPoZR1lF+6qjHxusgXKwWPPJeCSdu+CI9bphbV3W9zaOw6Yjb9nt2qd4nd1sce64yp6b9Kw5PeSRy8UqjBUnXhxJOmKenr0Jjibc4Dd74O1xGi+/2MHeBDf4FXMFt9bjvU621m/vFxxrhbXYXHdubHqr7+pWiTt12tq3meN88WbCXoctqz2NsfIHS/6JO2lPsddZcejBMl5jrOuom5PmFT06xrkJAx6hg2OxUvQtb76o8aX1ZsWiVw7Sa7xymG3WCnokW1YM9St/2rpW4Vgf1wfj7LnRl76CSw+5/Ubwhz70oe2NTyyxxhYAAEAASURBVA95vJnh4bZ/iOdBT9cafWArq6w+hc0fvFi7ivfq9ykcmKtfdOCwUx7Lv/WhXPY4rtI47NIm/8TKemwe8EesSDph3YZjfNcG8xyeG+R1rFM+wY8f2MaBI06w7EvknzmaLfTorLLHiRsYOG7ftufPeAqBQegkxuGL9UY7XPY0nvMVo37mcQIDx3J3fQiGG2M5knyvn6O22hvLdRwf7HAtX306hZGt4aQjb3DjOp5PdLSTPcfqsocOe1pDtfGZXXv+wqOTLV4nxpHHYu61HMwe+tYx+eiewqe/xdTPefjpIPdyHnr7LVjjKLhW2LeOF397e/hEj2ijxxZ1bGm92fOX/Y6Ns9fBj3iJE8GNfOKvNv/E1sPuD12vL36D2zXfWuVhl3n4yle+cnt4Yd/nd7l7gHobx8Zhz+pXHLMFt/wyJ7L7FDfZS4fQwSsM80G82Wqc/D6F0xjpxLH8wwNp/0en+OzzT1tYdBRc4lG85LH29BonvG2gZ/7s56e5yR5rMh+aV/U55dc67+KGP+aUthWDXacw4GcvHbbi1BrqDTr27Dk+5Ve8xB8d/IkVm3rI2Fjaw8lHxz1/dNb9QPu2ve/hrVgrx3wQJ9w0n9mikGxxXCV7V/74hRuY6319/IV1E07tzXFjwMwn7emsGKc4FlN5g2f513UK5m04+QW/3OlaZa1rPjQ+X/fCHjaT7BUrc5PANc+zOx3HVbIl/vRT4PDHfX3chHsbhr7aFffQ8sBc6FreeNrTXe3Z+yU27ZX21yr94NBZZcVQr13+iRVhg3Uw/tTdxHH20oFjPuHGa7nc9SH+8ot+sufPOsoW65c2e8B1nHiBlcBX6JHGMafgadvzUN/p8Uu7mCnC0q8g2ARxWEJYUFzoBINDJraJEAGcomtSSOYWERdKjiMQIS6QEeCGTJDgKQg2lmBJaIEWQIusdyyM57WNfRdHE0m9iZ3AYouAs4eO8d0UwPPaGHxycaUnyNr4Q2DURk89HBMFL41r8xw/eFNs0PPJER/Go+dcEsAxHp/xo94EpIunJgHfCD4UD+gT/MHAjX7s1dc4sNh8Kk78YQ9ucIxT/MHBhbFt4rTTEyOcsZOIH3wLDh3n+pj83hxJLCb6s4uEwf/4MR7bbaTiBn/4ERM8l4N0+IRjMXAMRz4YR6GDF36xi57zlT/9eiDQpBQLpXfp2Mxn3BjPGPmLY3Ybi04bErhEe/zhmC+4octnnJkLMMVMf/zQ06awF078yYU4Nm462nFExKrNKR32sNM4NhfO1bOFXwqOxZKOuOIDb230jcNG7c1fGNoVNjuH1Y03W/STf2xSwjFGDyzo6SdWzRvtuOOXI1vKLxgVtuBIzLSzA4ZjseSXHIRJpzUEBuGX+eCC5TUu2IIfr9ldHKx/RD6ZK+LqNax1TuFPP+/yN7fyR5zKG3Yq5R8cdvKL/c6Lkfx1Lv4+ZeOd0nTEgK38I+xt/aMjr5oPcl6s6JrjYqqc4gaWOcdeJR1zAR67+WUssTIuOxqvudBaI5fxJQbsgINDBbfWCzw6h43jBBYcOgodY8HBkaN5JY74wyM/2Wk8eKQcN8cbhx0VOcBO8eN7+sbgl0LEgu/FHVbzgd3iKlbihDu2wWQLm1YpVunwS4z5rLCpdZRPcK0jXhM6ONGf7WwxljVUETd24xg/dPQVC/PF68Ziq3bjqYNjPeEbLHywzydrcaAv7mAp+sgDpQdL6vRtLcCNecEPHMpRNher7OGb+csvhU6+G1OM+SWW7FXWOLFPYQu/cUTwwYbWG/bBl8PiaXy4zRV96MDHj3g556/1jl9sxxXutLM7Hb7LP+diCaNPpcAQSzpswq3xYZmfybrewOG7WIip14QNsGDKM77jI7vhOse91/GDPxjioI0d2VO99RpH7NfeWgCDsAV3CsFfHDf3xEG7WBDxNI4je/gFh545jAN8WEdhyUG+wDA32Qa7XOJ3PsHAX/bhRh47sg02fb7zieCuMfVTbwwcixmRfzgk7JGH5TBdtsDHT7Y4dr2jow2O3HEk8OWMHDWu+ClsxAHM3/iN39gecj/++OPPcuHbgN/zPd+zfbrUb+TCp8sm/fjD73gwljG6tuKeHlvYjgMxkMdyFJ7YxDG8/GInjuWN17jFjXnDBhj6i5V2fVsD2CHe+naNocsWGLC04SCOxVSJG/yvfpl3/MYlHTbIHa+NXe6wSz/cG4d/2aNNf/zEjbnHBjiEvXIQj3QU7Qm/zBU6xoTPFjp4xA8+zIPywjl/shsWOxTjEbgw8MMmuuzkS3kjt+DgcY1TnxBUJ8Z8p9d+CfftlYxnLJwZr7lZrIwVf+YlHf0V9ooBHf3YKP9WjluPxEt+m8P2W3hhEy7EoZKOdq/jQp7i0HjwjYMXvrG/fjhO2Kpe4YN8qn98iRW/sodP8PjktXgbA9c+1cxmD4Xpf/7zn99+yuT1r3/9s2uTWMCUa3LCmEQu4EdJcCOmxiLFk19s0Jed2vnOb3GqnY7CJ/yIJV/pmeNyR/yNo5Annnhi+xmkP/qjP7r6i7/4i62dTfi3BviHm9/0Td+0Pby3xuCZz7jkl/Gto+wieBBTPLFF3uBNfrGJLWzgPww+KeUO2+HDZkdxcbTexIEY8AeO8fKRz/ihX5zwSNSxIf7UiY/YsMVrNpeDbOYHfNcqbUS7WIoVe3DAXvs2NhtPPQ7ZY26IA3u1wcwv/LSfUmeNLE7sKT9aj43P3vJKH/iuU3xjmzFwjEe5wX764sQuRY6zGUfZ4tj1DiYc7cbjI//5aO7yjT4MeuIQP3LLGihH40ZesMW5WGujJxbq4ph/cIlcMA4snBkHhrHwhDs4/PKa8Jkef1e/fOOYsNF6w6fmjThaJ9iCP33juD7q4xjPccMWuSFOctDehX90cKPAyic4+OM7jo2liHn20teuyBtjqYOfPfLPOI64wyE7FLFtHPzxD3/GaT3OHhjsccQNP2DwCz9yhQ041q5YS3rtyFcxMl8IfRjlH/v5wqb8xosxtBE4pGsie9irXS6zBV8w6BhPzOUBLNzA0L7GyRja4Yi7PuLMZrzwHS5+yh2vCR3F3OOTIv/ZY1xj4R+Go/HFAccwnOOPLzBI3JgPbKsPfTrOFddmup2zEXfy3Wv+siGOxdx80YYbY8JUbxz65de6jso7OsZje/byCR7R3zqgnT2ELQq/CY7xIhfZEK9b44X+XPRBdzYhRaJJfIavpJeA1Qm45EEuaeLRo+McEUiCi3S42ktQYyA2ItUjlp66MBxb1GDTkcT1cyzgbEnH+CUffbZmP0x1zgkMAWdToo0OXTjwjO2c6MNmCeF1RR2sdPTlt764cHQOx6QiXvMbFllt1Qd2/MErViufdJznl3N6xihOK8dew4LLpmzmN3vghKGtiQ1Te/xuBl//cR6Gfiu2sdSFp4/X6uPYuOyv7HXgheE1n8IoNunwR906Xjrw+SDWChvkM6GjwKGj3rlcJ/BgrxyrZ0u+x6txVi69TuJPvI2jwLCQZDMbsgUmESvj0CEwix8d9R21O1fYy54wjZ+eY/HOb/OtvmzzWn96dJzjwdhe0yHspeeoDg57G4uOdv1gEf3pW6y9zsaVG1h8bX7qW4yzh49y1FhEvbGaU9lT3tCBaWxYSmObM2wh8OKYvpyAodTOnnzSjy1spb/qqDcOW+Cs+aeOvQodwh592NAaaCw25xdbW4uNbcw4dg4Lhn6nMIxLHG2SymNj68svr+PBWHHsCJct8ZVfMLXrC4Nditfsa+1Lh41hOLInHefGoaOvcxyIgf7Olfx2JMZe4+QcBr/CjEsbCnVEe/XO+cQe85MYM26ynz4by1G+ZnO4MPCXX+nkE2w4tTvP5tVPcSyWsOEUY69hwGQjoaM/He3OK+s1WJv4KNr1j8v0tbFJUcdWHNfuSIcNxsSBAoceu9U7lzf5xc5uJLNZP1h0so1N8eO1ceDgVjEGjtlB6MRNdXfhOLxsYUO5wxb2V/I9HXZ7vcYIHj1js0nBofP43gy+/hPHcPRpDYWZPevY7Fk5TkddMc8futkVf7CKJ32vExgrx+phtF7DdU6Hbn2dFyd92M4vOvT55ZhPXmujwy7tXotnOo5szUZjtx7Tj2M6K8f1oZOoi/tw2Jtt6vgCh8SDOmOudWv+6ecGsLHCMFbcsF+upwPL64997GPbwzM/ced3gd3Y8PnRRx/dPsX98pe/fDtaq9xkiCNbzOH4yxaYbLEeNcdh5Ucc40HRxgalOLAZhtK8zff6wVl9DEOd+NFTR2C4Rq/XGO30jKFPPJWj6ujs/dqvo+zQl+24wHG5w2b16rQRNsnh1mvn2thiTHzAg6tvfcLuPH+bD87p65vv+ahv+nSMxSZivFXoaYejHwy86UcXX2HEHz/xpq92oq2iHhZMdXxXR/KrPIBjP1A7HtiKG3XxUyxhaKMTBj02lTPOjWPsOPZanPhC0ilWzqtrXYevfY0NfviV6NM4xsKHccoreupgaWcXPP1grXMGrvzDl8JnPtFltyMcr+HAM7b9Av1iFU5jw5A3BIZ+/ApTnT4rx/s40dmLujD464G2BxweRvmtcQ85fK2fnk+l+4bIQw89tH2ozDdF1Im9ByL8VoyLF/atY7JPfeOVU2sO1I9/RH91XR/0jRtcKbgxZvyJjQIDNh22lKPOta04xoKBv2yO433usIfQ04fPnbOFrev+j836wGGPeNPJb0ft6unkU/w4J/GXb457jtXBUa/fep1ib7bA6pwuP8r3dPgFo4K/NQ6rT+yDs96XwqQDJ07x0zj8NpZ+xcpred446WSLcdhTzOGmw2/jqcOD19oaz1h0lDAcs81xxcCRGOinTeGTenr1g4EbuiT++EJn9bH5yd+40b9i3WIzMRY/9K/d+Sluss9Rez7DKo/hOC+PnDdONja28WCxIWw6bNafHluUhF4+a3du7LAcGz8MeGzNtuzRHpY6WPYy+RU3dLwmXhvPufyAIW9Wn/ZxEsd02BdXYlk/Y7MT/sqZeuJIF5Z2516Ldfrq2KUeZ85dY+rvCMMY2uvnNT8S/Zxrp+/cOHjpXB17jRVPfNNnzR3Yq+8401eh39iOeCHs6/mec23GyUZ94TSO8zhlC14V+JeULz2NvRAqAzmCVIZzgjOJenXaIqwA0PG6ol1Jdz0XlM7r55w4wtCvc6/XcdJZ7auOHsmOxldHf8XxWns4MBqLPqnOsTFO6awYcCVDY9V37dfY6RirOlhEgjf5t4rrPzAUstrjdaIdhqN6cV3HWftpc073lE5+lRvrONm71tFXn6RT/TpWOmud1/VZ/VQPI3vomFT5WLt6hTjSX4V+OHwiHdPT3tjhNW466sMydnY7krWu82zdFK7/hGE+xO+6CNPLh/DUsUV9oi1b1DtffaC31nlNrxKOc/0U9oRbu6NxGsN5fegS/ehkTzgttJvS9Z906udo3M7hrhhwwkrHkQ5dEsbePudxDIPUp9fGXvs5h500Vjbxx+vVFv0r+mlPJz3tsJV8olv72o8ucVxx9Ksuv9aLoT7Za5zOvdavsbxWsoVe2Ok4NlZ1bFGXpMOWpLE6p5MP6sII01HRb61b9dRnS+N3vvZRByduWif2ttDL3/o4hlUdLHJTzNkIR7/VXn2yefWrMRsnnXVsOPt2dSt+r41D6BsnHMdK7XTwks6+T3qN5Zyu81WcGyu/cIPnVVYM44TjNXEMJ3vUr6/XfmsfOkr62YJb5S7rqLHDWLHVr+OuOvTWftqcK4m+7MGz18qpdnXaCBx9VtGeX/T4teLQdV4djMYKl042woof7enoT6f+d8FobH0S/YxxCptO9caj51ifcse5+tr0W21zTtTFDZ+sf/qsEk42OoZrHP2qixt53FoaFp0wss9RIWGIt/5xrH7VCae6bIGhTn83MT4pqngwdf/+/e1mxw2IfwDnN4Jf85rXbDch8NyINJ/DUZ8/6vKzcR3prON7rS4d/cJZ/dJeSYdefbWFm55z9nTuSD/pnB5xTj9MdY1xm1/prP1O4ahbbVz1s7F2Y3ut0CPpwFnP9zqrPfS061N/dXTU45i4sc0ecSMrbvrqCKzqYOsjB/fS2I4rblyEBY+O4jWBn3i9+u28ks4eQzs8RxJuY7CnMR3TCWflzGs42pTsD7OxwnAMO7vX+R0X4dGHEY4j0Q5HnKxVCpy90NOnY7anp01dtuR749Dz2ljZVJ9VJ3vSq0869dVuLHb7iRL/88VR8QBDm0/++3TxI488cvWKV7zi6quu/7eR10R/P53koYeSvdm/KT2jp04xNsm27eSZc3WEndmcvqO61ht5XNvW6Zl+MOhpU9bzsNWxpfh6rU+iX3WNoY9C1NFf/WFP46ZTnz1G5/TCWf3KLu3EOLDCd3QOR6G/x5F/tcPQXr/O9z7Sh5stcJU9zmoLrP05/exxXHW8Dm/lb/UxnTDiwzG/03He+Oo6bwx1+Z1fYrWug3RXjPTVaSPprDazh2469aNTn/RXHXrq82ufO+EYn4721T5YYTgSR6VxVp3qwqjPqlPdnuOw6+tcP+e97jwbHNtjN7Yjn+tHx2tFW0V9nIWvbsVJZzPg+g/9dOjBrI7OPk6NKx+KgX7Zly2OjZWuvuqSxquudscVx3l+mZvOE3rr2OobNx1HOoo2Ze8XHbhhp+fcGCR7w5Fb2bkpXP8JQ//a1DlPvM4edeHuddax63vJ41dcD/xFzy6A6p1eH/H3z25e9apXbe+weDf7XHHxtPn2brF3aVxAJ4LMT33qU9vXEXwloXdRz8FCD1t8Pcm70n5fbCq+ngbLV1TWT5Gcg+erAHj58z//8+0fCPlaiBuYc0Ws4Pg0EF766si5OPT99iMctoh3i8JdsXBs85T4VMC5GPXta3a+YsGWPuVQ+12OPgXlKyQ+teCTTzZxE/FuWP9sgi3rVyHviuemFQ5bYPgnr1ORfy0wvo7Vg4Fz8Xw6zKfAzCn8TjgWbz7JwRe96EVXL3jBC841Y9O3cRZz4sIw+SdqLk7mtphb0P2DrqnwyfrlnU2xErNzxRqBX1+58lCidz/PxfEVJz554OGro/7T/blibuLHOmoemOM4OlfkHV7Em38vfvGLz4V4Vt/8dPHE7/6TVc8qPeAFe6yB/S6m9Xjilzn19NNPbzd21lBr+1T8Eydf2/I1NHlz7hrIpz65KW5iNZV+9gGG60OfLjgHjw3WLr9Bak7xbcKxh3W/8Au/sD2c82mxN7zhDeeY8WW6YsUXnzSzbk3ssXbxjVhvTj2s+LJBbzixpzBH7W/YMlkrfC3VWmNfIPem13E4H/3oR7f+4jSZn62jfHJt8bBjKvLPHCf4mayBeLGOWpP506elzrXJVzzlsaOvk/dV0nNwzAFrzS/90i9d/eAP/uDVt3/7t297pnMw6OJErPnl5sBPkBD5yL4Pf/jDV3/2Z3929Wu/9mtbXuDA9dU/AvNPJ1//+tc/O65rgzXD/JZ/kzy2lhvXvt/cnOyx2R+/fLOfNT/PFbbYL/3e7/3edr174QtfuN0/TNZR1wYFf67BU/EmA9/MBTk82XO5bsLwsNA66lNnExEnGF1fJvcN9ls49i0Baw1uptdO94nWYmW6r8CDr4Rbc8wFc3wyz60ROCb2tXfl5id+4ie2b0988IMfvHrLW96y/Ra1eYYTc+pUrMxVa8G73vWuq1/91V/d7i3Nz+/6ru+6+qEf+qHtnuE973nPtm7Zt73tbW/b7Jr8MY78d20R90n+2Ze43/zIRz5y9Qd/8AfbnJCT9+7d2/L6G7/xG6++4zu+Y7sW3nav1Nfl+eEao0zEdcbvgeNXmexz7Pf9s0w24cS6OBX3H+YFYcvkOm6tkX/WdTGf7LeMzy9rqCL33AefK3zBsd+P13+CYcziZH6yR35PxDVKHlt3rDfy+dw13bhyFj/2Fu437zrH9zaLkT2g5xRH9sbWAfdV5oF7mcleFIbnL/q6fvuN/wkOH10byr/pOipGrsP4sTe2X5qIueDa2XO7U+vog3Bxo3hDzrVXzKfc+Nk36wQ7XGcm+1H2uv9VzHEYExz7NvOJuAZ7RjoRsXIvLf9crybrMQxrqH2S/HNNmMqHrv+/g7WHT/Zu0/l5avwv//jUKY0z6izOElMiIG5yUTWcfl2YXcimYjG0YYY12fw0rr7I59MRkUgeCLNnclNhbNzAsMg6TjnGq43PdEFbeXBxN2GPcIzfZHIRq6+FSB7ieMoNXi2Q5WHY5x5x0uZyyk02hHOuDau+/OMXmS74+uJWjI7ksQ2CmMPB91TMo3Jnmjcw+GLtmmJkvzVC/jlOY66fPGbXdJ1gj/xzsfCmhouh2E/8Y4MbGFiT/mzRj19idfQCJk42v/CO2CPm/BKvKY44efjAL3hHxA2FdXnqFx/knTg3z6f2yBf+KNN11NhyEMdwphzrZ73Ci3JEPAyWz1OOjb1uCI+so9Y9thzhWL7AcIQzFXzYK7Fp+rAyX8zPI7zwQf6Z4wTuRPhkfsrfKYZxccsf64TXt4mHz3uRv+oV/dlTXbrrfL1tvrGjuRQ/HvK52fjDP/zD7cbZjZ2HDPZl8t2DNzd5bh7Mx0ScjXtkLugrZ+SO11PpWoXj1cZz8MSYDfbGbrCn9ogNjnF9ZG/CdmtFe4HpnJAPYoVj/ExF3x7ETbnBsfi45uHIa3xNxJ4WnjLFMG5znE+wJiJG5d2UY/GFYS/geMoW88289YaUN7884MSDN0J820K/dLyexikOzAPcyqG75h/7vIHvwZc3sLwB6sGVh8t4sp90Tfdw3ut+qkQcbhP5EidTjuHDKHduWytvs0U/c9Mxm27Tv62N363703h1jbkpb24bf23T3/4av1OO8SFnrDfiPRUYbHENcpTXk3mujz0Fjr2eYPBBrC+xjspj3DhO8y8fWtM7n3Btr2RuH+HGuHDkzJF1FB9y2b0MfqYij7tWHeW4Pf8Rjj20xzF+jqwX5gE7jsxzORwnD9qP3sY/DBzziT0TgcGn1q8JRn3Eyb7Vniv/ajt6vOiDbmT1IMNkueuFde8EJ5UjQYQpoZB3JMH15YtF4Kg8aCNwF3y8uPjYaDhOE0JyK5cQmw4y5Vm/S/DLBpPk6M2JhcRiZqE+koPyZvqOJl9Idhy5aHwR6Ys3BL0+cmTLUXv0F3c5iO+p4Odo7linxPlIrLP/iC9hmNNy2PyezilY1mMYNh0uRhMxPo5hHLFFX/NhfUg4sUefMI7aI95H/eoiL2ZH7OGXaxWZ4uh3dF5uBlz/meZL/R3ZIwePcgzLHJU/0+sdDOKGiUw51vfoegODmJvKEbnUuoVbm17xUiZyyXX0EvnHJ8VaeiTe53DiIZEbetKYeHGTrs31rrXCebK+tt7Wt/aOpzj2Kaz7159+eve73709oPIJOj7blz388MNX3/d937ftQ/acXmKt4IviuneTzdl+27FY3abzoDa8EXtjvsKc2KTPpeZVa8XEjvyNYzYdwbnEnr91uG9dlsvZes7x6N64seT60Tl+iX1b3LQ/yb71aG2wFvhHjj6l6pN5uPQgxbdOWnutB5eYE+7HzxVj+9Sr3/n3aW6f4vYpTZ/a81Dbmxzf8A3fsH2K257lrt9Utd5cYs3B89HckbfmJnvgHRG5d1Sam/s1+lzcc65VN2FbR5X2ozfpPager93D9O2sB/U51W7NK4+PrH+to2J+BMc6LF5HMPipfxwfweq50hEM9sg95QhOuXOUH2vfXdcVtt8kfAnniF/9qgSMI+uF+XB0r3SpdVSs4uYm/h5UD+MS659x+gCbNcxcvaRcFE0CKJw/klQ2A20Iwps67R0C9sCZ2pQtNgBtRCb2tNhny8SeNj8tbhM79OGLDVe2OE4Fx/ofiXvcsOFIkndDmS0Tjo9yG4/yhl9swM+E40vOhZXj+MnWc45yR+EP3yYcd3NyzrindJubtU1yJ475RCYYjS//woMz4Ub/5uf0Zp093ax3s52N5xzZQi65jsLk11TieMqvcVeOw5nEyhw4uqmLh0uso7hJzPGpXGIdxbFi3WFL68W5NomL/t0Mntt/1W89PrL+revo0bXCPM+WSf7pXy7H8ervXV/b1/h03hEp3pdcR9kTP+faFi9y+cg6unIsh9lzk/gasYdDfpLAmNnez2r4+QgPpX/xF39xg1g587vZ3/3d3331kpe85IH7TF/t9XML73jHO7ZPh/7VX/3V9vMNPiGm/0//9E9v36zsq96n7M0veVc5pXdb3aU4DodND+L4JntwrXgQd1TYET/PhWsVfqw71hv8TIQ/5oL+ymS9KU+6D5pgZLvrXXi3zan0bzrmV3Ga2IQXHJP4uWk89R76eoPpqaee2n7iQZ1/ymiv9YlPfGI7ul7B8nVsP5vgpyD8BIg14v3vf/+23r72ta+9+pmf+ZntQXcPU2CRS1zvVo5vijnf/aTDn/7pn24/T+Kn7vz8ER/Z7Q0zP9npZxF+/Md/fHs45wHJuTw3p/h2F47pnZLmwpHcMY960/vUGOfUrbnTen9Of7qtNY7tR8/FoH+JdbR50J5/OjfF2Hw4cv+RT3F8lJty5+g62lpcDk5jdXTPb/zeBJjYsPbBsfw7slfC7yU4DqM1y3Ei4eh7JHe6tsA5d93TJ8GxEt4E69Lr6BGO8dvaxUccT8UHbf53ydyqExa5oNuA+71H71TZDBXQE+o3VllEYHm327sXk4VSABS/c9u7KDYO5wqMbHF0I0EmCeomh2/sYcskKWxIbLD8vp3Nh0WuTec5vvltHfyKj/5sOldwQ3x1lj8eXsI6lxs4vsKX9HW7zs854sdNpXcmp/kHQ6xx5NMZcnAiLmLmAo6VyTtfFkV2sIk/Ry5q8q+Y8Wu6gcGv4p1JOcyuc6VNNN/EasKNMS2y5Y4Fe8IPDBt6NsndI+9ywhB385wtk/VP7rHH/LT4Ty/QuIUl7ua3dXQyN+Wg3xP2BpA4TfJmXUfx41O+ZGKP9U/M5DB+J5sg9uDYV/7F2/o1sUWM2IMbGJNPhjUnPbjy5sSRdVT+EZhH3rDjl/zJlkkeF3N+mQvTTzLAEW+5rEwkjv2+nfzFzeRaZezWG6/5Nck/fe2VFLbgd7KOyuF4EatJ/rHFnHQdZ4cy2XO1jvIJx0ceJFiz4BG2TPZKeHGdcu203rDp3DlufDjmgoJfPN8kfFbkBD71xafrgXXUuTWHTaR6D2ddBz1Uui2f9PdzAh6m+ykBD6T8Rixs/0/ka7/2a7cHUn4+8EEPo3CD43Jvwo28kYPixfbpnOIXHBxbAydrFw4Uv4Hpetce8KZY3VRvrcANe9Zr1U36N9XDsVbwzZ5WDk+unXIEL/aScgs/k1iFgRtxgnOu4Jc9OHa9s/5NY+66iQ+8iPfEJxy7Vllz5Ht45/rluilOBD+nuCm/zDdz2Dw0d9zr0sfH+r8O3Ddox7tiDyWf7Om8oeWT3F91/ZMl/bTcajMu2JNNa9s5r7tWscO6Vf6JoRz37Q8P6MXTJ7j9bjW/xMSnzM2hV7/61dvctobac03zrznFftxMr1XWLLnDxnLnHE7o8l/e4Nd6a+2airUcHulafi5W13EcyWPxmgh/LrGO8sf1S/ync1OczEs+wfPs5Nw5bn4Xbxjmmnidi4NLcw8/R9bRrg3yr7VvEqv88nzKXJjej8Mxx/GhiNeEGzjmg1i5xphXrRXn5KEY4dn6eGTPL04wrBGuL5NnMHEsj/nSvmzCjzVRP7YciZX5YK9kjrd+ncMv3XUdxc+EGziuZ7jRn1+T9RgGn8QLx0e+aeM+0VxnizzGz6XkckjXFllg3Uj6gXPkTRd9EwV5FgGTZbLQSnJBkKBtgGxEzhU4NikmHZtsUm67EbkJH44F1obKYi0pJoE0SXzl7b3vfe/GTUl607g31fNJYtnUVW7Sva1eYtokSUwLvnLuQoIb/CbTyQLHoo/nLoaTixCOFVj6TxcSkx/HLUa33SDn+/7owiHvwrHInstvmC7O4kXMqcmFTF8LrQXSvJrmn4sqftnkH3FMuGELfsod88l6ca60WPcQzAVxyrFNL34UPk3yT97gxo0RW8RpYo/1WB77vUWbzOk6imNfZXVDJpcneSPvrDk4xk0b1nNiZX7DgeEaIffM88l6DMdazK/idC4ODHFyvZPDHshNNgv8UlyrzG8542J/rsCwVrDLa/GeiL78kjvyDi+TPGaHHMSxa68b5HM5zn5ztBu46s49ssecYotivZjksjULR0TMJz7pb62wx2GDvJnE3FyCo/Bnkn/8sOZYJ8wF+4HJg+6uVa4N8uXIG9byzxwnbJrslaw3cHDsWiVOR9ZR1yw47LlJrGsK/41rL2KdMq4i1nDkIsE7Oz2gdu2yTt+Wk+aA9eZ973vflX/S6pPcuDGGnxP4lm/5lu2ftt7lwY21wrxqTZ/kMfv5Y+2SM/yecNw1Tx7Dmaxd8g+O/bGHcubTxB5zEzdyx/zqk0bn+AVDjK0VfDKniv9NuXNTPZ/Yg+PWidty5BQOe+SO9U9usOfUw9xTfdc6HMPBsTjJu+k6ak8rRtbi6QMaHIsTLBit66vNd3ndGkqXP6e4MVfMVQ+DPSA2D43np3Jc/3vA47fyV47xJYaK/Zx9lH/Md+/6H3d5g0tM97nl3FjKEbFXgsWf5jk8ccSbN8w+8IEPbB+c+uQnP7mNx082+odp3jB761vfusVJrKxR5tRE7Lesh8S1gT0TYZ948wn/k7VCrFynrF3ifZf18iZb8ViczIcJP7gxx60X9oBs2ufETeOv9exgj3yGM+FGbsCx3hDXu3PXG/3MTfF2f8a/6Ydb4IiVeeT6i5cJN2KOF35Z/+TOuThs4QuM+k/i3fUBTnGa7k/wyw/9rYETWWPV/mYScxzHj/XCHD0XBzfWyu5/xcq8OlfiGE5r12SPY1z/o8CcxA2Oz/UJBo7dU4k5HNzAPFfam+gn7lNuxAo38o89k/W464h9El+mz+744jkim/A75QbOKTmf5VMoz9S5AHHYYi1RnU9EQuh7BKNxYQiGpJ+KvtkzxdCPHQIJa2qPRURyfvzjH79605vedHVv+F9OcYwbi/U0TnHBp6Mcw7iE8CWO+TgRHFuQbBJt+KYixjh2IbTQTqTcy6cJRn3E6GisYcUx26Z5bNMSx0c2mew5mjsrx9OcYQfBDZ7FfcpN9hzBYIv+LooeuLiQTezRp7WCbxMMthB9WwO/WDP7C0M5agt/cMS/KZb+bizksw3ZEWmOT20xdrwczWM4fMPREaxL5A4+4OCHXUcEhk3qEY5hHOmf/bg9GnMYa6zCPvcIw/UO3lRwkk/n3kDux2QPbsiU6+yRx0dE7t2VYxt0D4d8xf9nf/Znt38OKd/wESflH67a0P/Yj/3Y9gnPU/sEeh48/O7v/u6Vh1GObm7x42HUG9/4xqtHHnlk+6eT9hp3vXmCqxyZ3yvH0ziJTRzzCdcT4YtYu2Fy8+cNh4nkUzGfYNSnPD7Cjb744duRWIXBpikOW/T3AEseez0V/pgTcI7IyvGUZ7nTenMTN+am+fXN3/zNz84b/dYx3Tv4poUH2vZcHiLU7tjDLHPU69aGU/7jJ5tOtd+lrjHd57k392amn0/54z/+483Op59+equH5UGknz2ypnz/93//Nn/4oa89pAc0fZBk8nDvLhzfxSc6uMHdNHfY4iG3ZxV3XS9vsm31q1jfpHtTvZyTx/yaYsBecdg1EeMrbJliGBeG+w/XKg+YnXcNPMcu/cwDxeup6IufS3AcxtQe/RQ44j7FwQVurSUKnAnHcMrjI7bAiWPHqYSBmyM4cYyTI37h2DphvTmCk18wpjjFKa6nHOtX/k3nOR+6/h6xQ19rcde7qT032XDRB90GKYDTIK6GhrXWnfv6EnYY87lmiwlzxLf6djyX11X/qC0r1tHXl4gTG+AcWWDDOOpP/S/h1yVinT2X8C+Oj9i19l1fr3be9fXR/nFyFEf/yl1tv0kPziXm5yUwLsnP0bkZX0dxLhWnPTdwpxtWfZ9LcpTj1Zejvl0yXqtdk9eXsuUoJ2yH0Rw/incJv47aUDyy5QheGGHedjRnPWT1Sc0XvOAF203+P/7jP243Set89tpm3pu8PsXtDXUPxfZi8+/Ti5/+9KevPvrRj26fJvXgwKdePHR67LHHtofcfj938kbbEV5WW59LOOXxat/k9Tlxvwn/EhiwL4Vzk53n1j8X7TnXh4m+eesh700Pej1s8uaVYh2YzMmJXTf18SDDw3efQLeWeFjtmyB+h9s64sGNn1DxSbxXvOIV25t0frKkny3pU378fq7EnB2k402+P6g+fy6B01hTrGwJ5xLHqS3Gzp4jGOFYj4/uAbPnKC/hHPHrEhj5cYlr1aXsCSfbJscwHJ8rkk1H7AnjqF/hHLHlUn2P+rLacQm/YDQfLmkbOy/+oHt1/rnwugAcIe4SGHFxxA4YNhw2UzZajkfkqC2NfQl+LmULmy6JlY/T4yW4mY6975ct+/rJ+SWxJuOvfS4Z76NY8XIUh3+XwFh5OvL6ErZcipvnGs4RXte+/7su8usYd30dx3fVv03vkli3jXOXtmxxnEoY0/5rvyN2hJM9l8AK83/6mE/smPoVxrT/noPw9vX7cw+HHnrooe03s32izc882Kvt92seQvkHdH4D108fnHp45md//LzAO9/5zu0f3/n2iIdTPnnpf7S87W1v2x54H3mgdoSfOOm45+Kc8zCO2HPOeP8ndC/lUzhHbX4ucZtPR23Sv2vnlJ9smfbXLzt8Ks2bWJf+VNrENt8E8Ubbpz71qasnnnhi+z1/P73CVg/i/Ub4o48+evXCF77w6nu/93u3B977tYRu/k1sWPtcCutSOKttR15nzxEMfS+BA+NSOEf9uVT/S/gUxqW4uRTOpTg6irPyc9S3sI7YdNSGxr6ELWEdPWbLEd/CYMsRnEv0D2O1Sd1zTS76oNsG3DvZfrvN17z2G/u7Ot9vH3lX2cXYw91zRR/2uJC78YAzETj6+p0+n6CZ+gTHp3f6PZxTNzV3sU9CsYFNfZXuLv32Ojjx23IwlKmw5d71z6fAOBKrfgdxaod+OPZVO775xNPUr37mwVdV5PNU9MWxWE/jrZ/fWcOz13yciq/ytjBO89jY+NHfhnj6tT8x8imScKY+Gb/cmfoEA8fWCxhHOG5+u9mZ5p+8wY3+R2JuHeVXnxac+IUPdvh0onUdRxOBY33w9VhfdZrEiv36+QSkm0h4U3v0ww2/5PEUBzdwcD3F4JfiWiX2R9ZRthwVtvRbxEfW0WKOY3Yd4UdfXCtTYY8HirCmHBt7/UmESR7DwLG1ovXdcSLW4jC8ngoM88pc2D/ouCvmuo7imI9TsVfqQdGUGzGWx+YUjKk9rlX8we853Hzbt33bdv33DyP9tJF1D0f88mBOLr7uda+7estb3vJlc8PDKT9/8Pjjj1/99m//9vb7kB5W4cQnt9/85jdvn+LW33o6zUFz234AN/ybiHXPvlh/PE851tfejU1eT4QN7PEJ1X5yYYKDT+uVtcZ1fOKTPnC6bzhyrWKHa6/rg/ybxJs98ljOwJiuo3DwjB8407wRF3tj/c2JCccwcGGO4/cIx9Zi/UnH7eSMP3yQuziGMeW4IfWfrH1+uudv/uZvtjfI3v/+928/5eMT3dYgdr34xS/efs/fT5T4TX/8iaW5dyq3+KXNPpKeeE0ERn3l4lRgyB3H8M7F0s+6dWTta0x7dWs7sf5MBDf64vfIteoS62jjW29uyom7+ChvrBOud47TOW6NsDfBsddTHPy2jsq/CY75gZO4mc7x5hkcc/KIX9YuvlTuEpu9DnvsL+Rf9ux17nKOD/skfol5ft6lbzr8aB0VpynHcPBqPXZUptK6hxu4E8GFtcLaw6/p2oXXOJmuo3yAgRtcT9cta4W9FpuO8ItP+WeOd08z4fimPrMr1g1onLYI+JQK8qaBlBCwWvRvGO7W6pKRPbCOBEFfCV5yhX2rAScacQKDPZMFIMiS9IhfYoNfvk25YYcbJYl5BIdf+E2m/OpvwpY/U45bzPA7XQDYghMcs2PKcb4cWRjZQvh1iQfdeIElh6Z+mQts0X+N/Rctvftf/NR/mjf68QnHU4wsNr/x4jjNP5zIO7ZMMdiTTy4g5ujEt2xwIWtu5eu5R37huAdYE3uMCcODInhTDP3wwy/xmuDowxYPM1xn5PRE4LSOsumIX12jJnasfcSaHeyZ5iC/cItjOBOOs0lfGMpE4nhdj6f2tN6wY4qhb9cWPuF6IuXuEW6MC6eHg9l1rj3yhB3mxDRnGpMNR69VOIUjRkfswQ1xPCf/8OnDGn6z24NrPxUAw9ql+BTlvesPCXhYzUYPuP3MgH8w+dnPfnb7qRIPrNRZw/0ON6xXvvKV2xt08LMt3s45Wiu6Bk/zGMdwrH/THGZzseLP1CcY/PFGVOv6OXysuuKMk6PrqbUCFtuOcAwDx1Nu+Kav9Y9P01iZR/q75oU19Ut/fY/MTX41x/k0xeJTfY9wzIZ4mXLMJ3ks5sqDhK5vjvjddOUv//Ivt2+R+HkS3ybx29x49nNK4uYf37785S/fHnL0zzAf5DN++EUvnh5k17599eVB4+37rud8YQs7praITc8GphjZJP/ybYqFj+bCkbyBwx7HKcd80Bc/sKYCx15AfjbXz8WKE/3dN0z5NS5e5fHRdVSsL5E7fLkEjns7gqsj4v4FR8qUZ/1Wfqb2sEHMxcvrqbCne1+vpxx5M1B/13PHqZR/RzjGb3607kzs4QeOYUw5htH6l00TW/TxJpR9cXk4xTnV7yuuF6H5d3hPIV7XgTzq9A3Q/99Xu/GxgXnXu9519VM/9VPb11enF7T/78l8noDnGXiegecZOMjA89e7gwQ+oLt/wPf2t799+6d7HvT5LdHn5XkG/m9gwO9rv+Md79j+gaQHUG78/WQJ+bmf+7ntgdPDDz+8nfsn4/fv37/6+Z//+e23uD3wdiPh04s+efnWt751+0S3h97Py/MM/E8y0G3j8/d5l4+C+7vf+q3f2ua+B9Hm/W3i4YAH2n57+8knn7x673vfu/0e97/9279t642HNPeu31B705vedPWiF73o6rWvfe1WP324cZstz7c9z8DzDDzPwP9rDHS949fz17z/+6J70U90SwYXXe+8re86nEuL/j7C7j+deregd6zOxWGPGw3vwrjBmF7Y2cMWX2O0aZjKf/3Xf23csMXD6Yk9+phofRWWbZMH3X16SJz0n34aERc4FifvDk18EifcJN7ZmYo48U3OTDn2CQg3o4p3XKfcyJf+Wy9b1k8C3tW/5oJPbMDwSaWp4LgFm1/TdyblntKcmsRcf/yKlbyBNZHmpr784de5Ys0SK3Envgo2FRjWLoUtYnau8Ak/Yu5TexN+jcknxX+Xx++EGzj4+dd//detv1hNpGvDJdZRn1pik3VCzKcbDxzD6mdiJn6xQ6x7Z31qi7EvsY6aT83xyXoTB3JG7oj3dB2FBePf//3ftzk1XUfhxDOujwhbzKfWv0m8/E5yYj2eYOhvflsv2MKmyVoh3s1zc3z6CSy8+mdl7Qcmey4xYotPIJuXR67j8g8eYctkDVzX0T6RswGe+cd1il+OcviceSU/vvM7v3P7KQEPsv/l+p/B+bqonwFQDwv2e97znu2nBvzMyWc+85ktp+jR8VMDHnT7pLL4irm1Cz++fj8VGNYKMcfvJI9xjBfx6mu5E3viF1afHj0Xhy8KjuVMc3yCw47mlmvwVKwV5pY9xfRaJc7ssX8zp6ZznD/tBcS8a9bEN/Hiz2TNajzrjbxTrF2T/IPFJ7ks/2Cw61yxZvGJmJNycCIwxBwGfqc4fBBz5ZTIqc997nPbmuHDTx/4wAe2/YOH23HhZ46+/uu/fvv2hzfTfLvEvMD1uRy5TuHIeiZe5/bnA4z8kcPT/YD50P8qkH/8OVesW/xhj5yRO1Oxp4VH2i+di1Wsxa6fgjoXg/66juJ4wg1+Fd9A4s+RPb+Y80m+rj/5dq5v1gocH3n+oj9+rKPW4+nc5E8Y8m8yF/LfnsA8OLJXkn9yWJnEO1susY7KG7F2X2WtmM7xS62jfLMmWrOO7JX4FMewpmLPr1hv5M0kd9Z1FL/T/YD5YF7BMBcm8wGG+SBefBHzqVhv5I855Tp1ZG+xt+H8pzB7hOVcMnDahOEwQyWFoyQhdDizShdOOohrI+9iZpEVyDBsZGE4roJkODDgw1FMOEf1Nh+OdOlUVpwwVp18cuymVLvSOCtGY8Bq881mvEgIdW2m9jq34WiDA8OFsYuIDZUxlXyPn+rXpNFfX/ziNn7zXV9+wVolnx3TiWP+qDdp0qOTPeGwxzh0SPzhJoFFRyEw+L3K3i9j8cuibwOjvQmc7+nscbJXPXvYgh842bHeFBTDPU45qp698gXHFhAcw4DHtnQexDEcdriwwuFT48ApTnxbJbvVGUPhl6N+xTxu1MNacegp6cQfe/BMyh8cas+erfGZP2E4ptOC76jOGOtCy2/1SrLiqKMjFuUOG/DDd6+zZcXQb88fDD7B0c9mIQxjxp/jKqc45k+bVvEuXvqxI7/CMV5FuzHkHpzWP7xkTzp8W+UUN+WwC30bu3WtyJaVn8bJbzqKi1BjrBi3ccOvcNhrXZfH+Nmvo6dw9IXBpvxmCwx4eImbdOjRWQVOfmlXijm/rDekvPC63PE6gcP3MIxjjssdGPprD4d+OPokxdtRPR3FpsP1Tr28Se8UN7Bqd0yn+QSXLenQp7PnRnv8rH6Z33wjfIvnVWdrfOYPjHUsesaSgzjWX7tjcmodpYO/hI6CH/YoXme3cZzzbZVscYwbeuYUfMXaVV6EAS+JFxgkHetEes1vOOQUx3AUY9aPT2LVmsMWku/08Je+Nnas7eyRe+2X0hH35BTH2eJIipN1gj+VOKRjLGWVxoGjzVito/hoTuz5W32CR3flDxZeiqlx5M3qu7FWYUN+6WcMuSePrRc2znBg0NNunMYIKwxHEjfyDp4+bIW16pzCoWc8P+XnJwPcpHvD0GvfTIDloSwbPeD+27/92+3hleuPh6t+5/JVr3rV9o8tfbIze3CsjzF7mBvH/FL29qyxTIdP9JT2A9sgz/zh+yorRvXWcvZ0rcJJsaSTLY6rFMt0yh0c81/u5BMdXN2GQQcGm+UxfTGCU5zo5K/XCXtXHeOwo7nVG6rZcwpDG4xwYLDFHDc/2cEeZZU9x/qv/NFtr49jc7O8WnFWfmBkTzra2WFeETh7W1aM+q1x0p7v7qv0d71ij/Hih+/0itfentrYAh9Oa/HKn/FWyad0tOGvNYct8NZrTDorjv5xnK3ibT4Q42hPR92eGxhKPqcjVvyCy6c4zub4o58Yp/bq6MGS04rYOcon/jr6hoh/VNu6oa+4+o16a869e/e2nynxgFudhyvsyS82wlwln+gUPzrNcf3xyze6dMqLPU6+0xGn5hQ9/hkjHXXGaUznpFjEDxx65oK+2UNP0Q5jjyMvYCjsxaccFnP9erDiNWHfqZhrj790rMXGJdrEwHjZUdumcP0HRgWG0jrhaK3oendXjmEbhz9i1Tra/Fr5M94qe27wq+CHDytG/Kl/EA7+XHvxI5eto/hR4OT7iqM+jtUbh19w2LS/b8gOY60Sv47p4Ebhl/wlq+/Goausss9R/Lb+wVGMk0/7vNmPwy86jnCsW+XMiqNdWSXu6NWOG2MrbKWz+v0gbviLW+tW+dfcCofOPo+Nlz1sZI95pbiXwa32lT95sEp20yWNI3/NcbbjJp/o5/dduNEfx/DtK9Z4F4PVnrV9zQe2GFt79mQTm09h0ee7dsJ3/LIHhjbzHA6dcNLXB//GJOrZ1Pyuj/7p0BPLFUMdHHpsCoc9/KLPHjoVOvjl1ypshkHYoq/5LebwrV2OcEi8rPbonz10jAMLL163/1t9ondEvnRHeQTlmb4CYOPu9wX9AyoXD5PYQ5YCHikc4jynLV4WCzoSnMMmik+4uTgjzrsxyEGc4KxJqB7BJXLks+f+9VdBja/4hwZdpJuQdAoce9hMR+Dh0POum80zXePwyZHNFk4+8YfAaPGDpV5C8al/CMIXNzL8VvjEHz4ncLLDeM7pWNT4b0x2KfQUPLAHh+wmkkXpHWs48StWOGMn6d169hiH3fQVHNHFC//omLTs+Id/+IeNE/y4idMefzDa+MEQS+PQcc5WOP7ZUsKX7DI2X9izcpzPsOiwxwOVL3zhC5suTDHX7gKrr4LjfHLEjbHE07lx2IIjPMPtJpW9dLTB0kaatL1Lp47P9D7/+c8/m5v6l19w8MV/WM6JWMcffPz65zI+ichGGPziPy5h4BhH2gh7jMMvddqMwy9jqUtH/hG5tc4rdeajYjz2KfjDs8Jf3Mpl9sBYfTKOgmMY7IUhNuJkTsG7d70hV987/vrgD545SOIYDjxS/pU76tnLd1w1D1Zu9Auj9QaOBxDixUY48kYOO9df4RvbCHvKUXXszC/jmocETu8kiyd/izefW0dgwRBL81Ieijle+SNOXusLny34MbbCnvLPOVusnziWg9Y+9b72zieFTmOyVZ384ze81jZ696/XUed48MCm3DjFTX6zlx4dfdmj8NEY6zrKDjrGSvSnx3/tcJqf5QZu4eAPv+pxnODYfMKzQsf4dBTc8FUe44+9+hjHmPQJbujhr3HMAf7IP2sEO9kjv+DoI07sNiYRA/Y0z2GZ4/y2joqz1+s6qi8M9foTNsLAEb/i75/+6Z+2Nu3Gxx9unOPXvJJDYegLA5Z6OHgxP+ma24o85h+dOIYZDn9hNRZ7rSd4lDsEjjnOB33NN/5nj3mn4DAdGArbW3fwYBz+6c9O48HMpvjlf9x0reIvPLHUzu5TcWILn+kQfeitHBdL4xnbWF0f9FGHG2PKMef4M7etOY4w8StvHOngBA5d53LPWHRwox238o//OPFbz/jAc4I7dQqBgzcc8w+2/rj99Kc/vfnL5/xypMNGBY7xFfMFhtfa2MAedvNZG3th0MGfIlbOswd3ijpt4iT/cJmYFyt/cpRdlcbjF87MGeso//nGBn7BKG/Yy57Vp7jBE3twrD8cduGWfp8QT4etcayO78YSdzH1j9/Yo7zsZS+7es1rXnPlH8U9/fTT229y/8mf/MmmZ35867d+6/YTJT6N+dBDDz2bf/zCD47Zw3fY5oJxCB2FXwmfmp/q5A5++MVu+W1cNid05AVfiLGaK52rEwe2yGXziD1KOvDZwiacEpi4SegYi19iImeav/VxzYNBjAvDOI7ZqC9b3H+43vHBp+Jrd24seuHCMxZ+CGzjNK/YLqf43jqgnT10K2KAvziUC3IHL8YrrxzXsflN2AhLHNmzChx+mRPs5AeOEufslBsERiUdNpiXMMxb84nN8QeDT/Ii+7StcdJuDHPdtw7Mpz4lbDx4BJbxHPnEZ7kRx/hrfqqrr+OqAyOBBQO/6ahrDZTL+ssJOvmgP3vpEvboz/bO+aV/sVCv/xoHtugbTnNKTpRfcGDgGG/G0M6edPBXnOApdI2XjjHww254fHTNkZMebstv5/2TW/p+v99aYZ159NFHtxi7vrl30C4P2SxGYm9cc2G/jlon8YPH/HWNUoyvD3utf/CcWxfZaxw+KDDkmddw5J69qCPRJg+sp/nNT3WtozgRU/bCg2MsxV6JrQp+5YYiTmxiT7iOXe/YTMd88nMv+C0f+Fw8zafKZvD1H3rayx1jFO9iynY4XYf4k8/hZCvb2Woc1wV2wWNj1zuv8aqNHnz+KNrEIT9bJ+QyfXHCGY7p0itW7CKNhWev5TBu4lgOFSc8K+zgO93GdjReOK0T96/3fuyhqx135hUcGHKcLjtJMaWHG234s0+nD19bHNJZOc4eOMahjzM2t6abE8azhirlFs6MARMLUMahAABAAElEQVROWGuOmgf88SyHrljLZfbQ1zeO+WMc9Xw3jsIWfBgPPzDEeH9fBZ9OdsDjkxzkl3ZY8piO+cJv7ezhN/7kVPw6WgP0d8Qdm9vziz1hU9eIdLTljyNfssc5n1pH1z0y/rST/XojD9hsLD6wWbyNJebljJ9v45ccZa+84TsJm81sgsdv7XyHox4/5qV2ONrKPRj7OOHeWHi2T9MHr2zBnTyEK3bmHj2vCV2+5Tu/rH9y0FpsPP35h0PnxuI3Xef6w+9aHzcwioX5aUw5SPTDXxjOW0fxwy5t7OV/95xsoIdj/NDBsQK//FrXEm0wzCexZ6u8EksYpDjxLaGHR/6zTwz445tJxvFtx3yuz9Hjl3a2R5Ge6Y8gTvvnO5xFrq9eChrCJJ3FoqRArk+3IJCuJFCQhxwk0H3pS1+6Bcm5d7AtJvAU2Da2CEIy8j18gOO1hPVAeE10ycAOE1I9whWfomljqx89Gwu2GMvvpxnHTaWgwuArG8OQdPwRSPUmt4kCz6Lh3Gt67DUhJYRNTEKPHR542KwbWx+JaSPlnO04g9GCbaHR7kgksEkJi336/fVf//XGHw75rl3MbJQkIHt8LY6d9JUSkN/iSkeM8CxJ8Wwi040/PrFDvIwNw0TylToTlIiRi7z4JHTFk+3wisHKMX8V/tNhvxt1HLGNTS4cbLGY4FN/OmJpDLkqRhYuRfv96wsPv+Bo559FQazYr58JKQ8VIg/45euBXhN5znf5YXHBGXz5ZaLDFie+r36JNbvhwee7mPMJDr/MJ76LFd6Mo7BPYYNx+GRu6NNYxRIfbm75T/jLLzHTRtbc4jfe8IdrhW3NA/zAsAHgEwy5pchPNvPJ+HRwLL/iAcfmDH0+4E9+yivS4ugf6WQzHDmnEPwY9969e9tYLgiKdjwkMNgEU/6JEX7YYnwcmAviYG6ws7Vi5dg6gGfYbG1utlaIK5/kHxFDN4jqjYVT/JkLxsGfscxPGHyhj9vWJfVslpfs5DOb5Zd/MOSoDjd8ZzccR/lkHHmTjtxQxEW9T/70kJUtxtGXbV7Lt5e85CXP8kcHv/hjR2KOy1G+w5efNmTs57d11E1yY4l/fmnHs/64Ee/WknKUvfrAwI95g19xWNdReuKIZ59ywj2brel8ksfsMpZ8aD2x/sk9mETu4pY9eNTXb+jq35zRn578goNPec53YxIcyYnmOXzzRbzwxH5xI2yCF3/yCy8ERzD4bhxcGMO1aNXBr5jLN3ZYi1tvcIMXa6S1Vmzg8ItPzs1xPhaHfBc//Qls8wm/5oR6tuAVXrmDTzj12a+j/BBr3MlPPvKH32yQh9pwam2jjz9rBc6Mq8SNsfCHU7nVmoIfXPAv/k7FiS3mHQ6J8Vu7jKGIuXG6VolV15hsYbN5oBiTLzhmOz7xIgZ4MqZ+6uUoXfxa0+l83dd93caNGN6/vlaxiX90ym0+JeJtHIWwF2/tp4wFB3/GtFaIPd7kl5yHbd7bb8CRw4rfSpdbdLoOtfZbE9lu3Zfv4mkMhc1EHPQ1h+9dr9kw8WfuiZdxCc7MYTyyl317jvGmxGNznD8KLl3vjMdmtvGH3XjLp7ihx77719yYA/KYPWJkvfMwCZeEjhiwi/DdGH4Plw4cOWJt5cOnPvWpLafrJ/74EWPjy1Mc0SvPxYNPxpe7eCD08Wv+sRl/8JSEPdrZwE8xhM8n3Kgrh+nxg445wXYi17WxX2kdoCM+7DE+e/DMXnVsxQ1948BzlFt8ZpsY8IvN4RjDvKOrr3woh9my2mxcvhQn9uNdsR6xhV3400ZP/4Tv4qWwQW7IY7YYS721WG7pZyw5UDsdc5seHXbC4Bfb6fEThhw1P+los54QvDQWjNYB9sKhL1ZyhL/2x4445Beb6BK+skUcjK2fXDeewgec8BvPznGiGMd5cZKzzo0jL80VJT324Nn651pC8it+9DWW/IGVvY7GUfis3RG+fBBznFS080u+yzl6/HLkY3nOJxyrY0trEttg4a29nTmtHXcwCf7wY11qbNch/iiEz3TkqHHV2wOxW+z5SYet7KHLTvNBrMJ1FCd+4ZA99lkf//jHt1hbL8Xf+PiSd/zCmX0GXo1hLfatD0We0bWO6s82+rjgNx7VsXVdR9XhTS6z2Thsdq3Sl1/iLvfkJ5vx1r1idvFbOzuMi1fXIX4bk5hnuBBvXBE48edcbrHFXhzHuGnNbg7ri0N7D3FrH6Vd3hlfcb3jtzrxtv7hBqY6PHgOUTzZhnc6if5yXJyIdY1fYlLu4IlPitf8bD/KTrbgD45Y8NcaKr4wxMD+Xxz8s2I+ledsKbfwIY/jDw/3r69DOOY7v7yWB/55sVgRc9g1ojjA4Lfx8G3OxY9xxVudN2f5La64w498x52x+fU1X/M1mz1s1o4XOvmFY3PKNQ0OO8STHm4IO+Sz9uxvD4Ob7htwZxx80JOjxRqO9u4N8sF+tHnutXi6RjvygS34ErM1d1796lc/m6Nigzs4cPWV9/JPH7bIYzEg/IJtHLlsbhgjnst3/db7UvzRE69sgWc95huOjCEWXaf5b97GjfzDrX027tgiL1x75Y2cwB9/8cofsXIsR+k4Fyvxg2McR76zp+sMn8ovfeQTG9ja2DDYgDMY4izmchBP+ol3OerIBry1TuJKrJqbcJTuOeW0fnxnj1jBdjSnxIHO/ev5gj/2sA/PchiHxjOGsfBsrvObDmz8tdbiUMzVmzNEbpovfOcrHvjOP8V+VBuexaP52p6fP/xmq0LEJm74wmZY4sce5/rJUfXGVdc6ih92act3fdnNX2L9ww0d64BrEdvwR8daAgMP5rY8FXc6XQe92WpMIkZwjJPIG/MFP+yV555zmAt8dU3LnvocPX7p6c9RpOv+Ec1pJHM8soPnmDrFawQ66ku81l9Z8Wp3DD/d+p3SCaPx9EkfjuRhQ3WrLaf6wsm2+qiDQ1/R3jjVNf7ang4c9XQSr+tTHR194BPHdSx14bCHwEh/q1jqGj+c2rOx8em1uNUnW9JxTrT3etXxGgb92tPf+7A/h6nfOtZeB2Z+rK/VJerDWV+vNoerPRx9VgmjevnjNf3kJlv2OmGpZ0fjh6OusvIXjjYY4q2dLc2pFSNc+vQ6TwdetuSLI/1V1NW39mzJB/XssRjuuUknnzrXZxVjhMPe1ff0YGRLdfpkT+17bPWrTnqOhP6qk4184g9b+Ja+PnSyRb3iXEnowFbS7RiGfrWnT8frvQ571GdPOvTCdSTh7nWMFY7X9JLVB/1gpRMOHWXlpvH2OvXV3utTOur4lA/01Rmnfr2mE4ajQifRvtepLz36p3TUaedXued6lqwY9Ojvc50uPW1wiLxxvtoclrperzorhjGIOmWPox9746/2+rBVqT99rwldZW2v30062lfMxqMPW5s6rxWyjlNfdTZH6WyK13/qpz2b6x8WndXmVTcdfbNF+6pPJ3uLd7FUn4RhPBjE63SyK5/UK/lAf9Wpb+2OCT3nsBzZs7bTc64Yg35jhZFO9jgvl7MjHThhhOM8URcOW5QVQ3v9Ooa5YqiLY7acWkeNE95qXzjGzZb04CqkOjrZ4Kj+lE/sYQd7bLBXnXDr7wh3r5M92bjXsXaEbePvJsoNggdgbhxs7m3y3aTSdWNk48+2dNxUuMFxY0Liz82Ymwd6bsrcVCjaCd+0u1kTNzcxbvDg84eeNjdWbvKM4ebNgx5tCu7clMLxAIt9+riZDIMeG9TzCUfajeMGMCw24CdO3Kgbr5s364D+6vRhrxsmYxK28Cm/3Zjlt7GLjb7GZRPf4k+/bIGX73Twxg52J+wUGzdkjdsNMh3j4U1/sdGfzeK75pz+bu7o8I0O3wl76Gan8fDKNmN1A01PHunPL/Zop6eOqMcf3mHKoR44wSQw+Goc8cANXnAcN+rpGwMH3nCEpRRzOtrY3fgwPHA0NqHDPrnjNR6MhacEJz38wgvbxSAMHGsvRvhQzCNt6fUwDp4ci2P20lPki/HpqhcDNntN5B9+msP63L9+KGIMxbl2PPOB/+pxjAP9CN7YgWPxYAvf8R4OPb6ypTlqfTD34IsL3tXBhmmN8GDDw0cPDT0A8iDNmzrOibGMIVaOxTIf6fCDrQodbYrXtaej3ut0vE5HXTjljrpVtKsLuz6rTnV04cNS11h0nStwql91al/9hkM3/XwNQ31jZk86cPRvbPVJ/bJnr9OYK/bep8YJw3lcZa9jetrEksiFVfJ9j5UdjQ0jm2DUDqtxYDRuus5XnerhsknfVSes6uivOuqNUz3sbPdaO/3a19dhOirFKW6yHw7JluphKuGks9bzS2kMOvqvGF7vfQojzFMc5wvsXjsm6mFnIzvCy+Z09MtWr1ccr2FU75jN8PbjO1/1t0Gf0VOvb7H2mn4l7Oo7D8MRRjjaGysdWPor2jvvdWNp15doU+qz1tHRR3tjOSdhOIZLLwlTbulbLni99lmxysN0tIVdnXP9lcZLRx2MdGrPpjDU08nG2h3pVLSLV/ZqD5tO+NmjLR1t4cjh/N8Urv80dn6kHwa9dOAk6XdOX7ujMfbrWnpHjl9xDf5Fz46gPNPXRdw7AN7B9LVLG2IXbxuHFqB1Q5FjNg2coyPINgI2CC7u3vXwjoeLPtHHBgeBmY4cmw2loLYR+uQnP/nsO2CwjKMgFuGO+oedLXRqt9mwGbIh8c4wnfTYqyRsagw67FT47V1EmxUbExsVm5t09KOTrDj8Iuq888GnX/7lX776yZ/8ye1TnH3yhU42OxJ8KDZ3iU0Qn8TK5lHxDjNb6LJ3z7G++cw/Ovym99RTT21xZge/0qPDDnpsJ/DlAwwSf97JSrzrxmc4RIyMk6zcpKMOtzaF8tA7ZTaYfDOedgXHvYbHnnJHPXu8a4YfOD6R1qcFGt84hH4ih+RouWQcm2nv1Nuci7VNKHuN2Vh8I2HFHX7UdaMj/2B4F1EsYSjsxbHS2PDg8EudNuPIHTEh3nVjb/ypjxvtxmaDMfCX8N1Np2LDbX7juZwwjpI/xg8j+7S7cXAj6CbNu7neGcZTwhY2KfVzzHd6coI9OCb8hRWHN3HTehR/MNjhxoof3vksR+mwlx3wsqXxjKUujs0peG6AcCz/mns4MffixpHNxnQ0Bhy2yD03Oz7B6SZp9TuO6RPjx02vcSNGfPKOPn7NKxzziR6dxgwn7rSzRRz4Y83xCQnrBJ9gxE2+b8Y8Y8/KMXtx52FEN2w+FU4n/2Eo9BK8KGxiJxz29Il3Psk/eRx/OF3zGFb8pgNLfMxx3PRpi7jRBzfsgRen6sVCHQy8WG98W+errj/565MJ1p1812/NQf0JO/IbjrHoPfnkk9s10/UBVjorNzAJG4oV/+jgR/5pU/CT786LwwbwDEZjONKBgz9+uQaLt+u4mBuPDpvpJOrkAgyFwMGPNRA/5kLrhXZ99nOhnMJfftLBy9vf/vYrn6zx6S4/7cAvOmyJY5jJKW7wbG9iLlnT+UWPzWGwu7Eda4eLP8U62ljsgbfyZ5yEHlv5xi/nbOaXh0HWQNcFeexhWTr09nkMw1js0m4c/e2XFDg4bq/EBjEg9BP91/XEONabj33sY5sN7HDd4xPb9cUP31cJA552Y1m7rDv8iBsYRP/yVJ8ExwrRDss12JGYW+YmTBJ/28n1H/aVO2yCQcfaxy8cWW/WdVR78YwbNsVN9uHYOmHtksvmpjmxXuvL43DYpT978/03f/M3rx5//PGrX//1X99so+PnBnwLRxH/bHJMvIabj87tQ8VbnTVZXX3wkB9hOK462tllfuOKL2zVl16+Z3s4xtPuSIe+3LGWirsHbfjXrpCb7FlzSZ7JHXsdXIq1vTrb1rGyK3uyhY5xylFz3BsHxYl+OjAehEMfv3jmn/xb+TOWsspqS/iOruF8Yoscxym/0nkQx/SaW+YVHPtA/ihkz3FtbEqMI07ssV8Tczxn9x6jfvs4scWc8Ok01wT5B4ed6Xq99+sUfz5tJ/Z4sW6xO5tPYax+aSeO5rm5af2Dp+C49r0tjeOoP31zvLXSdQHHrT9w6OxF/8bRhkP5Yo/TvgRHcZzOmjvGb+2D51sc7hOfeOKJbX7CU/Dj/uoNb3jD1ete97ptbbW+JrjPd3XsYr9rL7H29e0G48UB7EQdrthnPXCu4MUayi97CtzIIbbzzTjGo6uOwOg6pN44cg/PhD/maDrq1nU0LPawN87kHntcg/VV7t27t/lOVzub1riwaX+tki/2kdZA+L6hw+fijE8Ya07D0V684tinOdlOPKsQe1jsUNi0Cgy2KjAU93fWHNcr+1EctybjIo7hxbEj/zvHsesUjmG5Fy/mq052sUm9cdhC+Gvds1bgx37WXqk5Lg57bvQLR3s67HEdF3eYjz322DZW8YzfOIYTL3RqF+++/edTz2KpHY/5suYxW+DEMx1YXcPtkd0nmuf4K7dWjvPJ0dxJ+GG9uX99/3rvOu/atxmLGAuOo7iRU9zICcV9lTjBEnN2x19Y+if5RC9+rBnxLndwoz2/2ZMtcMJwpKPg2HrsOo4btoj5qsPe5qWjMRsLrjiaV67j7sk9q7Bf6p6JjnGSMNgKh6gTS/NS7lgnrKHWvrjJb8f6ODZf6LFFMS99Wl2b9TKOccqfFWMfJ+1x+JGPfGTjQrz7pgVucMDmcsdrOBX5pU6RO9ZQb4jiGL98g0OMFcfh8EW+E3W4sVZYJwh+cbTqtI5qX3FwzN7GYY/ruPxjh7luPIVOHMJJWm/izzrBJ0f4OF5zAi9w2JHoy+dirp3frnniwad++ro+R4///ep9ABEJjLQYId85ZziWrCRUh/x0CqyElFSSQZLWrg+MlTh1K4bXJb2bNkFs0oZjHHqOq+xxBKSE1MYnR4XoH2Y4zqtzpCsRS2q+OW/s9Nm8SvVhaeN7hS3Zk072NHnCWHH11y9++acuDEfnt3FMxxh8g7NyHDd0sqfx1dWurnYYibH3OjdxUx9HOrg1ceJ45SGd1S/2VLQbOwyTvfzTlmRLOPqTjl7DEWN+WegVdek4xh/9hN97HTYUqzVv9MGfPvl5Cke7sWHwifBB38SYp/zKlvTo8EW88eS8WN3kk/oKHOPyydwUq1Mcsxe/t3HMZ+OXO3D1y56buFn99hoGX1xE9MWxY76HE25crDpeGxsOfQWOulWMRVa/wjWefvhwgbApwPVN9oQBL36zGTfmuDj1oHK/VtCBUe6sGNmSvWLFN/awMfGa/WudtpWb2vjVGpgt+Z5+5zCyp9fsVAdjzZv6pJ/N+hH1qw57jM8eN2yOe47FLX7C2MCe+QMPhusd8WAaN8ZuLPXxE8fqtLOJOBqL3v5aFU76nW8dr/9U79xrGLgxx8UV7jqO9s7DcL7W0cGFWMNx5JP6xFh0bsu/cPYch2HM4hROtqz28CF+6GdLOo64Xe0zxp4bOuqsFWxnV7j09de+xgm2uoSOOhjZDCMdbXTyq37qFeJIP46bV84bO104jVPf2hyNLeda0+WjulWyJZy1f3rG1ddc4JscgrPqxl99HPmRTn7LFxtt/Y0dN6s+3VX2Ovo2x+nBiRvnxswv50RdtmQXW6yj7GlupuN4yqdw0mMLbmDhcI9jbDpkz7GxPSD64Ac/uP0etxtSdtvEeyDyAz/wA9sNnJs4GPoXyw3wGcwVVzt/3FC6KfAgQ/uqo2/234SjvYfl/BMTvK04D8KAzQY3TB7Crg+6GzeMjupXe50bl09ulrrmWU9XLvTfY4TlqI0titzxQJg9YqzNmPXvqB9Z7UmXHW7YHe/du/ffdE5hhOVYu5tS+wq2lJdxTE/dKqst6uHwCT+w1gfd9WusjuF3DAe/8hG31hslnfp21GdvC1vFRPEVb/3dJDefw9L3Nr8awxwwH+S+PYr6MLxODx6praM6Oj3o9hDWubH3OiuWtrWdvodgOCbWZNeHNf9O+UN3xTGGWLvx7yGaubXXWW2BISY+me7DPt7UFWe5Z83xkNHDAz9Ngi+8Wy+s0yvvOFxt9FqduUBat+oTT7eto9kpzviIF31qczROuNtg139qd54OG9hNvNZvlc5XvvixYpnP7IHjqOiXjnb9HVdZuWGrfvwhdPm0+uA1zLXOeePoF8filO1wG/t/sXdvv9p9Z13/l8caExMTJUZ5ioooSmmhFKQFStM2DTs3dZMYTeqZicY/QD2GAw8IiSee1pBK3BAN0VK0hSIUKZtCW1oQ+XIibiISDtycuV6zfX8d3K7nWWteY/Lr88PvlYw15z3nGJ/xuT7XNcbc3HPNu/a3Gq8+tU5fvI11ObP6BAcmLqs2t3y00baYw1xjla+WK04+xpcPrHMTmKt+ca7dUfn+z/rZOs64GFdxq6021m1f260+2Q+jvOGLdfVrc8s5LrZrz6qjLX3LY36ufB7SuPYH0P0fWoj3qg0u+mD5tOpre3xbL9/g0Ci/wlEfVj5ox1a+1nGGkb8+1ya/w/wswm/EqF1+OWcpb+Iczm0e1zZ89eGYN3Hik/iy6jyEYV/71S3OaYwP7Orkd/y0Yas21dcGDh6rxrYX78+2/uzfFdN+cbT0oA58/sFJ5zg9lMfhVieN80v+xVNd+Hwvd2q34uSH618GM4191mbFsI2t2qijjba4yD85zaf6tMzHzyJ89q/t1bFfX9rD9xmu9Yx/PueT7SuGz+rAwYVf1lcMdXbtNx4NNtE4iSyHOZ+TKywHXuSEfdqXFJZwMiKtn9u+Lqtj2STSpFa9xH4RF3Xs19Zg83lNKlj2P4YRTgONT3ysnf3MtheZenxX1JUQ+NRe2+q8CEd7bSU3Tg9p81SN1aMxfW4HLi5Kfj7EyT51tM9g2pZZf4o26vCnkwWf177hvMgv+5UwDM7b/MPpRRhx1q/Y0BjGrcbqqbPyq+265IP24dzq8Fh7WKtfTThntYkT3+VO8V7zr34e42Q/PeSNWNF74hcc7cod3NbYPMaDT2HQGE6f89fyKX5VB451OLRZOdi+8lv7WPuhLxz6wLhts2LeYvRZneLkBpb8gbXaYzj4FhcXFuK0xhtWfr8IK7/FnMYwb7k8hrPuhyFvmm/qWx0W5+PDzZ+1Do27YLr1K8yb5sfHFcPxTnxwsjwbK1i1W+dR/dePpfIYJzh8MsadbN7W9/l22+pf/dFPrGHAo03tqnPr54pjXT3txIjGcG7j8hgGnLTRP7zbOOnnMZzqqGccGBd4wcyf/NPn8ywcsW4ehbm2VefWz1u86tCkeX3VWP36um27ftYvP7oh03hY6zymjbrq0KR5QuxXn9Tx+Xab7Zl9/M4nmLc6vKh9OPmNgzHOHtLmFrv2ljAUPsF5aB6tzmOc7A9HzJ+isXi4YHQDztNjngbyVJEn+H0x5qkrD4O87W1vO/Bo9lQLuxvdbnxOzY1PdjsWzuDRBI4be/03y5n21fVEj5uEsOghF89a854b+G4Gukn4lPy/7QcOPj1h7knhqck9WLjIuYnhQxvzqPyR0xNz056ubk7LaeNqavKOtlMu+tUWB1zoNNWHT2Ll6XI2wZEzNGa4nBmTR6PP/YGhPU7GFd8eMvXMEXLDE35utPsvqt5x64LfuQWfPG3sKW7r8ujWHvLXNvFxrLKOh8/rfGf7i+ZR/VSnef02b+xXVtxbfj7rmx74sKfMo0fFmz/6wbnjOD5r3+v6TdNXP64YNuJ2qwOfbH+RVUce1349VtnP2vcQljoKPczt4g7jtu+n+qWtWMGyvMW5/XzLKW1sbxzAXO0pXPjEb/E2b8G4xcn35+HZj68lHHgwaoeTdfYUjeUKTfhl/bbN83gcHXzujzZitWqztovz2uZ2vTra0YZv/LrFUW/d9hCO/dpbhmvJLJ+CUR15bE7iHz9XHHi3etm2Gg78oDG/Hhrjj2HoU8zFxxjH6XaMV2ft+3Y9n/ARK/3eavyUsRCu4y5MOPhYz6zXX9tul/anDT5pvMZXncc42U/fzo3hrBj6fQyjfvBJ41scdZRb7NWvNd5h3vb9ovZhaUtXupj/brlUb2d56atLdoi81vZpCvgXHhdN/+Af/IO7v/23//bxaoPHJo+nIb9W6zUFXlPgNQVeU+A1BV4uBfx7p1eXvPOd7zz+5c/Tba/Zawq8rAr4t9KPfexjd+973/vuPv7xjx+vI3j27Nnd6+5fgfF3/s7fOXLYE76v2WsKvKbA/3sK+OLi3/ybf3O8tsCPTn7wgx88btS7We/LIhf6bqZ80zd90/Ek91/6S3/p/z2RXvP4NQVeU+A1BV5T4DUFLlDgxY8Qn+zAt0H+TaX3Q/nGYHIT1omA4u6+bwhuvyU4Q8s35r5VqJxpW13fjvoGBScnIFPjDwz+9I3JBAsfT2fwDeZE43zqW5unfPPyPK5XaMyPbOJPbeHwDcZUYzkMR/Ft6TTm5XA8JnkMQ5F/cHa1SadysM9nluVOGHidNU+00Nec4VtbJ/cTS5vaTvRZNYZj3ppa8wTMcvAsFn0ruEz01Wf6mit8C0znCRZfxEm8zRMTDHzKG3jTMQUHF7aTf8WcRsXprF8waOvpSt+MixWdp3bFPNo3/ekz5UIX/u1orG8xh3VF7sBRdozG4hyfCdbKYTLf1KdYKdP8g9M8Uaymx3E8nLfRBR9zxVlrTMGi8Y42q8bl4Fk+aWO5M4+Gwz/64nNrfJZbP/ZjP3a8W/JDH/rQcZPbTW/vqnzXu951/L6LG1m0Vf8hnFvc28+rxvbtHKv4BU+sKrf9PfY5DP7saowLvOdp/BQu2ns6tuPdRGP9wKnsHKvkMZydMZ4uNIYzHeN44NN4muDAwMO7XOniyb18eyw+t/sdx8u7aZxgXqExn+jM6DLRRlsY/EoT/qW7d856n7P/7PjhH/7h40lu69p4Qt47q72D2zziP0FoYn3Hmkfx4JPlxIp7uTPBgaGwXY35hYMyyR3x7joPF3k8tTV30ucsVtpYfr7nUfmoNFdM9OU/DBobDzTq9URntYmLdo2rsxjqw6EvLlfNoztjCh/awJjmDb/6zyxjYXLeBoNdMY/+ZmjMLxpN7Krc8d95eMgbc8WUj9wr/+ApZ625Qjs8plzW/JviFG9LRp+puf7gGwznb9N556H+56weQDNQDDrv63PhT7yJ40STDCYB61OHtXVDzYFjekEAQ+EbTlec9JJuZ2Jb+eA0MQlFXzzgTQeLvp2MwaENrMngpW82yZna0gMWDlON5YziIC1vpjFP4yYRfM4aPfmUxjvarBpPuMQ9jX3m2wSLP/R1oxDG9EY3DqtfU334ZDzIm+lcgQucDkTT/Ftjzp/JeEoXeeyHPWBOToK0U+AYB9OxEE5z+hSHX2E4GE61gSNW/JrmMJ/kr4t+5kux3RvdcmaqDT58yibjsrbGFCxcdvLYWKAxXeg8sXIHp3WsT7Aa47jAneTPymGqDe70NQ/iMM1BGDS2DGeii/a+sDEPm/8mc0U+pfF0Lg5HfBhtJnHSXqzw2ZnT05dGcG7Hlf3iSD9PcvsPhA984APHuTA9varE6wfe/OY3H68jgAHrFudw9gl/tOUX/3b8gsNoO+WSxp2f7OLQEsYEpzi50e21D7SZ5A6f0hjmdD6mrdwr1pMchpFfHav4NDE44sQfGBMcGHLPMc/xzjwhVhPfaFN8Wk78oi+scmbCBQbf2M6YgoFLYyrNnSd4B7cf/PVjqT/6oz96xMI5sC+/FD887ilu52v2awNrx2pP3508po/cMZ9NYwVDYY4NcKbGr3gU9zNY4kLfxtTOje7mYv3H6QwXdfGhDb92zvmbj+HRZaINDO1p0/nfWX/UhwPDPSF+udFt22R80hgn2kwx0riYT/NPnGB0rj/VmEbGFJ8mGGlsDmF03bkmorESl0mc1tzRfqoxHNqYi/GZ4tAFDi50npoHFnCgb/c2J1jlDixlojEMhfFpqs2qMawJDozG5q7G/qPJGHWM2Zl3+HJr88jfIt1/NuD8wq5Xa5jU+tGTB6q+cJMDEKd92+3X1/0Ix9mEaFLDxTflyvS9f7j4gRHfOLzxjW8cJaiE8C29Sd+397g0Ub5QjJud2tHjLW95y3Gi2YnMTbVHP7oow8cB3rtx+lG1RxsuFfhEZ7/s7cLCyRq8Saxeuf8V4+yP/JE/chpDW3zEya9Oe68iv0xKZ80XNU7kLd/whjeMMPQp1n59GAeFPmfNAVWs/EANDD9kdVbf+vT+P/FicKYn9CZ92sgZFzsTjcXIj/CYL9wIkD8TcxArd0z6fjTirBlDfMIHhl9VnmpMF3FXcJlo48e96COXX//61x/zxOQgZL7yTbTxKd7m5E5inqqRAyqNf/qnf/qYd+Tw5IJJ3jWnm9+//Mu//PQ82nzjqSgx8yoA+TfJYwdnGvtl+S/90i895q2zOPjIG79c7QejHKsmeUwbWI5V3p/q+ADnbA7CEO/wemfpU2NdPTjeG+qC2ztBzel0PmtyRw7yy6+M0+esxvrER7yMC+NqYjDo4maDEymvjnB8ODse9O1dqvCYMT45gdbe3KeIk3kCn7Pmph6NFcc8PwI+Mbr6sUT55xzDudtZM0/gYx4V5+lxXL9+nK1zm2f3r/2YnCuZb4xxx07HcfPWdB41FhTHvNvjuJtSbnC///3vP+Za58H4vvvd7z7OF//6X//rR545lv/Lf/kvj+MdnyYaN285PzG+vOv77DxRXGkDz9iWe5OxKW/EXLzMo3AmGnfMc67jOOUc96zJP8cWT9V7it6cPNHY2KQNv/CSO+yMzs03zrnkoXnCTeHJsZNPxrfzHD5NjuP40Nb5qPeXi5Oxftbki5g75nW8m/ikX69hNBcbK5NrPBjGgOtEc47zyPDsO2PO22jMHH9pPDFj3PGBT/LRse/DH/7w3Sc/+cljjrCfhuZ8sfTjkn/5L//lo89eZ6SueOEjd3bMuRIzxh0fJmMcF/ONc4Lm4sn5gDHlfIk5Tk2PVY4Lcsd4KncO0BN/ihM+jt+3c/oJqOM8vZuNHcvPtFcXD/GmkZzg25n5pv7kCyxj3fienAPSRjHG5YwyOU8yNl3DyBu8+kHeuD5lKffE+xd/8ReP+0tf9mVfdsRroo15lC7Gp3MTY/zssYpPYmQedU3lvG1yjedcFJYvvRyjXMsYmxO/3Mfhh+LcbYLRPOr6wfWvcWUuPWvGgViLl2OwMX42d8Tccde1mft2jlWONWeNxubaT3/608dxV8ynGou3tvTl0+Scn8bORR2v0tg4P2vmYucmjD4TbWhsjNNG/rnGg3XWHOP4JF70cUybmnjDwwcOvKvs0hvdSBlkBtxksK1OCURl3X52HcYVdhWXcKa8DDCDwwWXiWhH510u6RpOnyfLqR63fcXlCrwdbeN1BZ8rMFY+rU+X8dF+R2f6XqXx1Jd8yKcdf8Jal1Ne8Zm2rx19z57M1bYlLt08bdt0eYVfV2Dgf5VfHe92cxmfXbsCI22u0PkqjdPlCo13NbpCl/wJ62XgtKvtlXkTVjpNl+k7bR+PW5xO8L2O4Pu+7/uO15W42euizE27N73pTXdvfetbjxucLhpdrLvoaq64ms8Ebzfn6vNWm7afXYazyyuNp/m88tjlEtZZLR6qv4u12z5OdF1L288u42O5ay8DhjnBl2FuHrjB54aEdTdJ3Eg3Nzy7/4LLDchv+IZvOG78mSt8mWxfli593lnCEqsrMK/C4A+sHYvLDk7zQ8tdPjvta7vjz4rxsuDQtvk4fpMlf1yDXGEvizZ8ueK6isaVHX3ocoU2OOxi1f4KPi+TxmmzE6erMMJJ6wmn2racYNSmHG7Z9iuWl97ojmDLXYJXiHcFBj+uwLkCw41u36b79sWTFLSe2hV80mbK4TejHb927YocvkpfvlyBdYUu6XoFH1hX6Lxyan26vEKjq7TZ5ZK2LaeaaHeVT2H9VuGStpa7dpXGV+Ls+qT9bh7H4SqNw/t8L6+M067Gax7v6rzLRVyuwCi+V2CF0dKNa09SeVrzn/7Tf3r8J4UnmfzngvJn/syfufuqr/qqV/9TTn1P9Kw6x2+yxCMuk/a1uQID1lU48Zour9I3n3b90n4XIy2uwInPLpabV8qOxWUHQ9urcOIx1Wa90e2/PF65fwLfk43GPnt2f5Pb3ODJQk9xe3LtRU/jlcvxmiynvtz2dbXGt/hnP1/l18uicfpe5Vd4Z3Vd61/BJX1/q80VV2hD6yviVMxo/bLYFfpcgUGPKzS+StsruKwx3tVot31crvCruSLMK5eX3uhGDFn/qrBDOtGuCELf5uxgxeeKbxTD2gkijF0u8Wi5wweXdJ7i7PpTv/nTsu1nlp3EW+5OcHikzxkOa90dX1acXR4r1i4nuqbzjsbpi5v1qeXPDoa+03gHJy5XjAnamo93TzSv4MKv9JnGSbtwdjS+Cid9LXfyGB/aFHvLCd7aHubUVhzrO5ZfOxi1nWhSW8vyb8enK/1J55XjmXXt47Pjkz535+N8aXnGj9u6xcn2qV/ahTPF0D9dPGDgX5Q9mekG1rd/+7cfPyzX6xc8mfl1X/d1d+9973vvnt3f0HIDa81V63CumIvTd8endA3L54nVvhycYGgDZzdWNFbSeNX/LK/8styx/NrFSZsdLtrm1w7O1Rrzbceu0Hiqr9dEeD2NH5f84Ac/eMwN5gRfavnXa6838LpLN7f/wl/4C8fT3F5LJkf/v7DivasxrmFNeRensHZwwpr6JYd3j3fxj8uOX2lruWNxeVlwVp13/BLnK3y6Qp8rMNLiCr+uymNc4jPVWrur9AlrymXVmF87lsaWO3aFNsUJjx1tVn13cHZzJj2vmivCW5eX3uj2hHHv1/PU8eQ9Nsg5CfBaDicEk3fYwCCa4t/EdrjA4od/LZPkMKfmQinfpgPGyZP36XzhF37h6L2ycYeTvtN37MGih5jzbRpvGOu/7sVxspQv3qMkf6Z8cMGJLtP8w13/NPavy8rE5EljYYpRv2LUhLaTx3SRg3hNT9hxMUE2tuJ4dkmfcmfKJY35NB2X8RYj2vJrykdbeWfugjGNFS7yz7vxjNEJjjY4ePoIp6k+aSJW5p4JFxprJ05eA0CnHRz5yy/5PPFL3/zxDkNzznSuyAfxbh5tW3n11CWfGuNPbfNQPcdM43NnjPNBrGkMZ+qTduIjTvCmBkec4OzkjhhlU5+0Nz47Vk3nCr6IFR7Wp0ZX/0IPa5rHYiTOxid9d4zGxjibasMn/uzOo/zij3c/e6e6dyx6UtN7Cc2rfmTSO5i/9mu/9tXXENzOJ9qLt/M2fKaxEmcam3eMzx2DgxedpnmcX3yyPjVtxYpN80+e0JXGvmjY1VgOlntn9VFfEafy5yxGWuIgd2g8jZW+te04ZX1iaeyYxzcaT/1yboLHNE7467sxLodux91TfaRv4+mxPO49yN497D3GXlnkN0zMCd6zLE7mUq+X/Mqv/MrjZrfPclJuP4aPs2M4XXa0gSNGNDLWp9rA0V688GlM2H7GtMWH7fjFj7hMccRAnHZ14YuYpklL288YHr4cccyDMR1T/GoeldMTa76iD9+mXIqTXDbv7OB0vbmTw7RZ59GJNo2lcmcabzh8geM4s+NX13Ywpxpr1zkXnaZ86GFMps+EjzY47B6rxJcfcHCa+gTH7zbwzXiY4vBLe9o47k1xzBW78ygu/KGN+WI6j/JBe0sx2zHHS/OfPNzFuuWxx+wGTQAczBFVppNAJ2Fe+g5zMlhQIz7xTG7TQOpb2xLC5wkfbRycJYVknwaSHgYKHOs7OG5AaJ/eN+F89GM69BoVOrXt0cY3FeibTTG0c0DEY0djBw44/JqeLPCFrmk8jZN2fAlnqg0+NO4m2HSShUMTGllO/TIWzBHG+HRs4tJkbX3qk3Y0pm0F3sT4ZFw6aZ1qI28cyPg2nUNx5xNtcbKc6KMNP/yAFZwJBi50xcHc5WA20VkbJvdclE59glHM+TU9xsDARXtlJ1Z8c6zikzIxGI4LuwanC4udeZQ+fKExnJ3coa35hs4TK3fMN/Fq21m8q45VjacdjWnCHxjWp6atHw+i8zRO2uJBVxhTffkg/7rxNB1X5lE45q8pBi7ayuMf+qEfOt6560c7/WiTY7IvEd/znvccP8T4FV/xFao/aLjA8YN5sKbHhmJt6Vi+o7FY0Ri3acw7VuHBrymfcJpLHxTxkY3FmcbwlAkfbWgjXh2rHun6wd1wum6gzTQH+YVP1zITnxCkrfkP1jT/tJMr/QiveWPKx/iBRZcphnbGuFjvaOy4CSOdjpXn/PEebk9tf+QjH7n7wAc+cPzYnpvduDhv8/S2/+7wo4Lf/M3f/Oqx9DlwD242tsVpZ04H7HyL0Xg6xvmFi2v7nfMcGHHY8YsvcsdSmZhYOy/pdVITjNqIORxWDrXvqUt68GXn2KAv7fHZnUfF3HxjXFifmFiLk2s9x5lifwZL39rJYxpbn/Ixd/GHX/SZ4GgjVs3F03k0v+Iy9QvO+iOCE5/EQ7v1y6PpuKJH+hjvUz7y2LEK1nRM6ZuucPgz1Zg+vjwPbyfmxiacnXFO1+Ijj6fGD9rAmGoMg0/iRN8dcy7tuNc8uIN12/a33QPv/a/MDSI4RTCVqV2FY4KNR8uznOKi3U4ww9nRBgafnIBLsungXbnwa6qNtviwHb/CgPP51tgBFR8apTFeZ+0qjVecK+LEj5dJYxNbE/dZjdUvd3byL43h7WoDA94UR9tdDO3LYXMFfeXy1HZPMvV7lcZXxDs+sMRpOq7yaSf3iskVfpU7MKc+pQ2sXb9g7Gr8Uz/1U3ff9V3fdfeOd7zjuMHi3cdTu0LjMHCYjnFtr8id4r0bK+29S7Z4T+eKfLpKmx2cVZtJnMybP/mTP3n3oQ996O6jH/3o3Yfv38ct9ubCb/qmbzrewf3ud7/7+PHJxy4W0oXGHe+m4zOsHW20TR/rO1zCKnd8PmtxsZzihOFdyS+Lxs0VU5/SkW872sBZMXyexjysXYyXUZt8utXml37pl46nt80H3//933/3n//zfz5+cJIPbrT//t//++/e/va3Hze53/a2t716c9sNgLOx/8QnPnH3/ve//4iXV5/81b/6V9Ea2f+fND7j4K5fxoJ53JJNb/Ro27iyPjnOhNFyilH7lmfzTrssn3YxxEmB5+be1Ir3jjb6vsovODvapMMVfsnjbOc6+gpt8LgCZ8WASeupXaExPtkOl9WvKU4Y+OzmIG3i0TI/n7qMzy6XfssCjjye8nmI9/zOxwNoLgycZP73//7fj2+HpjcJia90UbAzQf6P//E/joMYLlPhBBIXE8rOE3O0gYXLNJA0/p//838eTxTtPJ2Rvg4cyvTCVhrgwx8nC1ONS3J4O99SFSdc8g3mGZO//+t//a+j9PT8mfbVFWsxj8dEYxjyjl9wdrWJmzE1jRU+8rB443XW5EzFN8kuFibW2KztRJ805hNzcTI1GPCMLxpPtImP3Nl5okLOyONf+7VfO/Tt6Z6zvuFjHn3sZs5juHBwoo1vpafWPFqsd/JYDq7fkJ/lRF+vMIBhfO8cq66YRzvppfXOxdsV8ygtyx1jajL/hdHxqjF6Nk7VFy/5sjP/0SbbweGLsnOsEm/aKPSdaswn75/mDz7+U+GsiXXHBho3Ps/iqI8PPDbVWHv6wnrqPKoNLX/lV37luJn1Az/wA8fN7s985jPHOY5XNngNwTd+4zfeffEXf/Hx2iLYj83zdMHjP/7H/3g85espGH49z+KBC4PfPFfeqAOjfY9xuO2ruaJ24d/We9FnHOCYk82BEwz44cDqXPJF/T60j1bae6WE84meUHuo7mPb4Cgwd45VYg6jsTDRJ23MXeZR+kwMD3EyR4j5BAcXOJ5qhtN/pUz8wkU7XHaPVcZE520TLtrziyaNB+dN/nPDe7h/4id+4u7f//t/f9zs9iO06sux173udXdf8AVfcPxHxxve8IZjbvAUf8e7sM7Giw/0kT87tmosXhNt9G8s4LLON2d5Naa0o/P0WCUHV78muYPLr//6rx/nx2Lk6e6p0QUn1rH8LJbcSx9zxTRv4IRF44k2fFGc84v3BIP/MJwbu56mkS+Dpibe/Nq5/4IPjXfn0RVDnKZjihY0Ng46PpzVh09el8TwcMyb8hGj3XkUH3FyLcOn6RiHIeba03hyrEpLXGB0fGj7maXjXTycD1ifGH351TnFJFbNE/rfmUdpbCzAqJz1Sbz5hBNfpnms31/91V89csd84xg6nXce8uHSG90C6KTAv3H59y2T0otO5h8iZBvRDDrJJSEmGHAEgXguKpRJcsLAx2QiKXYmWpM+v5wg8WkyCdD4v/7X/3r38Y9//M6JlX9bmeI40EvMKRcaMzE3iTTJnh28NG6yhofPWQztmIOqg0cDZRJzOcMnS/9+OI25CUAO88eglYNnTe6JOX1g7Ewk3i1Ia+am5/TgYRzQWR53IDrrF13ksZsr/g0W1sQam9qK9USfDqr0kXc7B0QH1Q5m/WvuWb/4RN/G52R86xOGPP75n//5V98Ne5aL+nLGBZ+cMa4mts6j64F+gkUXMfOvtHJ4OlfgwS8XqtOxYFz6MSoYvSJm4pM25htzjbEwmbdobGxaKjsnCo5VsLpZNOHDJ8c7Gk+PUzDKHWMLpx1z88J4ciNX3kxyZz1WGeMTDD44TplzcBGricZyWKFL8/FEH9q6mWt8i/nkRvc6j07n4rjLP/Mgw2UyBzaPipc5/aljnJ6e3HRz6+///b9/xMhc6pUYb3nLW47/LPiWb/mW47ge38eWxoFYO29zg9y/aToveJ7RUhtxlV/q4m8s4AKLf+ZkuWPfi/Ae6gc2PO3oO8ljPOWOceVm0VkO8eJr49sxfHKcgSF2NPavxp6Gpc1Zv2gCx/i07KI0rmeW4kRn858YneWiL3GG4fjQwy1nOFSXL84HzBPlU/ueuiwvX7n/QVbns36EdXLOpT/ngPJO6drhqTzWeo0H+Wfeeeo4XzHknvyhC3/gOK7/+I//+J3/KPq+7/u+43wMZ/rpS3796T/9p49r3Te96U1HO7ESJ3GWRxMu2upf/uG1Y+Y+eMaBeE346B8PWL0yZDIfy2E+Mec5Ewxt5aA48AmG5VkzFnyZ2fnAzo1u+eecn5m3xO6s4UMfWF5nMcHQJx7No455E23oWx4bl5O5GBc4zv38roV5cOdGt3N+43N6LY7POo82H9t+1ta5uBw8i1F918CuG6ZzKBz6NmeYm6xPzDmXYixMj1ViLpfNgeaK6RiXx45V5qzpsSoNjHH+7FzX+10WGPLPgw7T8Wn+M3el8WQ+Nr47LuzOozSGIf8m5znGlDlLzGmyk8fOKYxxOTydu4r57fLyG92SyglCF0wGsSLhHfgNJM5YVwxKAjdhmERMaopJ0kUOASW8ugZSJ/mcgWE/YRoQxJdQSlzw6WIbFxyUEiZh4NgPy/4GrYELTyDVscRZe9vzB077LG03aHH2pIn6fHKBQhdYfFKcSKjPLOOhjs/8oi9tYFriYLCoS4cOmPYz2+yXPJl2BpsJkvZ40EY/6urroTjxhy76xIUvCo0NFhMbv9RRcKAhfTJ81IUhntqLuYkkqz0+DIbBpM8MTxiw8KUfv/hkib+DdPlnv3o0ts58hqMfffqsH3W0x0vcfF718xmXcPjBL3UsWe34BV8xudFbrPRFF31YV5h6/MJHH3g4GCra6stYgJF+dIbDbMsn8WLlBC71ox48+jEY+kon2+Ao+oujvJGDijzms5irh6++xBSOPhRc1/HLb/ooeNPThAuPaWMfPKVttIWjL4aveBlXzHbalaewG8NHhfs/sMOApw4M+sobGEo5al0d+vCL5Zd+iol+7PfEXjmtrr7kIKMJX1eN44q3Pvjr5r965hza4aKUN/go6uLCbvOvPOaTmNAKXifi2omDPu33GQZ/cPHZPjjKL//yL7+arzDogg8etxrjE9/q6EPO0FmbtLOEBaP+tNc/HooxwVd1+CGP1fVZ/jW+1FHkzmowmlNory195bIvZdPOfGFdrtMGfhrbjqf+6geGeHvCSxu6wBdvfmtDO/0pGT7FHZZ8Ucyj8sV4chM///MVp9WKlb5wVdYx7oSM3/rCTwzwaSzDsj+N04Z+/KI1LvzCS3/lrryCk9FGHOAxnOHQSO6oa3wrYuszjPC0SWN9VUd7BR7ujXk+qa89XfjG4lT+8Y3Gck49sbKN3rgUh4fixCc+51PjmsZZfqun7/yOh6X2YlQd2+SecW7e0zef5RbejF/NgT7TA0ba2E8L48mSb47hfBKvLI3VZ+HIUfox7WlMI1xst402+sS3HM0vOLjwX339a8sfvtHYPv1YVx+GONEoU0c/cofJYfXM6Ws9uqSNeNKGT/GJBw21U5pHcRKDMMob/aiHG47mAuW7v/u77372Z3/2GI/68RS3L7Le+973Hu8x9xCH+hmt4ODF4OmjeQBH2oiFejBxkg/q4U4/++ijvXgYg27GWLp5Kz76UAe2OH/913/98VSpH0sSf/vSMC7w8t+6fvRHH+u0lzeNX+2rczj0uT8wxIrveKgj/3B1rs4XOaFY5zfO8dZ3nLqxqV751zm2GNJkjTf90jcM++WnujiHg5d1GpfD6qQNPquJA59gqaM0/6lbfpaj9tOPf+WffdqrKy/xEWdzhbq480tf6visHu1WC4PWsOHwA5ZzW+1ol0Y0vR1XMBT62A9H7hmX8kneyJ/ez6kOn+CksW2KupYMB77Q1rEKDzwt+QRTXzD4lTba46Kudf3QtbmY9vKg/Mpv/YRhaT+/aEg7/fCLLs4t1NGPstbBOxx+yAXx0i8+aUxnT22LGcwPfvCDR17brr0x4qEMry2y/LIv+7JjXiim+lH4RRPbjUna4I1vvuMRJ/VwUcodOhcTmOrgzezDWZ5n2qafbfTVV8cq+8wRcBR938bJNjjlDi62yRsaGOv6NL5pQTuf9YWr+raJJQz1GAw+mCPEi2mv0EkbJmdwgsNsL96WcMwDCo35pNDFEve0oU+4lvrByzpd5BZO6sPm35qj+QQnqx/6MftwMab4z/Dnt7FgXVnzWP/yQYFHPzjmG1g4qaO9gjO/8wue/Yp9t/rR0FhQ3xyhraW6TB/6K3dw0I8lTH7ASGPnoerrRx2Ffrapqw2zpB8t1aEfDuJtqa75nXbGnvphqIsnK47qpA0+jsswxBiGejRUR8F3NfWak+WTtnShr9cO6Y9Pqzb8Ug8efvkmT5k2jQUxx592cHBRX1v+Wq6WxvThr6I/8ygO4mquTb94qJPB51M5r3+FPvaJsVzDRR2Y9uODexrbTx9LdXCF0b0T9fBV1jo0DgMnXMXC0nZ90RgH52+wFfrUzn7msyJXcJE7TKzECB9zl7b2+fKHT3zEtxw8Gn3uT/mHDy40xIXG+qARra2nlXqrrXGim/2K/MPV2BYDffEdDs7ljnX9qFt92xS5Yw5U+K59eD7TCl91GWy+NI/aTpfOudRxfabwi8Ex5tS1rsChHd442aYfOptH4ePiHJc2+sSlPFWf8Us84FmHISecR6qrnUIbOKyxDy+zT8GH0RdOuW67Pq60S290E4TAiDdh25bAiHNc4bh9BOOUQiTJyWHt1RMggkpAVjKop70ieCUXHHW0lRSw4NrfSZvP6tgn+W4NX/0aUPqROAXCen0Klv36WROr5DVJMDhhSAh89YGHJTx8ws4v7ZtsbIMTD/7wkTaSvATGx7aSBkf9NBDwsV+BpV+GM5/Dga3Yr2/9waAvzPTDub70Y8CoC0sdfNLYdnW0V5j9eOCTWVeXNqx8ssSF0cZ+g4rpCxdt8ZY/fMGXhtpVZ40VnvrKJ+3FSF/q8c229IPjs1iow/SjNCHZlk9prG/t9EMDOMXPvvxqiZf+i6e69vGRxjCY/Tg23vIFn/IPT33jAlOd6q/62cYvdRgOSn7pX66rTObWpQAAQABJREFUB4sv9uPfuKMdjrbpx/byGCYMfBXc0xhu41M9+Hirw+CUX3xjxUZduPbz0368Vr/Vx0eRN3FLP/3D0RZ/WNYVOPRXRztmOwuLbvpW8o1O5Z+6NLnVeB1TxTuN4VjnG3/0qQ6Nbccrn/AVyz7jq8Bg/ORX/dlmHyx+a7f6rK980pd6fFNH/uFjPW34tZp9YaqjL/0XV+vFVF+00cc6V+hHoTG/4WjHL9ys6weOOjDUCSM+MBjOtxqnZXHCmd7pB882ua7Qb+VCkzTkh1zXDzzFPliWDBau6qqHs/00ppE29hUnffJV+1u/YCk0gCPG4oA/w43hZJv9+sHfZ8XciE8ap6s44QUbTzzoqI2+Vpz6wF09deDgsuaOfS4a6tt+WArTlzod623jAx75Rwc6qac/2+OaX9rRsLipo125Ux7xGQb/7L+Nkz7yH2b66o8PzDqMcgz2qo16xqUYVAdPXPKNDsVRXW1whkNHn/WBb9rA0L5CE+s4m0ezNIbDyjtcYDJ+8wMm/mmsLv/1Dx8fvMo7GNbh2A9Df/DSmN84MbjqqJvRHgbfmHb8UM86s45Lxyo89cMn60wfinFje/GGFXf18MFXu+KJrwswT7S/cv9UiSe5O3n39PXr7l9P4Gk0FwJO9PGliSUrb+Ax+HTTF97MPvW0sY4Xnuqpk+Z8VcdSPfGGQ3s34fjN/vAf/sOvHpf1Vz8w9SO/GCz74BQvMdR/GuqH/uo1J9l2O984D1AH5/TDC04a669+aMQv++HZp+CLT5y1xadY2W4dJ/X5FMbh1P2feMBS8lu7tY0c8ll967TBeTXt1eGXOvliiTct+SK/1OUTDBrYXsFXrGzHRztxhGMdvnJbR/vMPlz0lcZ8T2NLHBq/6uJTP3BgKM0l8MPgf7obK/qBwU/awWL6UOQ7U0cf6vBdvfJMPX00N/F91adYyS2mLT7w6IEDLH3gzcRhxYDPHxrz/Xkaq6c/9aoDR85neOhT3/x2I8TYcqPnU5/61HFTw/h/5X4u4Jt+PbnuprUvj7/kS77k+I8MD644nsHRL3/4xRft9GnM2I+Tz/bREDemnbqsmNOPRpZ0gItzcUt7eZU15lb90lgdOI0NddltnHCxb80dnOWutrjDzF/x4kc+qWub/TC6blBH+/JHnfQvv/BRB0+8GF3g5FMai6c+1VWsqwuTNnTRl34U++RmOqefJc4MpvaKNo0H2JkYNI/ahmcaw2L65b965V/zaLE27tac0Fb/eOvPOg5yGOc0hq3PfJIPsJht9KvAsh+/1Xf4+rNfm2KlH5/5rZ/4wOO3MWA/THXg2GdbhXZw1jr6wZnv8sh+8dTG9vy1n+HKb0VscG0eFeu01B6OOuv2A+T+D758U8LhE8440QWX/NJOX/Zbwk+TzqdwXDGs24ZHvvOpPuICy/7y+FZjevGxMewzHDxXf+NU7lSnWOLbupjJm/TDsyJn4k0bfBrj2henOFcHF+0yMVIHX9vh8L3cEVulMa5OmuHmM57Fm3/6EhtFWz6pKwb68ZnfclRZjS4winm+WGrDr3JPHe31kU+3caJdPsDQv5IPuMdPPXj6gWOfYg6Ez69bjfmVxupoy2/5zHCkzTqP2k9jfWnDH/0UU9vw018aw5Hn6hUr7dM43fnLn1U/WHDUsQ8XS0YTOPiIvXYw+aQwmO0/Ntz/keeNc9v4qx3OMPhUH7XZXV56oxs5giguHEoUSUpkQfDNqVIgtOGcAHCQcBLCt3/a2+4bkP5NXTI4CSnQJQscfRBYHf1rV/IICgzc9ANbP79y/80cw02xn0kMdQQAjmDoS/36lIT2+zZWP9rb54SIzwa4bXCcRAm4epICV5zVo4XtsONhm+SFZ+kzH/hVMuFvv35KLrrg2wQpqRQnZXyD7xshGPBwgU0TSSwW6tzGSVsY9sPD1yDgF218hmefuhKZ3+rkVzGKk3r4ijVtMp/ta/DCFXOTCX/x47P9niL3Wf+4wOMTDHX55skV69Wx1MY+PFk+aZc26tA43y2ZOk2AttFePMWdj4x+YpDGtFBPXsmbsPmFT35ZMrxs176x5DNzcq0/fdNNP3B81r8+9AXDNlzzS7+2yRHrvg1kNIOhP7rYJx9g8Mtn3OS6OvzxWT8wLOVB8cYVF+MXDgz9alMO48W00acn55h69BNL/vncBMh3fTE46qmDn774SRvxLLfkOy5wFBjqsvTTDjf1+Gg86EeBoy/5FU7jpIM4PWCIRXNFmPKP0SSN00efuOCrnb6ab9TRJ2z7+WVb404c4oOvseCzgq/cVddnWsPyVI/+6GCfgqfP8lIf5RZ8+uYHPDh8Vl+fPqvjKQn9ZPatdbRVB3+GCx7q6U/+4eJJALHUVl6JVXMkbbTTp3xZ+8QJtn3N6fqhLxx4jSk42qprP/7w6IeTdfop6mhrTImBOVA/tNEPv/DFXfz4oR/5odivNB/TiE/8hgkrbbSXj+Ktjn7FJG1Wv/iGq1Kd8hQfhq/+mkftl9v847ciN2mXxvxSh9/4KPyItzY4h6Mv2/SBiz5tgyOP+aY//tvuRgG/tDEW+KYP+/hBk+YK22DIP3XwNzfTWj/6w0X8FJgKM27TT//ayR39VfTHxGuNk3YKLnLTkokNzpYMP9wY/XxOv1Vj+UcfS3XsK49xgcEP++QgH3yWo82zYiBO4oUbDO3oKlY+W9fODdmMfjD0A58/5mP5BdM2eU4/6+q2jYY08pnmYi4O+pcP/LFk9usfJ1zEho/8lus+081+/cFgtC9HbdO/OvDgsLilHw7ioG66wWl88lV7deyHY90SH35bx8eTOp5q+cAHPnD3sY997HiKyPFCnj579uz4ITjrxr3+atP4xJk/8kvxma90y3f6aSfH9C1e+hAn9eisbfppTxP73vjGNx66e7rpR3/0R199Auytb33r3etf//qDI274MNj4mCtwgaNP577VKef0R0t1Gk90tB9ffcJQmNyDhRddjUd+yHmfrVvqhw80Lg7wbEuf8tg2fHFRtFFHDsDBje7ipz9GTzzklaWCg75woKc21mkDQ97TRh+0sS3T3md+haN/41Bf8t7SPKAuX2Dganv1rBtbtsOR/zjTxDjUlr/q2KZO/42GCxxjXB3xgKM9LvpMY+3klnqM3+rILwbffnMJLfGiHwyxpbe4izWf8dKPOrCKke3N13D1UZ7ChMUvWLjpz3afaWabz80j+mN46Isf+lJwYrjTwb6OMT4r8PklL3zWf/OoPju/gLcez9Sxn2kHQz946fdf/It/cfdv/+2/vXvl/sb2z/3czx1awHYc8nqSL/qiL7p75zvfeYwh28onWjQnwaUPPG3LAfp2jkMP+cd39WljKY7iLr+00x62pTw2/9EOX77Zp580sw2Pcgtu8bT0GWc8rMcZfhrbrm+6lTu44awOHgof8VCfwcCjPGgc4bsex8tPscdXe22dj2rDjFdjVD/26wcXpT71pV6503zXmJG/xoH+bIOtmP/kc/qpQ5viwEexMu6YfTAUpp34mLdoxHBozJTr+OGuv3LAXGGbgpM+9bWe94qxHLUvLeUEzrDhqqPP/NLeMQQ3hqvcoIG+M1y0UY/flWJlLLSf3/WlX3X1mc/ioA/b+Z6+sGmHrzriLNfjYr9xaL94MnHWl+38Zh2n9Cc/4IgNDupYZ/Dwrs7tsUqO00fO8wMPusoXn2lFb3MK35k6cssyjfnnulTs9M9nGsEoD/VT3uCpHxhMOxj2W6qrvViqJ04+84su/FIHDo1Xv7Snn/00pp9Y0IhpS09GGxztk3+454MxJ7f0RwP9qwPPZ7xgFSs41YFjH9NeHjc28wtvODTA2TG4vvkJQ+G7MSXWirr6Sj+x9RkvfPmNE23Ej4YMtkJj3MRcGzz0Bwcf6/rTD4MhR9PG9jVO+NuvHzzU46N8hcl/fOyjOzz94mD+aw7kpzra2W9dHsGQZ3DU4VfXpfljnzmHqaOdmKurjvZ40ZjZBgN2GouR8SAn8FUHX/mrHj786hjSmEk//dJGX7hY8tF+OJb6sh0/GjcecBVPeahfph/GN9vyGw9cbYd1pf22+47+z1c0m8iSwoXDJz/5yeMEvYM3pyPeRLN2S1gBUIfwRJFkAuakxmROPKYdDOJnRG/wCwjRJRQs39ATtqIPhaiKOqs1mEpgdfjVBOfbfANbUUd7feWPZftg+YwrzrQRVJOrgc2n6uAs2VYc+Io6DI7kxMW/1v6JP/EnjpMJvqlHBwNaSR96KOkHh758MvBsVySwOKiLA558j492q9/48l1fTg4NagcpfuGiLg4w6JPB14/9DIbyyv1JZva6+yeo7M9vGPjoMyuOBgaO6WcyM/CcZOHEN/mnjrIOOJ/h1BcMXHExuSney7nmn/7FSd340F3RF/+YeMthByr94+nfb/iuT33ri37WmSWf0w8+vniIOwzv9mw86ZN29IHjM7vV2D6FX3GGA09h5SgO8YGDq/6Y7SYufOSPvKNxB6nijVMYOIVh3XZ+u7lgAuSXCwlPzJmI86ExHl/blXzHR06oR2NGN0/epGF+0ycLg28KrnD4ZNK27dmzZ0ec4PkMB4a68bPUj2K9/cYUPIVP9Ek/vjTG0yeu+qKfgoscpo8n97Rf8wYfXODFB0/557NCF9o6+P7iL/7iwcW/3OOjLhMH/cHTxvb4+GyfOnwxjzpBMq70I6ZK2liuJq/WOvbzydwFExd9GXv61RcN7aON/mmiqMfX9v/SL/3Sse4inD+0qQ4cvq/2EI46cthrNVzMdqzSL+MzLCVt0hiX+jGn9w5044A++a4+f/BWP8snS1hiSR/HTTw62aefOtrmexiW/LZfPXVgOGGln2Leoq/is/3pq71t9sUHF4U2bsCYe3BJG/2Fvc6jsHCoL5/Tx3zx7/7dv3v1HfFOYhicMKwzeinyvTio433Jf+/v/b27r/marznGw9vf/vajL3Xx5RPfMnjFII3tp7NY4Wku5lecH4oTfD6rw7RXehWLbd4FXP7pN7/zyRIHRT2GM7+MBWPUSaoxJZebj7XrOKMNPWicNjDkqPENS12515ysDbNP3fiEox/+MfE293mSmSZi5LjHb31qm+8rTvMNHPrhY0zhpK25GF8Y+oUhDjTKtDV2FSbP1fOUpXXmQlNfq3638ygcRT342jaP0th80zyqnmPzK/fHw3/8j//xMbd99KMfPY5t4uTm8jfe/9ikVxMosPDWhr7GhFiVo/TTJ50zfeS7bR1f9GO+cfztXazq0g+GfsK15I/z4B/8wR+8+7t/9+/e/cIv/MJxnPwbf+NvHO8L9zsttCtHtU/DFcd++tmmH/05vliXC2Juv3q2KeK5mn1KY0o/4m1ex5FfdClHtV1jvvJJP9v0Q1saiSsu5i684qvOqq/t+OJCP1xgaP9DP/RDx/HOeaQxUZ1yD6fVwpGnxZo/XVB6qp/fdNYvHPo1FixhaK8enunnPAcn5wJiyafqqGffamGoAze/cDEnG1PGKI35jQ9/1FMYDEUdBkc/YuVcyfUH/eWyfvIpfbSxTSlOtsHgt6V3Vzve0Ua8aMM3xnd10gdOftuPryKX9a+tMV4e57eYh2GpLr9oTTvF2HPMM+c8uz9v0w+/b+uEo39+ypXv//7vP65d/OCs9vrTDg4+3/Zt33aMU7mYVjgw2ivq8w8+LuLk+OC6VbxpzS+88aWfOMXHEmf7G1eu7d7//vcf48G5sbEehr7DoHOmLW7xK0edKzF9mG8scdZv+bdygYOLerYrjiH0MV90ziXm/Mah/INnW9rwn8GgjXlYDjL6KLf5BUNhsIq3JRwxguX4QBNFrPiNO21w4r/24eCyjhfxd16Cj3besc5n69rlU2MKjvb6oR+zDx/5p18mV/gEK1+MhQw2DLzh4QrHuQCdzaXmreYK9fldzNPYduVWP37BgGWeEPN8xwHf+tQeB1zThm740viV++Oj+ROGMSUG6qXNrcZw1jr6gmEuhfm2t73t1Zjpm98wFD6y4kifeOJiTNHAfGOfeoo6ir5WE0f1yht90MX4dI/g2f0Ybx7FheUXXra13XVpRlfHKef98o7+9uOiPi7lYG0s0wYf/eS3eyd4wBIn+xUcFHUz+HKPb+JQnU984hPHZ9s6VuEjV9TBJ30t0yWN1aOxPHYe+OxeG/HGWZ1wbjXGEx9Lxif60og+jnnOldbjkP0MDyV/9dV2XOSxY2dzBBw+5XexOhp97s+qcdrg3HEmvxrj9qm32orRmFPnx37sxw7dxdp5TvqICT+q2/jEk2/q2W+7MWAsKLjoS8xpzMpjddmK4XMY5lH6MMeXjjU+64v+lhU4fBYr67bzHR//yST/8DDO1cNbX+Wp+oyv8h0GgyFWjguW2jo/4Zd1Rhd5kU+22afkN31hOadQDw/HPX1dZZc/0c1JwhPPwbAkj/Dt57a35DxhiUkkGKvDiV39h5ba6kdgnYwp+CSsNomN7/NMHUHXVtANNOurwVxx133W8YXDD21xog9+tVNHP+q8yODQQoLibdD5HI62j/FRRxsJJbkkOKw1Lvisn7W5NRprp9AXpqXP2jM+KXx+nuFLV20znMKwjd/rwaZ6LVf9aONzXOrbNuVFGuOqb0Xu0YdfPq92+3nd13r64WEdj7UdLulXm9sljbWTNyYLOLf8nxJv+pa7TVr0pGvG9xdprF76mZDh4KV/PNlT4p3ftKCteFne+pV+B/Bz/tBPn+VO8at6fvf5oWX8+dO8c8slnBdxoqXSGBc3euKY0elFGqcfDDqJOd/0n9kOW3mR4UpjeYyD9Vu/HsPgD040wkPBrXjr/ynaqAMHd/No8/rKP9+fx0mf5ToeDo6WtmnL1FFWvdY+qqNNuZ9PchC/7EWxXvsxlyvhPKTx83yKT/NAGI2r+DymDRx18IJRLt/ON+mXj7fL/OIDHJh8wy8fcFJu/bzFoq9cj5P6NM5gvGgsVE8bfsDDYeWiDnyxeixe2ir8kh+WPmvP2n98eM6f9Etj1XAr//iE52Pa6FMdx5fyWP98yx7TB4a+tdcnn241hrVqHvbtknYdX2Aqt1we02fV0vHhIR3S77b/9bN2Co35xvigbcb3F+VO4wUGHeEYU8XJTQVfSLqh5CKxGx6+7HeS/Sf/5J+8+6qv+qrjZr8vIVycdV5B49u+X5R7caYPP+hqCYOfmf3PM7y1aR7Vjj/dcF/bqaO8iBM8MYbhPFDfeKWPpbJqvvZhXQzspweNzenw1rxRD/aLfFNHGzzMW7jTBr+Mv7eat6+lOnzGC572uMHDj6XNLccwLOHAMO+lAZzVHstj7RX90WRdwmfVsf95hre++K5+N69u+TymMRz5Q2NjQqHVGpfHfMKRpmnYMQ+W7fhldLvl2D7L+tK29WJnP7714/NDln76oYs5Bx59tWVrHXOAHHWTyk1bF/i+dPLFp5v/tNDeu7d9yfe6+5uNb37zm48x5mbCY4YzHSzhKHxSMnzWz21fl+rwgS78sLxt81i84aUfHkzOy4HyD8/H4qSOQmP6OUZYx8l2BuOW37Fj+aMubeifwbkd0+q8yODoiw/GDR1u9Vlz+nlYtdGf81F4+KymjvIi044PuMBhNG5+Kf9eNMbpp6gDL71XP/L7RVzs4485VP18utU4bs/D4rP2luXxLf+naBMOPfAy99xqjKPyvPxJG7mMS8cY/BRWHf09z9SlJz/Ud1POOm6rqbPqvu5rnZ7NNY3xte98qv5DS/X5JFZ4VORLFs6L4qUOf/hRrqkfjqW+Vn7ht0w/fLpBio/P8NlTcNTTD320cyPW+hpbcbjNAe1WU4c/luUfjDUuabO2u11PG5zg8IdfaaP+Y/PNmg+OdzD5xIdVU1xXP2+52E9n7Zzzy+M44ZWF3+fbJe76Nw/nh8+rH/qy7UUWX5zwoAuMVWP4culF+Veu4UOPh/ivGj6PU+1oaB7tXPB59SfbL32i2wTA6W4QErKAnCFnAuAsPO0JMTXCwahMcHCprAl+FsvJAt/iIuHOmkHiwsvTHX2juCboU/FWffHAaWpXaCxvsnXwt+2pSxrzrdybaOwbMwdDF7f9m89T+1/riTU+6TvR+MqxsGpsTE204Z9xmcYwJji+OXZgVXoScdXuqetprD4ek7kijfnEdvKPNvCUqcZ4VHCZ6MsP+av4xtWB2k2csznID2aMG1PKlA+f6MN2NG4ejcuETzGHlcYTHLqYK8zB+Oz4dcU8mr40xmdqV8yjjQPzjrEg9yYae6L7O7/zO48ngvyHw1ve8papW8f5ica0OTsW6nSdR3fiLVZKeTzhY0yVyzs+OWfzlFwnt+aKsxYPnNiONo1xOFfNo/jB9bSk15R87/d+7/F0jZz0JMp73vOe48m+P/Wn/pRuX7XmYu3FaDKujG3nbq/cP+Hmhrr5+EUXR692fr/iCaAf+ZEfufuO7/iO4+kkT5d++7d/+9073vGOA2ete2a93OF/5Ux7dcOQx82jZzHUX3NnqrFxKb6+uOjJe/k8mXP4k29XnPM3xidc4oFT8+hEYzj0oW/lLE5xcg2CSxe7E7/Eq7ybjKm40yVtwmtfS+ebngo15j/96U8f48m44o+nlL/6q7/6uMH95//8nz/+w8b4nBg8ftEXl4lfvnz7h//wHx7nbm68/7W/9tcmVI42q8ZxmoA9RePHcGHIQYbLRBttaSyPi/UEx3zsvNhxD5dnz56BHhkuOLHpsYo2MOjz+Z5H8Uhj2k70pQWffLHkpie9nbsVM/ufanGx3NHm6nmULjtjij+d80/zBoZ5LF2dW1ifmDymUVwmOPjAEHs49JkYjN1jlX7xaQ7Mrwkfxzt68Gd6TqFfuqRNMTvLR3v6sHLwLIb6aVMOT8Z58bZkNJ6a47OYOy+WxzvnXbcc5qxuke4/Eww5gimTgQK2hJomwkptJ7nDwWMnocKBISF2/DLR+2bIv0wbcNPEyifLXbtCY9pcYcVpR2P6+obLyS6Np3aFxjCaiHZjJU5NSDtYK58pjm9taesbxckXNcVE/+XOlIt2+RTudAmHNc4nOPm0y4muYm5pXp7oU5tOMPs89WvNwQmGNlfMo/yg765f/DFX4LSjDb9g7WKUf/B27Ip5NF92NYaDjxzePfm5Ik4wrrDGdzpNMLVdywRDG7q64VPcJzh4XOGTvvHYPVbhkz/+DdYNUDeMvbLAvy/7t3Wvf/Nvkt/6rd9698f+2B87vti+9T2cnTnd2KaN8zZaGxNTwweesmNwFNbyLF4YLc+2r772u7lTrGlMXzpP/cJFKQfjeXZZHu/oU9uWZzlUX/vdYwwMujjmtW45MdpM2679rXmz4rnJ1pdEvmD6mZ/5meOLIjfePGDhVVjG/jfev6ZIzri49vDQ7vnorsZ8k3edt62+nl1f54hVm7M4z9P4DE4Y2uxw0XY3d+jiSX03jXa48KUxvuMXbdiq0bHh5B++hDH1q3a7eYxHT4u6MQc37DNuaUNjNmlfX/Xfsu1nl9qnzS6fK86N1y/ldvjQ+Irc2cUQj1Xjs/FZ64cT5rrvzHr3geDtaLxqM8UJY9entJnyqH98rjAPPDruycP1uHUF9t6Z8g0DJB041m+0b6o86SOcsIjYJPekxkslGH0rNMUIjl/wdoIaRlwmCaaN9k7iLScYfFr1hTHFgdXJQn7Zdtb6hkq7HY3hKHGZ+JWueEza53sap2+c2v+UJYwVZ2cCEKcsTn0+s8SHxsVpotHatvUzHKoblz5P9LnVeIcPXcLb0RiOeHUilH9nlvrnCwzLSZz0xx/zqPyd5PDKuTlwR+MwJrFeueQXnKk24kQbxqcdfa44VuGT7XCBo4Qx1ecKjfMHhymPMOQOjPxq+5nlqvFOHq8aT/1qrilWUxz+N9dMfYpLGu+MTxgZn6Z+eWLPf7V4ivPjH//43Yc+9KHjndzGmqd+3ehWvu7rvu640fXQU9b5taMx/nSlsdyb+pMm5U6fJ8v8ikvLs1i4iFf5c7a9+rjk03QejT8eO3P6ygev6XiAQxcY+FjG0b4zpq2c3fELBj78wWPCBUZc4IR1xpfq4hKPnfkYn8amJyRdf3ofr3fO+n0S72x3o9v7cP1XhWsnryTyfvs//sf/+N03fMM3/IYHLnbifYXG6bOjbRg0ZnTewcuv4jTNHXFiV3DZyR1tm4cnvhxOfO4Pn+jD4vS5XU9eaK/AmmLoLC6WNC5eTyZyXzEu5hvtJxj1h8Pu3Acrv+DtGBxjYncebS7GZSd/4KTR1K+d+Kx90kXsd+K15s6OxnjhQ5ud8RCO5U7uiFM84gTzrK35p+0kd5ontN/hAmdX47hYMjGfWnm349Pz+p6zegCxf5P3AxhOILwr5qELhwea/oZNTlZcoHiXmqdrfdN+1gqAx+F9q6hMuMDBxdMB/kX9dffvbivhz3Lyr1JOtHwD54kIJ+RnTXtPJHhCqR/wm/jFF6/o8E2VJwc8WXvWaKP4l2ccXDjCOzt4YXjyIvODHmcxaitn/JuJb+vzrX1PXdIFBp39SzO/JiZW/OrJjAmOk3ax8q+XcLxKZWreTUpr5kR/eoBMG2PKRQNeZ40/9PVUnXhP/lVenw5A/GL84ddZM9l7wsfFkUnWUz1T44/5S8Floo35Bh9zTk+nTcYDDLFywefbUn7x74w5MNPYOy3Nw3J4kjdwjAfjkzb8OjuPNt94GlPM5Exf+J3xSd1i7hVQ5lHz10Qb45s2tDUevDf3rOWXedR/OvSfJGdjDkcOhzfhEndzoOO5eNOGzmdNzM1djlXGuPOBSe7wR7xgKRNLEz+S47hLG2PzbMz1fdU8aq4wD8alp0bO+GeM08ScIVbOlyamvR/tkX/iPZkDzRNyhl9OWj0hPjX5J+bM3DU9V/qpn/qpuw9/+MN373vf+1798U/H9C/90i+9+4t/8S/evetd73r0mEFfflka4+sTVE/1z5yn/Wc+85ljLIg5rSfmnMC5pHkQn6k5/hqjxrbcm4xNczptxKsfuD47b+Ev/xyrLJ0bT+Yuuihe/SBnHH978viMRjShjbHFP+f8E4NjruCT87ZuwJ/FKndgwZE3k3lL/nk3vXN98Z7kH31p4ksjuUebKR/nJeYJuji3mOQNLYuVc37HUNd83/3d333c5PYDz+ZYfZgbv/7rv/74z413v/vdxxdcjWXnWuYt1vXZ8eHkH9o4p9AXjafzsfjyy9jaMfFmxrjjw+RGhGMnLjQSJ1iT84HihA9dpto4LsgdMS13YJ4xY8r8aYyb9/xY8dSc0xoXrGP5WazmPkvz6ERffZpr+GRpXD7l/fK3XB3H+ePd9XIGxmS+af4zrvDxw86Tc3444o2T6wZcJnPFOo86H3VsOOtXxwbn/Y4vxvgkVsYULHOV82LXMpPjLxx5nK7Teye4dN/DeZtxNZkrOj7gxCdj/KzG5bGYO8bQ+LH3Tt/msM9p7PqDP/ya5o7jiPgYU8+ePTvwHurzRdto7FhkvnB+3fz1ojYP7VvnUfpMtIFrnNNGexpPziVh8MlxT77s3J9y39jcTuPG1kP+T7ZdeqO7i1GOm1S6UDlLTDvtBVQySNizE1tJbpKFYVKbGBzBdPBwEJpw0a92XSzh4iIbr7PmgGFCMvBMIhJ0YiYk/hh8Z7Vd++NXN1fwmeijDX13DQ59+GXwTvTFwQWB3DMhGXBTkze4yGfcJiY+xkKxmuhbv/IPHrOcHFi1jY/cm2KIUxo7mZoaP8qdyYFZv2kMhz87Gpvw5Q//Jl/Q4SNvYJi75A6/JmPUGBdzF8huXk1yUBsczOnG1E7eNI/ybaqxduLENyfg0zEOR6z4ZYxPbnrCMBbEyQUOjacGC444T09c8slSmZq2zaNOOiYn8vqWK+JEY7GCNTF8wpJDU4NjzhFrN3umfsm/9G15lpN2zYGOm9O5S/4ZTzhN8wZ3Y9zxjr60nph2+OBiXPJxMm/pm09yh5296el8RJz/0T/6R8dTnG52mwPl3x/8g3/weE2J94W+8Y1vfNLJPR74OAbLnYnRlzYukMV7clGhX5rSuZhPuNQGH7xc/MGcHMvlizw2d7nInsYcTj5NLoz5xBexorGxPbnJs2rj2KlMfNJGMRYU5wLTMV7udJyJ45klLrQxLnbO2+CIFS7iZN22iRlP4qTAODtXxMUXzZ7ctnThrnzqU5969eLbj8v6MtuNti//8i8/vgRxM3G9JpTD4sR2jlP0oLH5bzKeVh1hKTuWT3Kom/oTPOdK/HLcnPrVsUH/03lUW3NVc/EUhx4wnJtMxyUuTO4obKpxxxga4zY1+dKxahon/eNjjE+vG/AXJ/OnL0im82g4YiUHYZonzs4VcGjTscoXoVOTx7Tpi6PJeaS5iy9w+GJ9ehOWNrWdzKN00E7e4DO96Q5H7ogTnOlYaF43Fmg7zeM0DieN8TxrNDZP0BnOxPAp/2gMa3L9St/m9en9P/zFijb0nWoMQ94oE19WHeWMeYdO03snK966fumNbgmAqEnNpILwxOBoL6DwdkwAOqGf4ggmjA5mUxy+8GlHGzxcyPn2w7/c4jYx7fgjOacY9UtjE9IODr+uMBrzi8bTCSkMk8mOT/rHxSQynQSMocbCFCNdaTzVJAxLmpTHUzw+0YbGO2OcPuXOdL5ZNZ5O+OnDF3z4NuVDUzjG1RSjOOHSSWIczyz1j485HacpH+3KG9rsmNzjF7wdPnKQXzs4MMSJNnAmlg9wXHzHZ3oyL15hTvhoUw7zbzrG4ZQ7cHY4aUuXqca4sHJvB4c2O758lsn/ufDa0Zgfa6zCPruEYy52HJ/ePKAJX4zPXX34ZEyxM/mnb087exrIu7g9MeXd3G5euWH++te//u7tb3/78WSYG7NPMdrgInf4NzE+wHDuBueMT7f90ZY+yo7xRZlcqNdvfpm7dsZUOLSZfmFIFxzSeMqnPKavfGK2TeZjGHzCBcbE0obG1qc4OOAiD+FMTN/adqya4ugbl4mu2shbfrhQd4Pb+7c/8pGPHE839vSnL5SMeTe3vX/fjxj7guuhmwPwGk87PmmbxtP8Ky7a73CBU/46r53mDZxyx3KKo20aW5+a/mlsPLpZNLHiJI93b3TLw/yaxqt8bkzwcTLf6B8fcYc5MX3Doc0Uo37p4hzbNcjU8OFP2kxx+MQffk3zDxdt08bniWmn0MY5/xRH37QxDqZjIf5iRWP+TfNYuyv0gYOLXJ7Gil90FSt4Oxrj4v7LQ8eO9HvKkj/l35SPHG6+mWqj71Xj6TiH03wDb8fowi8a72Ld8rj0RreJuYPPZJK+JXfF5yt5XIk19c1JvBO7f/7P//ndm9/85uNJhSnWVe3osqvNbvurfFlxruJ0hT4rr+n6lTxeFm2u9Gmq69ruSj5XaHwVnyu40OkKPldgrFx2fNPWCeYVnHZ4rDn4sq1foc1VPl3B5WWL01V8rsK5IlZrnJ7Ky8n6937v9x43uP/1v/7Xx01uN7v8O+Xf/Jt/87jh5V3cjden8ly5PLXNQ/WuwnkI+/O97QrfrsCgA5yXxa706WXxC49urFzB6QyGC2BfyP3ET/zE3c///M/ffc/3fM/dK/fv3+41FJ44Vv7sn/2zx4NAX/3VX333h/7QH3r0QRMczvB4WfLrKTxeJt/SuOVT+D+vzlV+XcUFzyuwnufvU7dfxeEKHBiVp/J/qN4VXMK9AusKDHyuwrkCC5er+FyJVdymyyu4hLGrTzhTX4pzPFru4O22vYrDFdo8z5fLb3T75tgTImcvJlaCHA5n9wlLTyf5JgafqWkLY+fJF3375hgGn6bJoR0+4Uz9CoNfuxrjsqvx7rfqxXbVeKpNGL5Z2tEmjeFNcRoL9N3VSPsrvinjVz5N85ge8mZX48bVuiwXnrpcNZ7Gqb60pw3fptqkr7lrioFPOJ6Qkz8T07+CC992+eBBmx1rHPBvx7Tnl+XUL+34tKsNP9Zj1ZRPPKZPC6RnORxe288u+ZHGZ9uu9eGI027MrzpW7erLN9ris6OxtmusVs3OrNPVXJw+Z9pWV4zwuepY9VSNHdNeub/Z5Z2i/+Sf/JPjNQb+DdJTnM/u36fo/ateXzB9RyNtdjUufz29ReOdPIaFj7JjYkXjHS5pY4zjNbVwdnLnKo3hrONq6pN25c2OxvHZnUdxaL6Z8sFFKU7Wp9Zc81gee2rNE3XGuBvaP/3TP328ksjvLfhvDfv9m/zXfu3X3j27H++vu39vuIeAek+7WD5mxVu9qTa15RefdnDC2sUQJzHCZydW9Cl3pjhXaaz/NH4sd+j4kIVhTE0xwtU+jF1t+DXFwEe+4CLuT8n7fFiX+odDmylGeLjAmT4xCgcf/hjnV2izO4/SJG12+GhbHu/glDO7c4VYwYIz5aNd+uzwSRtYV+A0D5aXZ5fa02d3PKzaTDWGgQu7Qpsdv/igPX2UHSuPy8EdrNu2e2fKN2glOYd3Bou2Ssl1082pj0QTiJ2EiAusHSsh4E2TXP/al5xTnHzanUjwuULj3UGCB+PPbv6FsXtAFJtyGObUipWY75j23TyY5o3+47OTO6vGO9qkMV47OPlkuWM4NM6nGuMAY3e+CccNrJ3xxQ9cdvSFEZ8dLmKjfXhTjWvPrykGLjTBx3I3d66YR3HgT+Mcx4mVw/B2/NKWX/GacKnNLhc4YqXs8KFNtps7u9rwY41VvM4u+eF4Vw6eba8+DHzSeIJRm6dqLM/966QfofMDef/qX/2r498f/QvkF3/xFx/v5fVUp9cX8G9ifFrH+Q5GXzrC3LFivoORX5bTPA5D3kwx+KDtrsblH40bV1N9+CWPd27Q6Ls4XaUxnKlpSxc678aKNnzbwWmewOd55kssMfDqA09wf/rTn777Z//sn929cn/T228V2e+GtleUuNHtdY5eT+Rm9xluxRuPM+1ueWubxjuxgqv9LkYxepHGtz489BmPxtRUHxhiznb80n/5N/UrLo4JNNoxHPJrRxs8aDzFSNf4TLXRf/He0QZOPk1fsVBc4KRx284u+UST8vhs++qnDSzrEyvGuOxorG+6FLNwJ5yKFZ+mONqmz1Qb3MPAaQcHVnOF9anhoUzHVP2Wf5Y7GjcWdrTRv/zbzWPtr9C4cVk+p9kVy992f6Ewe8nQA7076ejEBFlBmAYTLUX7KQaK+OxiwInPTmKFscPnF37hF45flX/f+95397f+1t86TuwkyFlbuWj7+dYYn2yHy+rXDk5cdpYrFzhTPivOFEP/V2q844+2V9oVfqUxXrtjHAa8XZxdDDyuspdxHt3Rly7FfAfHCbwbbU6CjE0H/aldoTGfst25AhaMHRxcdv3yY4Lf9V3fdffOd77zeMfqV37lV+bi6eUuFx3+ZmgMd6JzXK6KFR47hkecdsZVGLg8TxdPcPvhue/8zu88nvL0Sjc/8vO2t73tzitK/spf+SuXXJzExfKK8XBWXz+u+CM/8iN33/Ed33Hn/M+PLFp/xzveMf5RSxzy63n6PpUnHGUn3vH5fGl862s+2b7jVzg7GHHbnbviUrxbhv+UZRiOedrv3IjgD4Nzy8X7Or1r/wd+4AeOp7ct/S6Rd3IzPy7pPzT+3J/7c8eNbe/e9gOTU+NXdsul7U9dFif1J1if+MQn7t7//vcf3fnx3Pe+971P7fr/qvcijf+vyi/YUNx38njVWFcTbaK4q3E4VyxXv6Y+hWG5ozF/YCi4TPnASeMdDDhXWD69DNpcxYUuvxU1vsKvNC73Wk5y6QqNeyc2Hl3rTbjk104ew8h2dIGRNtanWPkEY8cv7X+zbO+rzBtWhOLozrcVK+RU+KsxwntZ+EgsN1gk6Zr08XzKcvVlXX9K29s6u+1v8XY/7/LxBAltFV/YTG9erTzW9Yl/u+0nfT6vDS7TvAtz1diBQ/l82xUap80u1m57WpbD3YiVy1O7gk99X4H1MmGYHxz3djnttk/fq5ZX8YFzBVb5vOPfFTx2+r9tG5+Wt/sf+6ydudhyiqEP2jqZhyGXP99zRX495L+bYJ7u/PEf//Hjxu+nPvWp4729Xl/wLd/yLXdf8RVfcTzB3bh8COPMtrjs6CtGNPbDUZ1T7FwUaLvTnv87/qz6XYWzy4nGitdcdE6xo9FVfl2Js4O1tl3X11g+tl67rvH6/Fi7h/bftjU2/Dibse0HJT297UtOryv5L//lv9z9jt/xO46nt7/kS77keB2RG9tvetObjnfwexf/juEid66w/Go5xXzZjne7/qwaX4E11VU7sXZeXMyn/+0Da/XL5x3b1aW+r8DZxaCt+xTdq5j+yPBvhk87vu20zZeWV2DJ42znvA3GFXzC2cFa267r+XlmudteX51HXIG1i6F989YZHR6qu8slzCtwHP/5RWt5fAVm/C69u4TYWupksrzKyZcJ5wouYXTwcDI0tbCm7Wt3Bc4VGPhcgePA4UasYtBNb3RfxecKn67iAoftcpK/dFacAO3c6N7lcoU/hyif+3MFnys40VgOu3j0+hIaT7lN2626XOHTVRjx2vXL/ABjF+cqv67gcRWXqzSG00XTzvHuKr9eNo2v4ENXN5Ad68wT0wumK7g8ljfms5/8yZ88XmHgdSVeW+IpZ68veM973nP3RV/0RXevu391wZW26xd9zcd+SM97ut1Y6eJpwhOfnfaTPl/UZlcf2LsY5gg609jxjj5TjXa5pNVVOFfocyVG58Q7/t22daH7q7/6q3c//MM/fOfLq4985CN33sNtu/78qKRx/W3f9m3Hl1l/4A/8gWPcp/Xu8pbPFO8KHBhyWdmxK7jo/7caDl19sWtO5tvOje4r9LlK3yu4wGBXcHJ9l87m5CnmtN1nPfmNf6/AugLjKo3Xp42n521XcUnpK/S5AuMqvzre7eK9TD7t+nJlrGE5zpuXXX/Qe9W8vqbLS290+7cy37z7F1LvSfMtu8ntrHHYUxmwfufv/J3Hv6OexVCfaJ/5zGfuftfv+l3Hj5VMuDh5xse/0bnA8t7Hqf2H//AfDiwXZb1H8CyW4OP03/7bfzveW4fb5JtSseKTtopfKp+aJzB++2//7ceFphOGs4OZP7TJ/EviWYza/qf/9J8OXX737/7dR+5NTmA8TeKEW/7JY3wm5saBp1HknSIPz5qDGBzvI4Qx5aJfGtOa/Z7f83vGN5f90JfCH6/NmWjs37HpK15+LMzNiYk5kYLFXNR+wRd8wWkYN4NdHP/ar/3ageHfYqcmb5q/cJnMOdr/+q//+jE+XdxNT15g4PPJT37yzr/Aen/lWZMvLgY8XSVnjKvJ2ITDLzG35NfU3NgSM2Oh93qdxcLHHAjLxbObTxO/jCk/iCVnHKvcbJsajWE4PkznUTnMN2WHi3nLmNiZR3Ewdzkf8PQd3yY3nhzHjXN8lB0TKznjFRfT3PHKjOz3/t7fOz4hc/x1HMdFvCdzhTFOY+cm4k3jidH1ox/96DGnw/BDjmdNjPDgk5PVnVcJyL9uQngHr/HuWOFf+t3k/uAHP3jkhBh+67d+69273vWu4+nON7zhDa/mmHnGccqx06sNcJqY9wPzi0bOk4zPs+Z81nzz4Q9/+O6P/tE/evfs/kfzJudcxpRzAvPOL//yLx9YZ7lUnzbGlryj4+TCgsb0cQw2j05yGB/6prNzSTE/a3Shs/e0O59wXiGXz87rNBErBd7OscpcYXwaC47jE407BxRzxxlPNk+Mvs5tnbc556fzWevG1cc+9rHjmoo2sCbzOi6OV+bBH/zBHzyu1eC6uW3sG6/Ov8Xy7W9/+/EDk86pXFfqrz7NC+YcY0qbyTh3niROzH+GTLTRFgb+xjZdJk+ay1d50jUe3Kk5v4Hn+GLemmijb3EyjzreyWPzxVmD0fGbLtNjlWOBV1bxCQ/nKGfNuHYu0LHqrW9961mIV+ub+4wL5hg8mQM7jlt+4Rd+4Uhf/a/zqHliog19+fPK/XvwtZ/MxbjAMRbMW+bSb/7mb7b5tDnmyWPzoPnm7Hxeh9rTx7zjS7LpGHfc5JM5Xayn12f86px/es8Dhlc6mQvNGc5zmhfz+6lL51x8k3/TeVTeGFvizqfJOQ6+4uTYaS42j06PefQxzsWIX9PccVyiCR6OM9OYO9a5Bg5jMh+v86g5dHKMobHx4BwSBo0n8zEMfMRc/v2+3/f7QI/MQyvwxNx91qlfD3U+O/N/COl+mxNERB3MDBgnK24gmFCIIOkksMFgPSNyA6sTZxOjSZ/ZD0OS6gMG7DBsb8LRj32EhwXHwFfXgd5+fTWZq7caHPslcnUEkj/qOjA6wNqv6MPJTVws7Ydh6TM+TjL5o35+VJdP1nFl1hUYDuRwmHpwOlmggzY0Vhcu/RXcWRPgOlHASF91xYMvfE+rh+K0+s0nvij80p/+TWw4p5/tnUDar+BrP9MeBxpnMOzPb/xgpJN6xREWrezLJ/7Zz2c81zr2pa+levrB2Wcx1peltmm8DjoY9umT8Ylu+rNkYqReMednGouVvvTDd+vMsvzDB752co9v6vJFP3jr134aW/rM7IMDgxVjOHGGo46xxWDw1f74wFGMPdsU/sCx1B8u/OI3TTrQhaEOfxu/tt9qTAfxF/d8oB88hdmuj+YS2/CFVe7ox2Rd/tEEHyWLMyxFHRjGNY1tg9ecxP/0WzWGI29oaF0f9murvnXa0JPWjC/8WjW+HVPiEBd8rONSXtAvfHj6VtLGktGUPvpLc9zoUxt1YMALQz/i6TMuxQoX++Dzi9arNjBW47P96tlHH3mj+MwveGKlnr4UnPDVv7aNGZrB4FPzjfa40FDhSxqvXGAojSn9hMMvumgnt/iXXvqzPW3w1J9t+Bjf/IFhaRvO+Q6LP/kWJ1yKOyy5osDJdzcjYCm1h7VasVrr0BUG0wefFdvonr7222af9rDwx0fO0JhGfJYz6qpjqR6uYVjCqC+f05hG6jZfdOILx3ZY1hm99NdcYZs6zbc0ko+KvsRFe5/FKhxLMcBJ4RPf1YNHf9s7zsB6KE648Nl+pn84Yl1f8kEdWtvG78acNrbVn3Hss0IPJT748qX52Po6VzQe0sb+ctgSf/2otx6r0lh9Fo7+6M20v9U4PDrhSzv+W4fB+A5DsV8b2vBLO+MKX+vaFCcaZTSmncLEkcbxsQ2mmyxucLsZ/8r9BTh/XEj58u1rvuZrji/y3GTQF3wY6zyKizjRF1/ti6d1/BR8+GWdr3yioWJdW33QWB0mTnJMYbarVw7api86MzrQyH79pV+8w7VcY3k0/tyfeNGGT8Wefoo+Vhw5rJ5t+rFfW+t00U/zhW2KPlaDoeiLr+rQtTFevMst+omDoq6+K+WOz+Wf9niJB4yVLy7pi5N29osFDfkcjn36TBv7lXiIxWrhwCr/5A48dfHiN53Cxod/zNI+7dXDn7/yAgc+wTMW1FOHL+rRbrUw1IGLj1yBJQdx0bbcwQdH9RQGQ0k/OOWwZT7QRD99hpPGtimdL8DFgS/pLG/5pV84OOkLBr+sM/3gIm8YTew3lt10clPkZ37mZ44vS+C5TpMfxrYvrtzcf3Z/c0GOwlBopx/+wLN0s1o/Cp2rg3dc9I+PXIdjO39gWLbfUrwyMVAXpiUM7fVDB9v001jQTr6lsXjgS2Pb1WeW+Nofn8ZeMcULX1hMDOxTL9NWDBSmD/XwFsf24avotzip77MCRz9ima+0lXewtBUb9eCuPqlvGz1gqBc2H+DAaJu66lgy2sGDw2wvj+HhB8fYg5PPuFpX0oY+2octd/DyWQzCUQ8u/8KpTvofZO7/4EBHGjD79Sd36M3ECZ6Y8oM/a/7Bbp6FJ4aK/vmlrnXt8Sm38gsejMo6PulX/sHSP740hsP4XZ8wbNcPLj7zI23Ei6ZiEIZ6zTfqasMs4agLUx2c+UMnXPhFO/6rn77q0ozhC0M9vqoDQ7z1Z4zbV+z5oh7Oq9mvH1j6hgMDVvmsnTGeNnjoAyZ++XZ7zrrON3yWW3irry2/LTPbG+OrfvrDhe98ojG+6uAb1oqT7+rYr55Y64MfdMBF4Z869qevZbpYVke7/DIH46usdVYcnIqTJVxc+APLUsGTX0wdfbTus/1ipS8mVmJUnGyjkz7U4yOfbNPfauWxuuqIJc7NFXKn89G0Ug8Pdhunxlx+wcWPD/iKBRzbyh3rcPil6M82feCRxh2rcKax/eWx+gy2PjsO2U4XGMY5K+7VgUP3+vQ5jeNrmxgVJ3Xxb+zpExf62a6+ftg6j9K2vFFPP/bTRqwYDeHAy+xT+M3KYbFgtvP9Srv0RjdBkBYM31oQoUmACPab7OzneAL6xrAEJJ5A+uZDwNQjPPE4TwwXPQTUXoHtIqcgqKMfOEqcBFqBJzB4wMpg+QazQKnDBydjEguOdTchHGDgwMA1f2CYGPlTAsPxra/kFvSVuzoSDWdPJuSTbeskarv+TUIGjMTjG0z94UyH9MOLNemtk4022sLig30Sz7r6+nooTr5p4be6+IpPWHTStxjxXR2+2i4XGM766Glin7XhzxoHfYhl+tGLxvDSh7/0URg+NOaTPmmlvu3qpLE6xco2ffBLsV172okZ4yNN8GH6L47w+UB3fuHks1L+pbG8K0/VhQNbHOJjm5N8+unT9vSLB33tg6cf+/GF43P74YiBbXyxn8Z8ZvymMxzGFxrTTR1c7FPwYbbTD5fGg23Fm9a26wf3+BSrMMQbZ7FXRxu4+DDb6Ia3Eg5/+M5HhseaO3TFRSytw1dHgVFZcco/Y0+ewRYnT1kaF40pfHEKw3b90NE2+tlfntLCvvKPnjRJ4/SBIbdwoj0OvlkvrnjZb17Sp3b00pc+8dW/9vrjt210UfiuHVxYxoK6DE4awaCtftIAfuMbFlPfhae8WLWR7zAyY1zc8dG3vppH+cBHc7a5C46++CwPaAWL/uKpLzrarx1OMBTHjuYKdeSLOhksOHKrMcUHdXAyLvSpHf1oI6dtbx7AxT7tYem3fsQTjpy3TVtPPeFMR/rjrTBYfGp84kxb8dQnrfDTV/rRBhd9rSZWsGgsd7RLP/Vg5Dcd2o+/z4r9cgJf28s/fKzzqfrq8A9n/VgPB9duzusbZ/M+3/jVWGiMa8sfWOGXw/jQCbZYyy3+0ZAOCm3V195+MVj5yD84tFHHfv2pqy2/igWd1jjZrtguRxsv+ueLWOPG5EP5ZxvNVm1wUgcXGjH+qgNLv/jRRV0aw7ENXzr6jDMMJQwxwoUe9MFZO3yYdmlsu8/00AffFIYHXVjjUNxwUl87+ukP91UfGLjZzxcxl2faKZ7AlKPa4Kmepc9MXpgD4dimf1xw0hfzH2M/93M/d/c93/M9x5NU6ojL/2bvzn5u+6o6/z/+A5W68EbL6KGioiIC9h2Cig2WMalYxCbGGJs761LvTNR/wPZSE+OFERtiUTYRSwotChBEUFQ0gH5tS42aeGHqts5r8X2Tyfac833WmIuf/MwZyXrW3mvN+Zmf8RljjtXstffzghe84Hjy3JNifE4b+3FQb6zFzXxXa8TSWPQwBj+95oPFPnwZv+1fc1CMLNpojzMccbd4b7tx1qf9+QwLvnbiVg2wzX4LDcOFVc54bcn4JB70VgfEyn7YNMa5Puqr/eJum1ypL9/Lb9i40A8OzdYxYdBQXPWjrWMKLnh7bT8MmHTCJX3yCx9c4Hitr5jLVdwsMCz64GOfOcvKY8doMa8NffmVDzTuGG0cPuGaNgfYwz+OIXDw0UYc+GJcftKh2gbHfnyqW/jIRxjGtj39jAWHiVP6aGM77AwODJzppw2NxTgdcbStb4vx3T4a8o3JmRaYFlrQh850lL+44gMDJu2sxdw2vlZLbNPXWHCsxRf/zmFwNxa/1Df8mVjzvTzjjyc0X/Oa19y9733vO55qhMk3bT/1Uz/1eOLS2m9wr+fE4sGMzQ/j4yUmOPOnmBtfm5ULfmqOePFPG0PrSyIAAEAASURBVNpY0o+vzXHtWfE2vn0w0lB77cRaruMj/mLAJ5yMpW81B4Y+FnmsbXNG/tOXjvjrQwMYzD7+WpjxcSm3YIojPmLqPR7Fk8a2Fae45DMuYuk9fWhc3Glsu7wwLq75xD/7+WEMnNISj/TBWVuLNllzBSZ++OJCH69tM5YFnm386hhsXDyrR7gY3xofMWN0045G+ShH1uvSMLRjcPTndzj0K3e8Zs1/vPlXjuLOcJGfFvz5io/xtbXAUGut+SQGfMbFODAsfF/nJ02qpdpZ8OY7HK/NM37zz3tjrOer5Y0cNiZ94Djn1xZnfPW3Hw84Fjj81g4OLhb8tVNTzTv7tYdbTTIO44+cwDltHMflBj09SW0uiDkcbWimDYPL7Fez8dWPdsbHHSd6mKNi6TXTxj6+pTE8sWA4ql38tjDjaFMdxUVO8J+JO6y0wSdt0pgOsD0hTj9tcNNO3cknOOoojbQxljZ80sZCz7Shu304w8fFQhfzm+/0Mxb98Ml3GjNt6GccdQBOfHDFBy+48aUhLDFk+NivrzzvtffwxdsarrHoV17ghissfos5v+V6cxMe65hoXtAUD77jQi88PRyBtza20ydtbuME335rfOw3tv7i3TGt+Wk8evID33yDzy/6wQlLXtGZT9rAxhcGn2w3Fv+ZcWhjLqy+60tDfSwwjGe7RX7Tjs8wteG7HLYWN1yNA0c7/flDZxh84j8+MFi+NJ5+/FavjWmctOOb90w+4GNMZl/HV9h0gXWlXYv2LDMO5dSVZJ9ifbACT3X+YD2uepeuT3P4KkX/JU4aK6JPdf6X+ly1JZ2fanyVoh+Mk74fvPXpu6sVcKL1VOurVf1gvPT9164VYu1GmK+cvvWtb717+9vffpx0O9H2jyYfPHhw98pXvvL4KqqLNu0dR5wwf7jb9HjH91vj91P7lwpMNf6XSE+3PE6BJ9UIednFsItzF8JupLigfu1rX3v8lNp73vOe40LZxbUbjH6axE+UvPjFLz6+oaG/mxxiaekGzNUXwI/z78Nl+5N0/nDh+P9XHrSVW0/r6Icugmn8NI8/tBp/6NCfIlPgaf5+6PMgjX0ocbVdeqMbQXf8fWrXp0beR9wBxXsn7Z2M2ubOfm18EuDkp0883f33KUMHI329dyJEGIttMLoYsDaOfT6Rgee9Po3jhEmfPq0jrPa29QlfbXDx2ict2vvUohMumD6dyB84xrOd4a2tNvpbcMmH2uClDcsvGPgwONrANr73MOiDL59tS7/Vz7geQA//wMDXSah9+MBMPzi2eZ9fbQvLPn3oQWNc8Vm10XbVGIZ+YeATXxpnq362ac9PnzI9Shtt4BaHuOiDD2vs2oRjfBzbb2wLbfje+wPk2T/xw6d+9MbBe0Y//X2ymA765bt2uGmTxvrZhhPTBreeCLEdf2M1TvodHZ7tY1v5Z7sxjU1jY7FVG+8fpfEtThoXQxhw89sa3zTG0YJLr635qJ8bE/h4rY99mW3GLzb24Vhea5d+5Y59+mmnfdp4HXY4uLLawHBhZbucxnltUzz1gWGf8cNNY7Eyx+XGqnF9bLOP37bB1Zfhjw8M43uNSz5po08al3+26YuT1ww32MarBtI4n7RJ27bhYcxw8klbF6m4mOO1sd3rtGls2/EvVrWhsdd4w8KxsbXFx/bMftuYdjDtp6/56TVtbK8N/BXDPIdj+20bY8KhN53ymx98staX6V+ctPPaOHyRxz6Zx4XG9uVXGtcXpm29184YsMTJvo4N6fcobXDSdm1Dh+YCv/HJb+N63dy0n/ETDlv9kp94wYiPNnC0g1MNtTY2fPsZ/7TxXg3kH40z272vzsLQJ11qZ3wLP/GxGCt9rYtVfPS91cZ7HOQxLGPDSh/7cTJ+PtjXfpjGpQWNjcVws53pp30a26ZdnL1nq35xgaNdY2tjLNtg2B5Hr+3Xx1wwprVx9VnNe7GkMxzjaa9/Zgzt4NMyLtqyxs6vOK5a6WsM2nitr/bGqr3tuNjXNvvTz5Mqnnrxm+5ve9vbjpvdbogZx9NOfn/SU9yeLvO0pzmHu/mnTXy9hhkXr8WeX/ltzVeaVItxWn3yHj4/GI3lDa3sywc4jdn2lY++cIyPizVMbeJjOy7eh2vtve3mUDGEB6M5pW99YOKjprEwjF8bOumvDUwxsF9fZn+a1cf2/LRNG/06VnnvNW3yQTsxp5m19y21gWts/dRSGuNmqQ1eYWj/qDzObxi441r+4cbyk254ZOXr2kbu0Pz2WKUffNjyBhe26oe3sYxDXzjw+GQ70wZnbTJYuKxtvC5XjJ3G+qalPrjUz9q2TDv6wseHNhZtwtBHG+u2pX84+thHz55g51e1VLv6eu3pPU+E+UaGp788Ifaud73rWBvL73C6TvRknHntaTv/S8QajlptbuPMPxrTntmffvzCGxe4+Z7GxUq/2uYnX/QRo7C15yszjj58jIf3xsZn9Vd87ZPD9rUYQzt84GrTYgx84THttLcNTrmsb2af/toxfWzjU+Y1v2iiLfxVm8bha1ys4aRDnOWosXDwujwwlu35VB21beUChzY09prRE5/VtDE2nXExnvern8YyjrywvTjUBn+mr7Fa2m8fTLExvnb20aGcqA0+4dhmrPC91w+GOSlWzHvYTF+YNOMPw8d++xgMmOLEJ4v269j68JvRZvXJ60yfxqG19/lYu8bOV+PzK0zb9WF0FifaaBNn+jVOuNb61sZrnPWHgw8cvtYHZvEMD780huU1ffmtFnutD3yGv9c0C9d2OPmVxvqWT16njfbMWLjCg7Uu+HnPH6YdDBrrh6v9xoQbP21t937Vpli55sQ1bmsbY6x+wWksuMbij/Hs03fVxnv7m+P68GNts+pnn/ZyEb98gOP1msewtE3jfDQWTFheGyvTJi72W/Tnv33MWOWfmNtnufUbP22zuBubWadrtSKN7dMXN2t9WT6Ea0ymveOd7TDpUF99wtIWZ0av9NMGRrHUPo0bQxta0Eeepw2NM/1oY7+2TD7SIoNjGx4wLMaOr3baeC+/5B8OLdoyY9lWvPSxtF8bWsBQ+3CyD7+1DQzbrBk++q1+8QVn2/XN/6PDRX8+4uHA74/yBYCKmYt1Jze+RsCZ1en7DlFRWy/879t3bcc1TxNIBIGdcIGHj0fwBdRJ2dSc6AkiPoI74eMfD/ityh/5kR+5+/7v//7jN+wk41krViYjLpJsajQuoSc+iRNtMgVhauLEN5NrqnH/PMPXOpx4T2MuX/DBwyIHz1pzwRMtMCaxbkwaN90VFsVsYoqjhcYwJjGXM/R1c8M/BlEvJqbQ0pgpxBN9KtYurGA4IE4NhjluwUXMzpqY01f9c4Cd6GvMvlrkH07Qd/oPP+njopU/Yj4xeVesduuovIElTvJPzCbmBMixisadlJzFMafksBMXx7vJHG/MK+oon5rjO1yuqKP8Emtft6PP9BjjePcDP/ADdy972cuOm53WU8PFfJLL09wxrzI40/xT09ULtRinSa0QbxpbnFd0Qhm/+67Vmt///d8/dMFHTT5ru3XUP/zx9PbrXve640luc4s+fprEk57/+T//57sHDx4cet2H21pHHcOnxzvnE/S1lsOTeSVO4v2Od7zjeBLdV5nvW0v9U6b/8T/+xzEHfAjg5uD3fd/3HU/Buuk/NccYtULtk3+TPKYxXcTKBw+THMY/fa3xua82q+/F6bd+67eOm6W0MSfO+kUTWGLmOM6vqfl6MAz1b1pvmlewHPOmc7w4df0xOebhYpGT5kLnJ6vGdLP/9a9//d0f/uEfHrnrnNpxG/9P+7RPu/ukT/qku1e96lVHfz8dYz5M56djlTohTnhMcPSXe4xf64X4mdiLtTjBoO8Exz8P9zNNcFx//Nf/+l/PUPigtjCYealuTbTRnz7ql2sztWKCo97IQSaHp3ks//jFJ1zk81nDRY46lsOQk1Nz7FQHWXPrLFa1Cy+1AqeJVUfh0XeiTXPcea06PKnFuJsLPrh2ziV/PvdzP3fi0tHHeTqNp9fiQPhFFzHvfH1CSIzCkIOTudC4rqvEaXrN6Vjl+q6654GAtRY3zn3WjuF8U0f5NMGhsbir9WqFOjgxeUxjNYvGkzrauH4Ww3xy3jQ1xy+a4CFW0/mpVljSeJI7YnRFHTWfxEn+8WuiMQx8xFy+7Ny78yG4uKs3nbtN43Xb79Ib3SZdie4gz/HJZIHDiCgRJsmQowKg/5QLnPyyNummxh+WPxNtPOHkgvQnfuIn7r7ne77nOEBPEjSf4hCniW8leTpPMNJG32kR0beDdBj5Z999zWTDx6IITGN+hcYwGL9Yfh1vTv65UmO8ypmJxnIGH2v5O7noyv38wiNO7bvvulhpv6NxcUqfiTb6xgeXCQY/6IKPg6IclstTMydwmepr3Hyyns4pOPyCsaNNfOQfLlON6QsjLjv6wCmHd/jwje1w4ReNw5jygZE+Yb2f3f3/ujn4wz/8w3df9mVfdtzo9rutU7tC4+oNDuI+NRpbwphoTN8W+k4w8MfDxSgucCbnFHBwgcXy63jzmD9uirmx4z+u/+RP/uTxO5r/5+HPHLiB5gnuV7ziFcfi5w26yXffPEoXfHbqTTjW9L3v+KvL6eJmUce7J+GIhYsQNwr8PvlP/dRPHU+5d2Hipv+nf/qnHze7aeUDFx9QnLHixKdp3qQNLPHexdnVWH8Xkt1kfJLGT9KqeFnv5M6VxypYuxrDoMluzJ0PwIkPzd04fOMb33j87rYPG/7iL/7i+ACEfm5sf9zHfdzd13zN1xwfQvgdTzeb7LPsnP/Jvd3801+sWfo8KT8etw/Grsau71796lcfPrnR/a3f+q2PG+45t+PCxHs6F/T/cNIYn12/+COHrdnkw8uj48M/V+SOvLHAak6Ff2YdjvVOzPUvj6d5A8P5loVf0xvm/McF3k4thoPHrsZXYODCOh8V86l101P/6Xmbvmm8k39wrsqd8m/nWIXPFRqrFcxc2Dk+XJE7MGgcH/pMbI3TVGMYLTjs5LFzXlj0lcfTuvMoLeZ3bR+F9nAbogViGgDQiWc9tbjov5OcceHXjoUzTap17PyZapw2+u8mFF1gwNzhs/o3fZ3GO1wq9NZXaLMb7zVWU130g5Pt6ANDzHf8Kn+td4ojP/LLehKvMPIpjSbrsKZcjBkGPjvapMXuQQOfq+Z4vk20rQ8uDBbbqTmw4Ewx9Lfon94HqcEfODB2+KTJYPgP6gInv6baAAxnVxtYOzz0Z/hYYE3x9L/C4hKfCaa+4hTG1Cf91IldXeLzXDw8BWJxE/ed73zn8ST3H//xHx++uGHrCTs/Z+BDDTd7zt7EpWVcVn12Nd7JY5r4sLHziydxwdkFrBvjLvjcFKSHiwE4ntTrKXE3ubU5a/RZ7blitrZdX6fzzrEqDOsrNIYx9YdveLSsvp59HYY1m3DSVz5Ydvy6gks+wJJ/ctQTc76NZP6+6U1vOp4wNK/lpJrywhe+8Pjm6cd//Mcfax9YyVk3DyZ6HEIuf1Zt4rfsvtfLtNHY6x1eK9YUJw7T/jkNZ/VpipdP4e3grHzieWaNg5hPORhLXzdN8+fM+Ldt0+Z2+5n3+bTLZ8WZ1tH8uUJjHHyItePX6pPX07ivfu3UUXGtFnu9wyecHb92jrv4Z+lc3kz8utU47Mk6LH0nXPTLJ/13Yi5OWfr0/sw6PmFM/Fp18XqCEeeVzxSHNrs88OnDbjymXPLrdn3pjW6fnPhk31dePIEzfRrWCZKTICf5MKYXOcT3BIyvT0y/jgaDX7jg5Ksz0yDAgOXTYyeAkwJlbJxwgWUpQW6D+6T3+otVT1NMP9HGxdfI+AMDl7P6wOjnJ3B2UTc1F4JOwF0I4jL5BFh/utJI7vFtYjB8HQgHy/RrZC4m+AVj56sh4k1rBudsnNKAPm5SiHe+te++a9pa+EaX6VecFNlyx8Fjog8MPPhEk538gyHuahgu9Dlr+tNYzH3F6T43Rh41Rjms7tDXExVnYy5f+KKmmwsTDNzg4FMN9BTiWS7hiLeYuVim7wRHfxo7PtBYrejk41FaPmobn8SINmLtWDWZ483JK+qo/Mt2nqARp+bmtI7yyxynj5sbcvCsxvkSllycGgxfh8SBNpNjlbGrN16L+9QnsZI/uMhjfM6aGFnMrZ06SterjlX8oomYP87+9m//9s7XQb/3e7/37plnnjl+l5sGz3/+84+vOH/Lt3zL8eSnn1ya1FDjrnVUvcFpUis6TlnL4ckcV29orN4Up/v4JScePPy5lm/7tm/7wHmInBErmDsmb2A0vyfa0BiOcwtfDebTFEc9prE6Oqld5jd/Ouen8300vtUQDi7NK7kzMTh04VPnAlNtYKg75pTz0QkODHnTeRudp6am09lX73/lV37luMn95je/+fgpMHnuXMHv6HuS+zu/8zuPryLf6oiLOen8RvuJTzQ2H9Qc2sCaXFfpTx8mb3bO+R3H1Qm5Zz0xWuBjfu1YxyqamFMTjY3fHHfOBWsyr8wpC6PLVBsxlzvFWu6cNXVC3tCXJk86Vj0XtnOlzktwmWhDX/Gmjzo6yWE8O+bBmtZR2qzHqmnerHUUnvPsSf4VbxjVkAkObeiyU0fzSf6ZCx07nytHbvfDsfhJFnFyfJj4BFftYvpPzk30xeWKOipGNE4fc3zil1hVR2k8OValMRzzyXX9hAt9/PyOYxUucCbzEx+xck6g3qgTE5zOTfDaqaPmOW1oy69JPV7r6HOd8+P7JOv+FF2co0y0eRz++bswj0N6uN1EceLjn48g2sndE7o8clcHVRdDkmpaaE06X59THC2TkxfJKbE8tSAQ00ILp9+q8pt0nTA8UoDn2KgIOMnEx8Sh9VkTK1+Lpa1lglEh8ZVFB3gfbkjSs8UEDn0zReAshr5w6GLBhV+Tkw5cFAAHIRfevmY5MXlDYwcf+k4OQh2YPTGjv7yZaIO//FOYGG0UponJOxc65gK/JhrrT1+cnve85x3/bGzCxRwvd/BQc84aDCc/OCmu0/wzrhtp5qT5NdVG3nQRKd7iNIk5n+D4Xf//8B/+w/FTAGdx5Isc/PM///MDw8FwkjfmJr/kMW2c9LIzfKo3MHBSz3GZ8OEXffglTuJ+FgcfOexJNl/LdqyazHE6wHKsguH44MTjrMFwgplO5vjE8guW2je9eDOvzAUa+3344nWWk1g55rmgtEwsTdxcdWKnVoj55GRKzYLHaHM2b/TTX62Qy27myptJzNVieWztd24nJ6v4mJN+QkT95JOnqM9adZQ+fLm9eLNf/H7xF3/xzu9xG89aWxp83dd93XFz7HM+53OOuDgP/Mu//MvjhvfkQke9MT9prKYb50y9yX/amAsWDzpM5jguYuQ3yB3v+IvT40wcncO46SH/5QvuXtOQxuaEn3cxrybHYHkjJp2bTPKYX/LYz83QxXyaaAzHsYpG8mZSu+QLHBo73qnJtzn4OL3X7bSmDb86Vp31CYal6wb5C2OiceeAjg9yeJLHuPBF/ZPD9D07p2Do/8zDD6Z+/ud//ji3de6PlzovNz/jMz7juKn9BV/wBcc3EOS539t8VF1ybix38cDnrMZihpM5TmdjwJvUdHNbzJnjL5yzhoscpJHzGz49yu/74NJi53jXGK7HYeFhmeQfv2jjelydEa9JvTG3zXFGn6k26p7c0V+cHK/Omjohb81xvsjbqfEJHsNnqk36lDeT+WAeunYVr+6dnPVLvUkf5xTq+oSLY4ucMTfl8ktf+tKDyhksuQdHHuPEp+kxxtyki3MKcZrWUXGSO44vtJnEO7/gFCe6nNGGmHDUYPPa8uDhh+LTOe7612JemeOTOip3xJpf/s8LnIlP8nito3DOWhrDEe/unZzlY1zX0OKs1kzv3eFjbjpX4s9UY/kHh7kHM6mjuIgVbcq/CQ4M9c+5BX2edE57EH7Cn/e9730HJ+dsza0nND+169Ib3QqSBHXwIIATn4np52BGPEV/YgLJYChwuE1NX0UWFtzJRDF2J+J8i99ZTsa26I/XVONipdhPiki88aCLQrKjcScK4U7XNJaDNJ5qg0vFRB5Pzfi4KACTg6Fx6cuXcKZc9NudB41d7uzkHy5pvBN7Gtd/Gu9V48nBPV2sxaocnPLRT95Vb1b8M6/LGwciFxb8PGv64OPkBacJhjH1K2/ksveTOqqf/rjA2+XDrymOscXaRbIcpPfE4FjE202n+Ez0wQHWNPfiT186w9vB4stu7uDEJ1iWqcHgE9vBEWtYu3aFxvwIZ8cnfZ08u0ia1kB5Us1Zc8ZrurvgddPZzxv4uRIPRMhxN3TdDHNzzM8beAr0mYc308wtWq9YZzTXjzbm1RTDeLSppk/neFzclOPvc8VKDCy3Fx/6iRGfvHZRMDW+WJy7TS2/djWGk8Zq4MRg8IfGLt6msTK39ZV7/GK2na3H+uSTWE1rRn4V8ykODjDMCa/vY8Yyd5u/Lvj9g0m/wW0+W+SjGwA+wPnMz/zM40PNL/zCLzzWT3poACb8s7quvPWn8a42NBFvRu+ppTFOO9dVxpeD943T4/jyib5iNM2buOxq3JwK73Gcn2t7Ocmvae6IsfMS527Ta7N4XpE74lwe78SJX9UcvCZmfDjViimf4kRji/eTeOlXLZ5yoQOfaFIeT7WRxzCsp3z0s8Bxs3yKwwcY5rdlasYv/+QirSam3xX6rPm3UwP51XFmR2P3KrqPM8XRb82/Kc5aR3e0SWP5Nz1W8UHemJ/TnCnP1Aj60HnHr/DW9aU3ujugOkGfFLSI6RvWDg68CsAOTlx2CgkucFq8n1gXP546kJxTv1afphjxp8uuX7vaxiUerdt+dq3/LqcwWp/lUPv6W+9YODsY+l6Ns+PXymUXZ8WaagRjF+cKjDVOzc8dn3YxbvlMueiHyxV8wtrhIlZq8hV8Vr/gTkw/Jx/T/o2p/7q0fbK+QhvjxmfCoT6rxm07u4YxPUldx8of66mFgdOOwSlOUz4rl7BwciLspvZrXvOa4wbZr//6rx9zxgnt137t19590Rd90d2XfMmX3D1YnkZyMu9kd8WZ+Lf6NemvTxhXabzjk4sJF240pc/OXC9e1lO7Wps4XcHnw82vqU/6pfMVGGd0kWfvfe97797znvcc/yzWt3M8eeXC1gckHkQyd/1MyVd+5Vce3zC47xO25kHLjl9hnPHrdrwwbreffV+crHf4GPcKDH6x1sebwZ/Vr0H3o0sY3uxoE85uzOCENfUpX9L3Cr+u4ILPFVx2MPhRjJwj79iVcbpKm2K+49cuF2PT5ip9unc3jfvKZYqRnmlzBc5urPRvid9kzZf8mvTXJ4xp//qFY22ZWv7sYBh7xdnFuvXl0hvdTrotnYDfDnbf9+E4qfd6x2Ds4uAQzg6X/NrxyUmkr2V6YsJTmtMDSFx2taFHGDt+7fRdY5JfO3hN/NYr/pnXK5cdPvqm8Znxb9vG53b72fdX4KRt67Mcar9y8Xpq4exgGPsKnDDEfNfo2wFkioXPlfm369dVfOhxBRfHuyv0gREOH8XurOnHWp/tX3v916Xtk/WuxpMxH9dn1fhxbZ5re7o8V7vn2h+O9dSuwGjsavEk72DExTmJxc3qd7zjHceNste+9rXHT/z4KrMnml/0ohcdPwv2Dd/wDcdPBfiJnHXcsOI2XcNpTu1g7PLJt91azIcrfFq1gDe1uOzO8fRtPeFzq3HvJ1hX+rWbf/jHZ+JLfdLW+nFmnw9S3ND2Fes3vOENx7cr/uzP/uy42c0XT9z7yRw/b+RnhvzDWA/enP3ppPvweRzPdTucXY3jsuJOXofTeoJxZR88WOspdv7s4IQx5VC/cFq3/cxabbBcVY/TpfUZLrXd8ecWYxdL/905hVM679RiOPHxemppsutXXKx3bZeL8a/WOJ0mvtWXX7sW1q7OuOzyKU67XPQPa6pPukz71y+c1m0/u66/9Y5dlceP4nDpjW5EPaXj65Y7BxA4LpT8rMb0Rm7OhoHP1PTlF6wdg2HhEx8n5iluv9vo673T3woybj7hsqMNLLrwawdnN854MDi7GvPH0ypO6Hd4NR92Nda/PH6/l7O/cKZ5t45Y7lhP8cRILl+hcTFqvXK9z2s+6IuTZcdoEtZUm/iI+RSDD/Gg8fTr6ca36A9vh095w68dwwMGvB3Tn1/5OMHCRR5XcyYYxneSwCc4eE11xseJ1LR//OHk0w6WvjTejRUcGLs4q8b5enZNm92TOmPCwcd6qjE9itWONvqqE3IZp4nxARdYngR1o+z3fu/37n73d3/37jd/8zePr9jCfeELX3j8JqrfRf3sz/7sRw4FZ/fiJD78meqLHH8szc1HEn6OjXHxNdHd+VC8d/XJL+up5deuxuFcpbE8nvq1cpnOhfQUKxhTLnDw0T8c7ycWBk4rhlomlzylbd76eSE/T+JJ7l/7tV87fmfXb+Qa30+R+F3QF7zgBcdT3F/y8Glu1yK3P7FzH34dX/DZsVXj1a8zmLSJxxTDeKvGXu+Y/jtcjF2sW0/54CJe+Ew5wbhCY+OXO1ONYajDnbtNdUnjXb/S1xyb6ouLvrikz8QvGBZc8muCow8eaoOHQaaGC5wrtKEznGne8GHFwG1qacy3HZzOJ3Yw+CDWaTPF0m/VZ1cbnHZihQ+frtAYhmXHrtCYHs3LaZz4kDY7GsPQny5xmurTOZt83vHrUeN/xMOTnL3b8Atqvx3j92ycEE2dVxQtTrwk6eQkilsW/3wARsm+0L3XSxi49FVRT1RPg9BvQwkkbSYT2AlpOneQnuD4LRz6Sk4LThNL4zCsJ/r4vbTMxeDUPI1CH/7k21msYg1H7smdickbMY/HROPijRMcNyOmhot4MTiTOOmLi/zhz1p07buv6U8fa3k80cZY9BFzxp+JPmmMC4yd/DOn4PENFzE7a/LOQmdfDabxJFYw8MCJvjt11P9d0F+sJlyuqqNw1AprfOg75SPesNT0CQ4Ocs/xTqzVdPqcNTis34sUK1hnDY6cySZc6ntFHcVH/jkGm1Pq6CRWngr+oR/6obtXvOIVx5OEniKcGD5ihQNtJjE37nqs2qmj5qV4xWVSK6qj5jqcnWMVv3Cw7OSOm9vvfve7737qp37q+MeAbpKpYZ789BMH3/Vd33XcLHvSP65Zj1Xm+eQcZ62jnbdN8i8ca3NzcqxyTLDQWH9xmsRbDou5hU3/h42+cg9eMZ9oY37TRS6b47AmOKvGat/kWEXf5jh96byjMU7880DJxHDpnF+dkMOTPMbBoiZ3nJlqjE+6dIzhp//j8da3vvX41sXP/uzPHk90m7f2+eaoxbcvPvmTP/nuJS95yfGtDDUCn6k5LqQJrIlPNK6Oyr/wznKCQWNGn7Q5iwPDHG9+T+rx7//+79+9+tWvPrT31Py3f/u3n6XxgfaOd8w8mGqsv1pBo865JnkMQz4xuky00bc6WqyntQKfYr5TR81LnBiNJzVHPaeNpXP+A/DknzCs6YvPWeNLGpsL07wxN4s5vJ06ak6JFYxJnaCB/nSRx9M6yiexEvPmwiTe+MByXSVO+Ez94k82iXdcOufHpbkV7n3XNLakD98mfsHYraP55TiDg3k14QLH//3Q13Gh48x9Nald80G8wvjXrqOOD3yyTOqxeV0dpQ+/poYLjXBRdybaPG7s81fTj0N6uB0xE80a2SlR/YhmmWLoyxQjGDs4+hJeEMI9wE/+kUh0URinOPrBsN7B0bcD2FQb7uNBY2s41hOj7xVGY77taFPuFqspL3qk8VQX/Yr3FCP+k0JW33WdPjvxFh/9i9WKf+Y1TXZz50qNaVOx5t/E9BMra8s07s0B/b2eWGM7gIU3xeHLbh3Fx5yiMbypwRGrTjjy8wyePuLUjfIpn8a+4ljFpyvsijrKL5rQGK/8nPDTt2XSXx/9q8d4Tfms9WaKgQ9N8NiZV/qGMZ3juMDoOD7xyQmvf0znJs2v/uqvHk+DepLbdv9o8qUvfend53/+5x9Pf37kR37kMZZxH2frsWrCBy6fqqMwdnHS+nGcn7Td2Gm8g2OM8kYN3LHyZaqLsfnU3IY3xarvjjbGtlxVR/m2ozEuHe9gTbXRl/ErnY4NJ//ASRs3Ely8++38v/7rv777nd/5nbs/+qM/Or6F8czDfwRrnI/5mI85Ppx68ODBncU/mvRtUvPXzRBtdqxaXNwmWPo2x3c0lsP5k94TPqvG03gbt/ObHQw4NGa7OFfM8eoWPjsa82XNHXhnDUbnOLvawKlOTP2Se/qm81l/ag8jv6Zc6KHvbr2Bs8Y8jmfXcDrn2onVqi+9J1j5RJvdWMHqpvKESzrisWvGlzfFa8qHxvru6lP+hTf1Ly76T33S1zWM/i22nTV9y5kdv4qR8eFMDR9xsp7i6FveTHnUT02/6rgXZuv9GRLSwzWnKyA7gYTDwjreDP7AKbHCHMAcSaB/B7MJhj78yXb4hLGzTpsdjPoWpx2fVm3CnazLO1x2+NS39YSLvvJvxxp/FweHVeNwJ9z0DWsHx9hX9I/LxJeVwxUarweMqW8w1Br9pxhpoX9zom1n1zCqo2f7ru3jcVUdvUKbXb/kXhqvvk5ex2XHrzX/JhzqU6xw2eWTX2FP17tcjFu8dnzarTf5f4XGaXJF3MM6o4257Ga2p2/8VMnb3va2uzc8/F1fv/H7j//4j8f/E/nYj/3Yuy/+4i8+bnR7QvE+XFeNz/BJW2vjXFFH0+U+vNfxb1+HM/UHXn1XfW7Hue/7/Anzvv3WdvrCsb4CJ07rGPd9bfwr4m08WDS+4lgFY9evKzX2VKP5+jd/8zfHTwv98R//8fETJW54+1aRC1c3uf3m9stf/vLjw6lP/MRPvPvoj/7oD8TYjfKdeNPYceEKS5sdjXf6rj6UN7vahLmLs9aJHaz82tEpjHybruFckTtwdvyJ/4oBc2L6rcsEQx9crqg3uFxx3gYnTlOf9MNltxbHpfWUz6qN1zt2lcY7HOrb8W7N5/bdd50eu37BwSe8+47/qHZX4DgmZjucaKv/rsZrXY/X2fUVGu/6snKGZflQ2DVnGs8y80i+r2L4h0MPHjw4Pi1YE+S+DvhqiMfhYfnE69//+39/364f1E5h/Ku/+qvjiTtfW+hTwQ9q9BxvYOCDC//8I8ipeYIClicAfXqhGJw1J6guID055WvAfi/Pp01nzVdL/umf/umIEV0mGI3pAtcnQ//u3/270cGRxv/wD/8Q3OHTNOH55OuZuPBrkn9O+H2VU7ye//zn3/lHWROTLzDEGg9xP2t91coFCH98hXRq8qaTBU/mTIulHLTwRw5PNPa1WHzE/XnPe95xYTXxiz5ixRw8Jvr0Vau+SusfK00NRvXL3Jxoo/bJYTXnoz7qo0Z1An9zwfK+973v0NfF6lmTL25k/cVf/MXxNJd5NZmbcMQKH/65aJ6a3xDFib5yeHLSgI8chuWCvieEznKSe24Y4OJYNf16pnHVnTDkzVmd+dTXv7wWq6nxyzFip47iINaOD+ZUT0Wc5QRH7phbfRX7LEbtnZuoWc4ppifj67FKvZnkHz5qOp/8hId4T85P1AkaF6vpcRyPd77znUe81XU3pO9j5rP4/uiP/ujdu971rru3vOUth66e+vzar/3au6//+q8/fpNbjT9j8k9dZsXqTH9t1WH5Qmf1Znq8cxy30Np55GSO64+Ln4f4j//xPx58JjjqHh5ql9f+sefUYJhbcs8yyWMa4yMPcJnkMP70kcMW55JP+lmbx/kLw1x44xvfeBzvXIPI5UkdpU1za+dY5RwHL/NBvZlqzC9YPU39OA2etF2Mnnn4tPbrX//64+nt3/iN3ziuj/hpbpjzn/7pn373qle96u7FL37x8d554mrmpFr8J3/yJ0c9d+wU87Maw6wWy73peQUcfqlf8o++k3muvzgxOSMHJyZOvtmiDjuncDw/a7Tkg2sHtWvHnN/AEyN+TbQxfnXU8Q6GXD5rzSn96DM9VslBflW3Juc56ox/sCp3+OL/RUwNhjnBOpafxTIH5R+NXG/ybWIwdutoc9w1Gm0ntRh3mrj/Ilby52Uve9nEpeMY1c8orR+2nQXDhz7qqPPR6RwXo2qxOE3mAu6OvX/5l395zAPXD5MaCkMt1lfte/DwmDfBwcc5lzjJP3N8UitorAY6R1YrnC9NTJzUUTVL7ZrUUePSx/mpGN3+w/MzvBw36aumy51pzNVz9cKxaqqxGJnjbKeOipV5RVt+TeoxDHzEiz/yeGq+Aep80nmxPJ7wedzY549Wj0N6uB1JgXTh7wRJwSSiYiBJJJ02TtCZ96z92ugjiMRTTBRaGJ1Ah1FfaxNb4ulvgS8AxoLhtXaw1ja1O0g8+wcOPEGzHx8nQYqAg9F6oIcF27JaYzQZ4Jj8MCSE94Kp0GqDm0WbzHs462SwTf8OitYWSaot3vhajMFss6SfbcahrxMp2hajfDfOGid9WFyMlTZ8p7GkNE4nU+mn3aqPNsZZ+dpPm4w22sBg/NEGr6z+nRAYh19uDspB4zRRtNHX8lwa87sTBWt663OrX3jxSWNrpo/Y0FicLTDyXX8+8W01PvPNOr78CYdPcLRhMPhuydJ41c84CmztmlOrfnw3ZgbHOLWJj/kAy3s4cY5HsUqLMLzXx/5V417L4/qUf7d8cMl3bcSn3MFjzT8+W/I5v+hnHIv9MOSNBfaaf7WBoe1qxmvO2M8vsYLHJ9qI161+q08wVv3sMzeLuZNMupQ3xsfjVmM8jZNfaSMH09dreagNg1HMvLe9cbw2TjhOXGiDK7/s916bR2kTl9oYq5pjbjg+GGv1HY7x4qKvRTu6xEe8vRZHXIxVmxXjAHr4B0Y6w9FGjGjMLzlj+5p/aWN7fPhszDD4YR443hlDH/tXDcMxZpZP1rbzRbu4GEcO3mqjzWqNs+LIYfwsYn3rd/qGo2988ksbfjmhZ/TBKY214/tq7YfF+KWNmPMLF/vEKxMDWBkMS7ljHy5waGRtoQO/tDVOGsMJD0a+rRo7VomR/mutCEPbLJ+0ZdrgUe2zzYl8+ee9/Y/SOL+0wbH8U9fTpTb253v+6KfdrTb0FSeL/bjK4+xW41sc7/HVTp0of22DBROHcrT3tvmHdT5Ee/vb3348yV3++h1fN82+6qu+6s6Ha90se5zGxpFbrHjSWHsmdyy1MbY8WLWhnQV/GBbHKfNBvXCzfK2j9vPJsloY1owONG4xpjEsaxt4t3zKwXDom85eyx0YlrSJT9hheG8fv/mkdhnP8YEuNKxNvh0OPPsnjbWx33gwYNK2PNbO/trcYthfDmhDFzqbV9XROOMH36JtPsFMP9to7NjEL3kMp7qubVxWfW1vnHyiDZw09hrOc2lDPz5Z4osL32Ct5/zG1abcjFMYxrINZ3zkXsddXPhdG+20WQ2HNLYdTvObxmLF39V3XFaNcbGwdPVgjG9Z+DDqD/7gD46bT+aYi3/HGv9Q0uJJbje7u5jHsbjhapG7jnmup+SNxXg4sXw/3jz751F81T7badL85jvjj7xYrRgZCy+L+PCDzs61zPHmeW3geJ3xBwY8xidzgc6sGOSPbca5xdAODjz7jANDnMREvO0vnnQpv2CGF5d8107/FriNo5/t2liyOIdRjtIFP5qkNSym/23+aQtLW/ws2pjj4lWsjKMtjNUnuLZbtGVpA4POTD8YeGXGacy2pbG1fXwXi7gYozmuTdrgxPBg2tnPtDGWPLbQw5rP2uiTT6vGtuO86ic2akU65vOtfsfAz/6BYTEWfAtdzFUaVf+Mo01+a+d1lsb5iIP8K5fhmFc41aa5kF+242pt4TceNJbHTP8w8Hmcxrf6GQuWhb7WfLIYC4d0zif4Fm3st+grj/nneIdLGtpPE2OtFoa1/cbpGM4vOcPyy+u4wMQvW3OULh3v9IWj7uCTT+lTf+s0xsc42uCMC7/EyWJ/bYr7ikOXdSxYdDW2fjDTJr+NxbxnMLTVLo31U0flMn9w4bc2+mn3OI3TShv5hw+/6GOs9INDv9XirR3TxjhiZY7zj8blFt7GeS6Na0NbOPAdp9LYuMbRbrU1To2BgxvCtIDheJlv+OCsrXZZfsGzP9/pS5uOVfjAZfluzVYM723nj/yzZHzDh9UmjNoYQzuY9vHdvMKlegODP2nMn9UnWLXxGoZ4yhtYxoBVrLRJl5UPfG3z2xjawfAax6vt/dl1ESqyElRSOGHKoZLYMMTRjuMWTlm00Z6jFRPFzTYXKSWgPoItQcPQhmnDbC+Qkjx8SZqITQRjaZ+VeIJQGz514msSm7jGXPmuGHjwx2I7HON0MLNdwtROG4s2rPfaaVNChCMhtG29JofX9KEx0xfPJoJt9vNDgtLJeE5atU2fNU762I6LNTx9tMFDnLw2Bm20gaVN8fSa6RuG9/GlbwYrDNv4vcbcNtoYAyfYFlwUAH5VpO23MG3g1N4aRpPX+3xKW5j6rPppgxPuLH9u26waa7t+0KKfGMXHewYD3/QzlvwrVi66+G5MC1w42mX63upnP43xZnDE4lYb++nA4Fi0STN6xAcPGIo20wYXbeDEMYyj0cM/+b1qrI+YwdAPX77damzMDA6Mcsc+/fJdX+8tmX3x9jou5Q2uMB1cV5zarThiFR/+GgeOuFtoTLvHaQwfhnVzCmf6qhVqV0/s2V8bXG41hoGLNYsvX+SY9l4bD4522rTo0/Yw+KSfkxdc1Ea6wKATw7exjg0P/+gPa21Dm/ImLp106GcsODgyGPyhnbW8MJb94g3PQdUYxqpNnLXP0l/bcMRHrPjV03bFQhv4+MBjjaON/bbHxRMrHVtwWnVMX2uWX2nUWDRRR+Eaw5xa2/BdG+3Dsd/C9DOGvNHG0g3G4mD/iqFf+q768Ys2dLa/RRsGG06vre2Lr/fpI+Y0dgwvf+yHIS+185qVM8XLNm1qJyZe8yON9S1WXoeFC07a2aYPv9RR+uKyHqvsbzEuK+bpJwbGp0vjuCFkjFW/W43tg8GvOGpDYzHHBV+8tGXa5bfX+ZM2tvGbvnAscsb85FemDY0tLI2NA5OlK040MgYt7NeeeW8/P4wNz80zP1Xyy7/8y8eTSfapeS984QuPJ0K//Mu//LgoiHO1wniZPqvf2tgvj2vXh2JpY+xVG1hwwrIfzlpHzXf+aIN/+hnDa5a/+DDb+a2vmNOYL+Z4bbQrb4zJwjFW+hmHfmlMZzzt1z4M7bwPB4b3lrTBAx/94dmnHbMNBn0y+/FOv3ynj3Hh8geGJf1wzMKwxhmGft1YMce7OWoc+9MPF231bcHHa4aDsfiEEyvm2uBzG2/b0642/Iaz6qxv7bw2lv2Zvi22aQOHxp2vw+x8Ulu+wOAfs7af3/TzXhv9YPDJDZr0rY2x4hIWDLFYNV6PVXBoBwMXxiecrfVjxVpfT8Z5yt0HU29605uO6zP8jOP385/38NsWr3zlK49viHpiUhztx2+19KWNY573HTu1w4sf+ZVPeOIVN9jiWS3Gw5Ng9qeNNqvG8PnU0jhprI6qPbbD0K424cQn7fCyDRc+WZgaqibzJ9MmPNtwNUZYtmljPuACmw6dD9ivP80scbE2VliNIZY0sGifNnDapk3WfMKHaYOPOYWLMbr+eJQ24cSjWOJDY9rwK3/Wc/5bn+Iqrpk2tMGHGadzSfwYvjQr72yPz9Hg4R84+HSNZ97JQW2NSxOLduFa54/X6QdHbnhvrb+F1QZORls4ODE8cTbH9Wc01qbxtCn/7Dd+89t7+uKrRlj4xR9jWey34KHdqk1YcJg25js+4mV/9cJrBoNv1rYVq8ZKC1zUdFyd28YHRv35Hm5Y1pb0S2NtvS7Xw8HZwkeWvjROGz7RBYbXrHqsjbFgZ8bXn29e04y/8o8u/HJ84ZvxtGHapLNtbTdWJpZpYy6wNZ7lBE75BCedtbcvPXDR5zZOtj3Kr3iJx9qmMfD3et2/5h9OjzpWlTfmOG1gNPcaZ8VpjFu/xCGNzQV1wnhpAYP1Xn/jWNpOm9s66uayWDF8ilU4tq9ctKEFv/gkRl43lrbFOow0pB0zRuN4iENffXw43Fj6WsIyLmu+VAe0WbVxPWQbzMbTl+/W9qVNfttmv/yrjvKrOnoM/PBPcdKehWMcPjJ88aGN8SxyEB/t9eW78cLRN3+8tt9YnSfpq73+FpZ+cjnLn1u/17Fqe9X6/dl1EdqaKL6S0RM+H//xH38US2LaTlwCeE8Qv+Eo8JLZPidRvtYmGAnuJyQIQ1hf1TARChDh/KRIXx/XxtfAneB5Dc8nF9r1iUzFyldrMnhO/ExQJ00mrCB6aim+7373u4+bTw5GEoOPvtYvkPrj60SRP77W5z0cv4NnTO2s+SawfpqgZHAiqr1FOzz45OTTez4bCycFhF+20aVCqXD6oIGOTDsHl0/5lE85khz2M888c3AyWXCz4E5DRcnrNU76iK2bbvzmG12N42shCoj3DkYPHjz4AO8mpK+IMRgmphPriqm4WOiYefKE38YzNn9tK+a20cYCy3uT1j/TwYWu3htDG0+XpbE4lFf8pI9xFC9tjIOLsfDlI99u9TOORRt5RTdtmsT0o0ca89u4NMbJ2LQTQ+PywSIf6EtnfugvR/mDkzE9eWOuGJt2xoHjvUWOd8Hiffv5ZQxmuxw39xhseW6c+DiQw/JUnn5ykMba0KS22sgx7/HBl6/mttzEFWfvYfMbF77Zhrsc9M+O8qF4yyHbFFFjfMInfMIRM5zhyHcLfsaiv3iKve3GsRgnbHHq4GCeWMRLTLQzxx88zGNx0M5+GnqKKQx8zG8f6BkXf3zkC99h8QGG+sdo9t73vvdYpw+uch1f+sFR3+ynlfbmtnHkje30wkV7fC3yy5OU1t7j0tzCldb+8dSLXvSiow0/cDW3tGN8Vf9w1gcXddR+XNRkWqrFYi4/6EJn+4ybmZfibjG2dvQot+SRuSDPzUH5p41aUY7SxKKduWB/tV8u0qb5Ihb0gGOOZ+Igz42jLosBPn/6p396zCV88KKxOJnHsPltPHgMR/rIHRi284F+xiiH5Yp6QxtYdIFjYTSiL954wRJL7fAXX221g4GXOWAbnqsVK3mBj3Ydz2ho4bfahiNuzzys/fyzzzb79aexsWHQLy7qjde4akMv7fi+4sAQA7kMW+4Yi9ba8xE2f5i+6o24WvQxv+ncsd42cXLMwwF/uei4jrdcp5+5azt/9LGYvzgZD74+2uFgETe1Txt5scbJ3KA/LuUozuW5sRoHB9qot7bBfc973vNB2shh4xhPm/TjE/7ln7wwb/iBMxxtvDcfYdAGNxj64SRGxUKeuNGcmS/GsBhbTpq7cpTetsl1OPyWR2KsfpQbxrdfjvPPE9z/63/9r7vXve51B679X/AFX3Bw8/Vk+WauGNvPdIiBGikGcBoLRzmuBsod48sbuaItHozvtEk/vtweq/hkTDWQD/JOfYBBG6/FCUbHKj6qZ7Q0No4w/CQcjflV/aOr9/Bw1EZ7/eSVbZYVh+/qH5Mz9IOPm/jah4uFv8bAJ1xYjr3VEvst4o6L/ebhx33cxx05rB9s+tKQaUM/sXzwcE5oQx9zKt/5Wi0xf+3nC431tzAYYisWYmAs89NrGoq3ffyujvLZYs4ZBxYOctSx2iIO+Z7G8hKOPvqqJdbMPv0ePDvH6YevOeyY1vEEt/LCtvQTU7iZnJCj5pf85lcaG8v5gPxUs3GnW/vxtagT1RJaVAfMTTlDS/3VAhrSzNyGbQwGB4/OCeStmmcs/jXn5Yr5yzd86IszfWB5bXFz2zHfP5rUh/a08sS2Y91XfMVXHP8ktuODcRx/xREujV/ykpd8IG5yBg864mo8fuHMr2qX/JGX/F5jJX/oTj9xwrH8ki9yRy2GbR/s6ppt5q85I16waWscOppPzXE53PEMF3WUdgwfueB8ynhw+Gs8MbE/3zrv1U8bY9QGBr9xoZM+/RSGMbVzbMCfvuawbXJPvLRvLPNX7tAQH/3Fy3jyyDHd8cWY9NLfHJcbzLbyin5w7TOWtfd0NyafzXXbipPtLfbjKpa4002O5rsckJ/4yhExUGvEVBtc1Di56VjlPRy5hYv8sY0W8qhayw/6wRNP/Ogq3g8eznO+40gLY9EFFr/kjtygAW3gqrf42W8xDl7G1j/9jGORR3yWO/rpr521Powu9ssdZnycYZXr2tIQFj3SuHFgqyU05BN/6UJXWvNR3odhvsIRS+PQzRhw6OMnhvhnW3VCLtNcP/iuvWikjVpbjdMPvjorXo4TxlBH+W0ssfUaBv1wposxzGE84FrUJHkBM321oY2x1CLzsjqqfshz4/Gb0de80g5345h7nQdVi8VartPXAjsecOw3Diw64ExjmHQWN36Z47Rhciff+IWzxXUpw1GNMR5tYMiJrrX1oa3zAbyZuMPomoDOtDG28XDzHqZrW/thFiOc9c839UauiwX9tMO5/fy1qLVh44kH/ha6iJMcpKs85hefaCP/1Cyx0MZ244iDvDIWMzfVEmv4/Mh3ffJPHWh88ywe1vIJXzWQn/oZx3g0wU8+yU1+e21feYkHbEv64UOb+MARd9c1nZOZO9UkPPS/jdNaS/Cwnz6OJ/JLLPDB2fxszuAkhmIpv+S/fnzXNh/NcTksHnTFec112vCFXwyG/eLFH5xh62d+Mr6IpdjD1EZ+46tuea2NOOGbxrRyvBILY+Jo7qoXcPguv5238VkOiIFaK/9g2s/Ekm/M/LbgzPARR7mlDnovnnKUf3SzHZcr7fIb3U04ziBtkVTMPoITm4MWtrYRXJOQ04qFfUQhov6wmsT6JrB2JgPTRsAER4JWPGAnoLVx4hCfCjWceJr0uAi+IGhjH4NtGx5h4KIQMZy1VTBMHBj2w9CXlSASPj7wJBTOMLSBI4G0kZh40RMO37XTnl7WjJ/0sC+z3zaTxH584Kaxto+K0+q3/iYEniYVbt6v+oXdTQDj49lE8T4NTJhM7sTfNu0VBOMYr222M3zxobHJa+LjIgfwYXKhNiYugxVH+yumJn+FBw4+q9EPFzlqbLrpCyOjn+3aGQNXOF4z/fDTBo9yB99yB6bXYiP/aEwHGPoz+uWb97ZrF4ZtXhsbRvnFB75ltLnVGI6FwTUOjRUmWLiWe9rAkEvmQ8UxPvGFwW+Fz9wUK32MrU3tymttGZ3gW7L0EwemDT/LCznEXz6EbU2/YqUN/emBCww+rn5po58+4XhNP++ZMYwt3ua49a3G4slP8y59YKQx34ylDS509ro2xoJBLxz5nR+26x9H2tiPhwMWTdQL/sUZrj7p1fi1wUscYDswwtQHR22Z3KJxfcKmX7lem+ooXvjzIxxtvV9rhXEsDAev9XNiTD/ccFrbGAtGJrbhpJ/3uNDXQVjc4OCiDV/MOZzKLa/jigvN5Lm2ctlcwF/McbCdpTE9GHzjr5pXo+SNvvpoX16s2hwgz/7Rzj6mrTjQxNrCL3iscW+PVcapDc755eTFyZQxaMM3Jr/oEI5tNNaPX/YbGx9a4OdkCQZNM+3WuaAPXO3LYW1h8Mk+PPHFCVc+2W5//uc7vmkjXt7LHXNPX3zWWgsT1honmGmDC/9wVrcah8Zpg0/6rTV9jbc2xsfFBW511Pj0sT+N08dYtsG2Pwxjp5vc0Z9fqzlX4rNFW1rwC4dMH3zNq3S2Lf3ipK+b3H7+wIWltvx48ODBcdPMibSTXOPoiz/OuDM6eZ2mcHGhT6Y9v9S/5h6/6MP0wQO2/elsvPhaG8sch2N+ai/eOMOwhmtNG7zabt1Y2hiD0Zgu+NXedm341Dy2b+WjDR/54EaN9jD4zheGr5isMcYDbrHymrbmhHMURn/YcdYfvvct+Mjr2uBmfDWU797jpi/zXnt1NAwWpHbqAABAAElEQVTbbcOZ4W1c+UVj529ep7ExWXODbm2zpnvv7WP40Fgf/PhtfGPCrh0N9DV++mnDBxjOs2HQiU/GYuWd16tf2vKZaZ/G5rkcU+v4ZSz96GCbdi24pR/exhKbzvnTBmcGC2fn/Jk8g6FN2nhNC/yc83tdrIyjnffiiOub3/zm4wJUzXVTSB+auLGtnTnx2Z/92cdF+gte8IJDU/oYWx3Nf7gW/mbVWbzh8tG84jtNmD640se4DE9+hKWtfuYlHSwwig8MrzvGpDGMNNYGDxo752+O87GcM25tmsPW+MGyHydcrM0pY5k/5ZrttokfjfnkPQwcYTDtxIYv2sG3H5a2jM7ea5NP1jjjydKPD3zib8c/YzD7tDNGRtP0s80+fjmGM2PDSRtYxYkm8YGxcsFVHJwrmeN8NFZcVp9oY7tt+WxsXPUzBtOGvpZwbDdfna/ST1va8h+edhb62W4s3Cy2lRf8s40f9TF+GMbB3xj6mOP281Efr2uDQ7iw+KRvRica44K39jTuOICnNut1PXzxxodZ40wfXMQLZm2MC6c8MsdhtN06g5Gf1VF5S4/a0RwnY9qmvfdhyps0dt1QnOgAh9EAp8aCY9G3Nl7Twzhyhz5qT+PCMa6xjK0tg10ew4dTHa0W61Ob8uz2WGU/fLxwMq78cqxy3uV1xyptmDbFJz3yzX7bxMY8kD/01sdCD/uNCds2xq+04Q/jkzmnj/MB72HhXJvybvULDtw0Lh9pFk8+pY129pV/uFi0CV8b48v/7p2Ik7jbztY2+WM7Xy38tl37apXrKjksVgw/7YwTj2oxvvZpw385yzf7YVr4bZ82xjROPoSnXflgrY/ccSykNb+0geM9DGPXH3b7ccaf79o4T9fHazjr/NSGn3DlBcMxLvoxXOSO/JNH+FmMq40+sOU5Tvrblmmjn7VFG3EyNgzvrbXpOEVD/Jqz9lv0obmx6MgvXOLMl+oYDH20h+U1MzYefDa/7TP2yhkmg4Ufo7El014/+QeHPvjAu8quQ3qWUYJIVmJKCAIx+2zP4We7HNsTL2EIKFjElCDeM1hN3Ppb698iSBUyF28S2ri4ZIJLYPgZXvDjok2B18aJh0+wcKmdAMZZm1sMWHBcBDr4OJBJZtoIJoNngX1r+qef9vygi4Mi7t6v43stidI4TcL1np78wkV7i0JrHzPeGqew8lkbGhdfJ/N0UMSs40tf49A9jPxprPhK8ow+7bfmN6wwtGsMr7XBh8YmpXYVI/gsjX1SfGv6h6efYmTCOUDT+JaP98ZY+cAwRkY/nOWMeCg0K47x5CUNWVi2w2Imur7FHAYfjVMb2vJRvmf5Uxv94Lg4qWiJFc1qg2sHoRWn/dbGNb54M7xgw2HW9JIDq+mbvjDkmgOHC4s0hlsbfRW+R2m86gPH+F2g0GvVmC7253Oc1jhpg7exHJzta47ne/qJV9tgrX7JUfNc3phXOOFC9/oYZ61dtrfAM1dqU9F3ogMbr9o+SmP9V79o4wBk8WkzDLlPo/iEU+7Zvuqrj/ZyTB2FKUf4maWNfeHat8aSBvILFqNPeRxn+/lf7uC0ctHXWNo5WeUXbWyjGbO2+KQ9g7P6ZT8sa/PBXBcn49qW8Ue8V23yLwx5Yj9tzGN9xHf1PQw5mK1+wdLG+HDERH2meTi32oSDT5y0gWVOrjWw/bDkulhkj9K4/IehT9rQmdlvEb/sVmPb5Q4/jOemOW3UqPhYP67e5Lc2MNQCvuFAFxpl+Vyc2q5vY2mjj/5iTiu5A6v8e1Sc9MclHO0tapfxLLiV19rx+1HahGGtvTZeO9GksdjAts1iXBxZ+rbdNhj62cYfdZS+4m9bRj+WPvatOF7rZzwxNwfptM5n++hkTE9ye6LF7/yKX0+Gft3Xfd3BX/3zoZi2+OsXHznOx3UuxKc29FNfaEwbRuO15ojn43JHe3pY+KyOwsHFNrwYDD52/G18+/jLbNOG8QMnWhm7NvbZZqw0tk1fbcLNb+dt5oTY8TWjjWXFsG/FEBfxUfv4RUd5pE18YMO99Ss+MGEY31iw9MGPJiz9jBd/271u0ZaWtHBhwi+v5XEa06xjjP6r2ZfRuD7yGHcxzyexV1ezNFpzK5/55p+q5qPt4azaPMov+Nrr61zdscFxXJ1fNRYnfq6WLrbxBTexgeMcEH/jw66Ndk86VhmzcfDqnEKtKlaw6GXeicH//t//+3gizwdR1Tpx9EQrPubrK17xiqOuliMwaEpz61WbtNPGfmPIFU+WweWXGPOlfvLHWMXJdjjtrw44jyzXqkHG0Y5WMLJ4hbFqbB40x+WKRbu1zS1OfMSJDzBoahz5SOMMltxmq0+2p4/X5hTe6gQMsbO2j8G/xbbd/trgQxMaiSlf1PTVmlNrHc2f8MQGF3OTyR/xK/+MV5yOBg//3GqMi0X+u+lJYxjrnILHpzWX8iefcKveGMt2Pt0eq2CzW41XHHlCVxoX61Vj2ljCOAAf/uFHRluc6GN+2ifXVg2NQcNV41u/6IADDPPCmHzSj8k/yzrHbV/HEQMa6q9OMMcq2HFe86YYHQ0f/oGV0RiebeqoHJbba5vyml+rrr3mt3Gt1T/a4rPWG/PfcpuXq1/680ss1C33LFx/wI4P7fBdc2fF0J9+2rhmoLNcxCVttLHQi+XHGivt8YAtb2DRyrbVL+/lxq3F13Z66kNf51blSeOWE+Vfa3xrow/f+e2a05jyj5+1Cce+thl/1Sf94NluEa/44qm//auteLTTjq5yQpz4CNvCavMkjbUzDmzzSi7zDx9mu+VxNT3O1mptGM13sYl32qRt63LCeLjzy1xUA/lgbOvGWmvSitE45YN9zzzzzJGL8t58gF874/DT3ArHvvbjZanGyD8a88NSO69hMzhhtN9c0M97eNoYt3lY+zBucfLbujpFG7zFbtWYT7bbtvq0amw/HZxDmuP6xC/O8o9mYeBk/PZbizWcvsFqTuBn21X2EQ8JvP82+wWIHFaMOE2gAnwW2mSzONAL7tRhrilITdQ1SPflBEMB4BdOgjY1CQ5LQvCrxDuDB8MByIlmXxUyQc5asSpGOE2NxvypiJTE98WjMb8yiT81Jwx8wyXfzmK54cQniyfUKtZnceQLPniINU5nTb7wx0kmjEmsG5PGTfe1wLb/vmtcLHIGp8m8UsycdMhlhbkbMvflUDv60JjJu4k+q8YV3vDPrtUscYepbk200Z++sDqJOctDe/nrhMONJwd1J9xn5yYcvsDijxyeYKx1FN7tyZdx7muOLzDEWv5N+ZhXsJwMidMEx5xy4x0X82Eyx/PbfAhjkjc0ljfNcSfOU7uijuIhl+mjpjtGTDT21fsf/MEfvPuiL/qi42t8fh5jauaDnKHNNHeuqqPOKcRr51ilP40tcKbHcfPAVzvNBbHqggT+a17zmuMG92/91m8dT3M7mX3w4MHdd3/3dx/Hx+c9/Jp2uYaHuiXOO8fxVWN1R6zOGi7479ZRdQKWdfPzLBex5pOfp3PB34XGWZzmOC5ed1PlLI72dGFqzXQupAv/qqMH6Mk/4fBLnSifzsDwR7x/93d/9zjeyVM5eLbmrBrvHqvEnG87xyr9LWpyxxm6+ADRBx7/7b/9t+PnSTzBbaGddm5o+0rzZ33WZ919xmd8xrFNrIv35BhDD/q4iW4udH5yVmP8HRfknWV6XgGHLuJerCe1ous7eLjIwYmJk5jrT99JPfa/D37mZ37mOD/2wcR3fud3TqgcfdR1hsuOxuaWpVo80Vh/85vRZaKNvnKQxuXOpFbIGU96loN+km5qsHBiuEzmlfyVO/SRxxN9jR/GTh3li0Xu8GeiLy44+DBLrRAvP5nEztYK9QYXnNSbs/2PQR/+oY1FvGg8neNixR81VqynseKX6yrzwLya+AXDz5voi4dr6QkOja6oo2JEY/p0vZj+Z9ZyB5+dOmo8+nTO3/HhDI/a9oEhPjvz03HGEsYkd66so+bVjsbiXe2Sd+bE1Py0i7g7j3TuJn+ustnR/DGjC1oH050CAIdoTd7HDPecm/XfOTAbIA78EtQdU9BMPNrAnVgTrU+9vJ9YsUrrCUZ9HAjhTLFoQd8rjMb03dHYZOULv3YmG4zmg9cTo40YW09zpnGnJ5b1b52203jDSVecFP2pXZE7V2pMG7qY59OY60eXHX3pmbZucu98QEcf8SoPJ7GCwZ+r6igOO/rgI1YdH7yfGI0dmGmDz47FZYrDBzzk3q7BoU9zfYK3aryDY2ya0NqyY1207eTOymGaN3xoPrWe+EVXvhSrCUZc3HylDz4uwPyGoZsBr3/9648baD4wc97hd/o+93M/93g61BM3ndx2btMxb8pFvys0Lmd2Yo1L/a0tExMf2tJPLV79O4u3ky/rWHA6Tk3zmB7xmWqDUzjWUxwas1XjiV/68AmP3Voqzs3Rg9zgDx44OT64+HfR7ffHLean3+I2Nz084Maoi0QfpvhA0AdWfpfUg0fl3I5PeFgc84qV9xOrToQ5wdCnWE3zJozyZwdHX37BmuqCjxjBKWa2TQwG2+GiP39g8W+KVZzg7WhsfFysp1z442lDNXmHC1/EqDk1xSpfdvRN13SecqEpPuqN9dSM37Vd1x+TeOkj3jSe9I9/enSe3faz61WbHT76xmUHZ0fb1ffdvIHFj/SBNzUYYm69o42+5rj1Dk7nuLs4NIHBr6npWy63nmDhUU2f4sDg044/cfeEuA9JxOsKvHCtL32iewV++vqpAk8VeKrAUwWeKvBUgacK7Cjwjne84+5HfuRH7r78y7/8eKLb04lP7UOngCc0PCX03//7f797y1vecvcLv/ALxwmoD/q/+qu/+ojDf/kv/+V4Knl6gvyhY/8U+akC/3YV8Juubmr/3M/93N3b3va245ud5qoLcTeVvumbvun4h9Oenuwfpv7bVePfpmee6P7pn/7p42aGDym+5Vu+5d+mo0+9eqrAUwWeKvBUgacKfIgVmH/k8ghivq7g69f+G6effHDy5e78WXOhZfGVA594+eT1rPn0z4WZn6FwAjjlAsdXBXzFydrTkdNPdTyJwS9PQ/gkZfKJFw6+buA303DhG6yz5skQ+vo02tInr2dwaGPBBYf8os8Zg+HrTZlPds5i1Ff+8c1XnPKtffddixMMi6fcpj+zIFb4iLNlguOrHOUff9bfM7uvP7WjMa0ZnOlNCvnXV7emGtMFhqXfgornmbVPAP38CePPRB8Yvk7ELxjTn6rBwZwSM8v6FJV99zVc5J6a43cL5c5kPtAWjq8348KvszFXQ+ljjntywByffNoq7+Rx+vDrbB2FYen3adP3rE/iwC/amBOeSu2T7fvGKAz9He9gqKHTYxW/HKsc76rpZ2MOQ84wr3vS49hw8o85JQ/VrOmxisZi7iv25qVj8CRWfJGD4oXTxGBYfJW2Wsyvsxob+6o6ai6IlzjhhM9ZM8dp3HkFjSemvydC/aPJ973vfXc///M/f/fMw98lpJfY+XDhRS960d13fMd3HDlu7t3G8so66hgsf5g5RZ+zttZR50rq1iTe5R2N6KsGnjV9xcmNSse7niY8i1PdEnf57PxkanIPRrl3G8/74PKJzr4BUB2daAyHztauGSa1q+OubyLQV972NNd9fKkNTTp2wpQ7ExOrzvlxofPk2Gke8unXf/3Xj58okUO24Qnv5S9/+d1nfuZn3vnnkv/pP/2nw+dHPRVFX3Xd8cV5m2PNWaOHXPbTiXA8PW+sSe6oN/rRRbwneUNjuefczfkNPSa1Qi2We8z85tPEaOP8RJ2g8bQe06IcnPCoDy6MJtNzN/3pS6Nq8URjGHKQ0WWqjeOMY7BYW3A6a+IEQ+2Sg74BMTXXMuYFk8fiftY6jtNHHZ3oa0z+WOSy+T295qSx8zb9LZP5bW6qN44z9HZPSF6fmedqHByxwsnxDpczGMWCJhbxUismxwZcxEhdV9On17/51Tm/8ym5fNbgiFO6Tu+d8KtrctrIvwkfcbbQh0/m+CR3xEnM9XdePDlWpbHjDF9oM80dvx+tLz7OBybzk8ZqqCWNJzjmkznO8LFMTM2SO7Sl8QQHhrou5vSh8dSc15jj+Jhbk+uhx409+x7mY9CQ5DTxJKr3E9NPfycwHRgnOBK9yduB6CwOjIKJz451ssA3ST8xXBwU3XiynvqlnwnXAXbCpT405tuUCxz9W8KdrOWLOO3kXxhOEuFMTR7vaixPcAhnykW/9LWe5h8cRa2Tl+kcV6j5ROOdOc6P/JLLE0tjPll2jF/48G2qMU1pYl7BUIMmJk64qMf4TA0HJy44Tbl8KOqoerPDx7zqRsQUhyZymM47tUJsrqijOMjBToSmMeeXnIE3nePFnMZwphrzQQ6Kt5zeMT6Z4zu5U72x3vGJxrvHKrqqe/yaaiNX5PDb3/72uze96U3H4p/Z8c9F7ud//ufffd7nfd7xcyVuCDgJfdRFkBjhQ99pLS62tElnuBOTt3js1lG5ss6HKRfaOG/biZV8g0Ob3WOVfBF7/u1oTBsa03s6H3AQKz5Na5fx4dAYH68nlsb4TM/500GcYODStvtwUjM9qW1O/uZv/ubdb/zGb9z5jXzz0gerblr6mRK/v+23uP2UkA+ifID8uA9RcMClmN+Hx20beSJv1AsaT2sOXPOAPnQ+o80tp+b4WY1XHJpUb6Z5Ay+NzYkdbWDpv8MFhvlUPd7RWM2ROzhNzweqW3Te0YYf5c5OrYBhnvWgDL0mth6rdrSBQ+MpBu7yxXzgG7yJNcfN76m+xoUj1vR1DTI18ZbD+Hg9zWO6ysHq1hQnDOtprPIDFxr1fqIRbapdk/716Xgnh6bnA2vu0GdqV9VRuppT5sM03nyQw2JF6x0c8wnOjsZ0Ld5wpiZWtBH3aaxg6N8xZspFP7rQWaym+fe48c8/JvM4pIfbHbwI53fj/KPEyScE4AWPeE6mfEogsc5+gqePxRNJfRLzBOpP3MWvEt1Xyc5yAY4LbSSETyx2nhiQEH/2Z3/2gSe6n0j+MTtNOPpOnpxZIfnlEzOf3rko9v6sPvrQN5t+ug7HJOGXp00mn5bhEIbcmf6TRDjyBhcXJRaf4p01B1Jzwaeb9PUEzVl9G1PeVEB2/HIC5QRRDj/qhkfjPWmtUNPGJ9pyZ8qHPuWOT9f9PuVZq1jziT9+13Kq8XrS4aJzMs/lDRz55x9ITp4QoUEHVRfMPh31n7XPGm3U474Z4ybXxMxNftFY7J/38B/YTTSGA8OB2Xzi1yQHizm/5J6afBYHF3OzHJ7EmpZwLOKNl1rh/Vl99KEtDK+nT3vq61hFZ8dw+TfxDY440ccn/erXWY3Th0/yeXpCFk5PMLgZJOYTU2/4xtTjiekvVviI90QX49JErCyOeZOn2/jz3ve+9+7HfuzHjidG3Uhjz3/+84/f9/VPJ9WO9b+5Hw1u/qzHKvNy5x8jOVapF8wTbhOTK47l5pWnyabnAzSGQydzYfLUihoq3s7bxMkxb2LVLXOT3tN/MGxstQsvdWYyv2GIEb9ovPMPhODQWNzNjUntoodY0dh8kjfm1lkzPm3E23HYOT+b1GP+mJv8OXMc960K/5zpda973XGDm76dr8s/Hzx94Rd+4Z1/ovfyh0904/YkfnyijXqDh2uiick/sVLT5Y5zJdgT44+8U4edK03M2M1xx3FxP6NzY8phsWJyZpo3tKExfZ8Uj8Z93Fpf9WvneAdbnWBqzqRu6dt8EC91a3qsct1gTjHHh8mxSl/zHBfnJtPckbuuqSyOCzv/jFL+qRdsen7cTW6547hJ80n+rHV0OsfpC0fNoe/kupUWfDCnnE/Q6CUvecnIJzVHnGjkOD71q2Mwv9Sb6RzHA4ZYT2pN2vDLh7LWfePMvrNmjtPEMj3nEivHKfdy4jLxjcbpo1ZM5jgu1VG1hl+T+1RwaMsnxxnaTGtXx014lonh03V9Gk9wOjfRl19TbcSKX0ytmZyTqhXmNr/kC42nZi443qk35uf0+uxR4196o9sABJOYkyJ9S/AKjLjsYOnbcsvx7PsdHsbS32SV4NNJG+ddLuHQOJ3bdnZ9FRfjXoV1BQ6MlrOaXN3+Sh5XYF2BcWW8r8DKJ+uphWFO7Rqs3bmJw1Vc8m3Hr6t8ugJnxfB6x4rTLs4Oh/ricBWP/Ar7X3Mdlx3fdvre+n4FFoyWW/wnvXeS+853vvPuta997XFT7Xd+53cOHDevXvnKV9699KUvPX4O4XkPP5RyY+L/S1v9mWoUxodL7cKn/LtCy6kut2Pv4Kwa7+DgFNYOjr5pvINzq9H0/X186oLc/HOD29qT3G6meGgIhhsGntj+4i/+4g/8nwLb3Ow7k99XaALDmOn8odTmPtjx2fFN353+K8+rcFbM6eu4tJ7i6AdjF6f+rad84rKDU9/WUy5ps9O/vldxuQLnTF2J/+0aj906ARPOrk9hXOHXFT7x6wou+XWVPuHhNzH9r9Bn15+4X8EljF1OV2gDIx6t8/Xsere/8eKzi7Xi7GLd6nDpje6IXpEUYe06HM6t42ffw+HXjsVlx6c+MXORuvNpf1yK1Y5fV2DsaLJyxyU+U0z9VpwV/8zrNG59pu/aNj7WO7bLo7HD2eETRjqHfXYdjn67fMqbsxzW9vHZ4ZIvV2Hs+oXHLkYa7cb7Km3CwafXx4vBnyu1Keatz9LRb9p3HSuc1uu+s6+v0ucKLjCK+Vk/ag/jCovLDp6+6/JcvDyN4mkZN9A8+eqnSn77t3/7+Ad3tnt61dPbfq7EjTXfzDtzkzufrtB4R5d0OKNNfW7XK8aUUxh02Z0PsGC4QbpjcdrB0PdKnF1t8Eljr6eWxrB2LJxbDLGzOI/3JJ0nXd/85jcf36xwo/uZh7/B7VzfAy3moyfCfcPCb3H7yZJP+IRPuIV8zvfFyXrXrojTVXwep/EZH+Nyps+j2obT+lFt7rsNxq7FYxdrxZlihXGlT7tcrqoV8Wh91se0mfZvvBVninUFxsqHxrsP5V0RJ5xW3+J4dn0FRmNe4ddVfODgs2MwWOtdrKtwrvDrKi67OPrvYhSjsHbwrsDAp7mww+Vx+Xb5je4ryIbhUfjdAhnGjnj64jH5KscqvK9IWfg35eNrAn6K4A1veMPdC1/4wtFPNZRUaYPPjvGJPlOfjA3jCuPLrsZ8geEiY0cbetA4PhP/YOTT7lzAY/q1m5V7fHCbxjyMK76ZwC/WeuV6n9dXalzuiPtUm/jsYPB71XhHG3yqFVOf8NE3fbyfGl/cJNjlQh9+WU8NB/2td/gYn1/02cGp/+5NMDhps8Nn1XgHR19YO7G6SuPyb5oz9WsulD9tP7PWF59i9Vx9fa3U14B//Md//Hia+3/+z/953FDzNcFP/MRPvHvVq1513Ezz5OhZK0bl8dn+a/tV42ne6Fcer9hnX9M4nGn+pQ2d+TbFwb2YT3XJ//za4ZJf8m+HT1x2cicuuxqHU8zTa7Lmj+VWGzexLc7jf+/3fu/urW99693b3va242dg/MSIn0TyszSf8zmfc/wGt/e+au+r+5OvKuOOgzjxaxpzGOkD49avMxrhshPvxuJPGk/58AUGm2qjr/F3NYbD0vn972Z/04VGU22MTBN+7cT8Ko3xuSJ3aONDXFg7Vv7BmGqcNrhMMRofHzjWU8NhF8PYNIZz5sPyW864wCmXb/ff9z2c8nhH4xVjiqOfJY2nOHynC06WHSuPd7gYP312+ISB0w5OGl+RO7B2uKzawJrqjAN/wjteDP+Uf1O/+FC9idOQyjEX9N2N1aPGv+bu4rPIvkbnhExR8/tFbmJNTH9fy+MwjElCFABPKMGYcoGTX05MJcSUj9+d8Zs2TsQl2MQ8xe1i1W/KSbCpX36zzW9h03jKhQ70ePDgwYFDp6k2099oXjU0tt9ldCGAy3TiiZPfK6LP5Dem4iQ2aSxWExMbHKx3C4DfheoG2JQPH/zWLj7yeIrjd5jg+F1P66nRpNyZ5J5xYdBY3ZnO7/ire/JPrZie3NG13xeFMfWLrvqb65bJwUwfsfYUGYxpvOFUR9XAic500E/O+MAG3g4fccovuGdNH0/a+cBRvZjWYjjm5fOe/YkI8Z8Yffqdteb5FEf+mRM7dZRfcobGtJ5ojD+/zFFY+Eys3HHzCA84Uz7qaDbNP3zUCrHemVfmOAxxfy5t/DO7d7/73R/4x3aeIpWzL3vZy46nRb/qq77quJE2/U3OK+uoedWHsnAnVoxppIbRfGLio7/5MJ3j6rAYeSIXH5gTk2/xMMenPhkbDgyY0zymh9/+lYOWKR991Rwa0XpiNJYrNKavG8MTPvrQBifH8SmG+uJYBQMfa79Z+5a3vOX4p5J/8id/cnyjwm+serIbX8cA1yxf+qVfevz+tdd04Ruj9yTufICv/vFrOqf044tjHhyvp3XUubG+cm+iMT30p4851Xy3/azJO/owfk2MD+JDY+upxsYWY3zou2Pyj+3McX6ZD+YlPtNa4RyALqz18ebkH7rKnR2fjO+bEu5XTPM32vLPOS1rnrbvvuuO4zSCMZ0P5gBdxGvKRZxpovbszCk8XJuZW2ofzIlfcDrn93qCIQ5ijgP/zK0Jjv5iRBsY0zlubL50zj/1C465kC+t75t3teOX+x7yZifmcg5W+nh91vigBu/WUTh07Zzf66n5NhVf+DeNuf7Orem7U0c7N+HLtI7Shi+02fHJXFL/mt9TffVzneicH+bUr8eNP7uCeAyaBOiiQqJOkhy0hNS39WOGe+JmgbRIClheT0w/PCTm5ARzHVOCd2Ex5SMRHFS7WTTVuFjhMeXCN30VfuupzvquJ3Q7fOSdiStmU5wwxGpa1GhzhcY0zZ9prHFh8i+baqN/hXEabxgKmYK2U/Dh4LDmjm1njRb5dLbvbXt+yZvm+e3++7yXu+XgjsbyT38678wHfZ2s7mDQWP8uJqf5p18YO9oUc37RacJHH3PKCWIa3ye+j2oDaz1WTflcdYLAL1i7Maftjsa0ooUFF8vUYDhWsZ3cWevNJE7xrwbuaCzvaAyLT7fmBNSH4n4ewU8ieHr0jW984/EPetQ8FyRuDH7qp37q8fSougNvYsa/qo7ikT3Kr/Y9aU3X8ngn3s3tx2n8JA7twwUHN/C9tkxMvl2lMZxsmsdyhV/l4Q4OTZzfTjHwSGPraR6vGjuOTw2OPDYH3cz2TQprHzj94R/+4XGz229y85t+vlHhiW03kf0+vg/UHFsYHnCmeQODHuofbXY0xhWveMOemGtFPFomGPo2x/GZ+mVuNx/oM7UrNDa2eMOa5nD8O1btxBwWbei7o/Fat3Y0FuM1d/L1zJofziPpPM2ZxjPHqxNwJ0Yb82rnGGNc+YIDnKlf5cp6Pjrxyfi04dtU53wQ7zDadpZTudu8muDoc8VcaGznxl73/qxP2jfHvZ7i6HdFHaWx/LFOb7zOmhjtHqvSovtT3rftLB83qPXl27R26W8+mOc72lxVR/mxqzEMebNz3lYs1JvmOH2utNkVzWMYcFoQLDtWQk4Tah1bUu0aHldw2T1p4cfuZEuLq3yCd4XGV2iDSwXW66n1QcLuhwlitevXlXNhl0t6XpE7fWDj4q0Th/DPrD/cNL6iToSxW+wdNOjsWyDrwfGsvtrv1nQYV+QNnCvyuHm165fad0X949cVOOUOvB27oo5epTE/5HLLjl9X5M4VGHy4QuPnircba37795d+6ZfuXvOa1xw3vP0W94tf/OJj+eZv/ua7T/u0Tzs+ZPGTCY55aoYL5bNWvJ+L031wr9A4Hrt1lF+7GLe1eIp5pcbpc594PK5Nfuzqc4Vf1QfHO7WUf1Ne+l6hz//9v//37h//8R/vfuEXfuG4wf1Hf/RHd+9617uOOYbvC17wguMGt5vb3/iN33g8HfWob1TQZ/f4cIVPxcmNp127Yo7jIMbTOOfDbv9wrohTWOVz7yfrqzS+IneuwKABjXf9om3XebsxuyJ3qjW7WM3P8CY5cwVG4zqXcI03Pae4Kt7h0HdX4yvzeLem80seZzvz4gptrsqd3TmZHlfhrB8mhD1ZX5E7V2DgfoU2V8UbH9cl6nJ5CPsqu/RGt5/U8OSQ/xbua0F9enGWrMJogQXDpw4TI9rf/d3fHZ94+dRhUgQ6IPptbCfQ69eWz3LyVWF++SRZgZsUXH1wwofeOE0uSl3UwugGGH2mRmMc+IXf2QTlj690Zj7lnJqc4ZsTcfGexNyFCW3E63kPv0r6qAuP+/Azcfkl1nhMiqWDGJx//ud/PjB2tOFP1id5vT+zdvEm9/gj3hONcbG4EfMxH/MxH/j5kTM8tKWPWDF551PBs9bNYE8+wvBV7KnBMMfFrCdZz2LpT18x7wnAsxja40KbP//zPz++oulpsYnR52//9m+POjy9wF3rKG16Um3Cx5NxONF3Um8ak8aw1q+Gt+++a/lLGxiOVVN9jAcHhjo6mVM0NjeZ13Cmpm45tuzUUWOL9d///d9/4Gc6zh4bYJQ74qW27xguckb9m+bOVXXU3BSvuEwuemhCY7ESb/nD/s/DfzZpefWrX338g7s/+IM/OLZ7gvuTP/mT777ma77mOLb5SqY6DsdNOBjeO387ax2r1B0n436aZWryT9yZHBSrs7bWUfUGp4n9P/bu/ue+7Zz3+C3nr/CYb0ubeurTtlvZqnbbRDymUhL9BQkRQhASP0qO+EVChfADEvwi0Sgi1BbVRpU+qaItpdWwozj+jHO/pv3+9uq07vu71pjr9PQceyTjnnOOcY3PdV2f6xpjPqy51i3ncGzrOmnlPG68WIuDrxq7jlzB6VwFCz+r1yZ4EHN4XYuu8CPmeHHdxZaVHGZL/Mpj16Qr62jnXd9awO9nfdZnbRxfuubglU/NrUvPVXLXNaRvUHzkIx/Z/tHr+9///of/eNJ52FeGXff4uSDnDl/x9zMKp67lm1fWnSM/Cckntsk7cVr5kJctePaPbM0FPMO5lGMx93Mt5rVznXVnBQOO3LPm4HH1IYDxclDh1wo3xsJwTQADx6fiSe6+gge8uP7rfH6f/H19rm/gdf+xMsfhs4M9rq/ZtrIewzC/Fbx0rtoaLvhjzeIXn9ixslaww/nRORgnPnBaLTDMC0Uer1y7tdbYuv9YwaCfX1Ucs+fSgl/+WMOMX+GXTjjmOByx982x1QKDTZeuxVOf8bixBuJ4dY6LUWtxOTj1XLLfNf/qfb1zFQxzXJ0/Y3KJHWTxwjfn8dV1FMfOD9ZAa4V1cKWIE46PrKPp9TzSOnHkWunp238OjRNz6sg9ubXCOsoWNq2sx3MdtYaunGNw0xyH4Vy1sh7DYI/zHl9W85g9OJY71hzXbqu5A2tfrvqgm7MuOv793//9ky46EGASKha/bmBsm6BttcEx4Uw88i7MOrHq11a5C0O7IJhw5EuqqYeMqrTNVnLajDXpuiltEQhHf2PbToywycGAVX/bKWNfgZUOcrVNm1y4wks2mWnTHoOM/m5OJHeTJT3J5E/4YdlqU2HtF6T8SsZ2lvq1hSFvKk6sp2SSt82WbA7HIqKKN7/072XSY8zEcawa70LKSbrfGCv/jI3fxoe3lxEbflmInFTZk76JYx+Wkt/kFBO/uQDnFDfGsklpXDja9Kv8Ss4i4iR9LjdwFHOKPfwylk1dlKWnbbYYt+eGLeamk5Cbt/3J4y6Op19k8FPu0IGfOM4OctOWiUEGhsUaDjkn6L0MubgLy5acki43TOKu4lh/MuTwp5A3flZtirFw8NOJY9pzLjfFyYUQW+jexyG76c0fW0VfHJsPxsrhMMg1fs/x3i/9zQdrjwvNfNrjbMpv/4QRf3TxQZxs+WResScMY+mqGKMvXY4V4/HDrx40JqMfRr45nrZMDGv6f/zHf2xzQHsxJ6/chRNeOsiJt/x10ZEt5JJJ7wZ8+yeMZGDI4+TZkowx2sm0bxu3bZMxP2HhNp/2MhvQ7R9j6Mlm7eGINY7lDb9aK8iIQSWMcGono7K7eZUsGfvVjm2zJW7IwHCu6gGEtSs5fRPHuIljPwwxt6+4NiGbfDJb5+0fx/XHnz4+4Zc9OGELrpPZ4xgDp37HbMYvHFvjVbHz4ZYH1295y1u2Dxo84Pdg7Tm3H9w+8cQTN08++eT2kEpc4BjjA2vrTXxnd7ry2bESd/ZhtI66bmNHH6bGzbkc08MediidN/N9z43jbCXjWJUvcMwr5xhxTy6ZttlIH9srbG49xrNSrKbMKZzJT9y4NjbHuwlM7+SmNvgTg47yxhpojHjtZcjpU8KyJadkK3/IqXwio9Z/CmPKwIqb1i46pj0wwjO2spcpVmwyp9Rpb7YYDw9W/dmMY/MAx2Ltwae1S0nGWFjTFvvV+tkhd+C55tefvnwK11Zc1PT/27/928073/nO7R++/uu//uv2D+RxLJef97znbT8V9IIXvGD7R5Pa2ZlfbeHadz/EHhyT67otH7KHrJIv2ast26w3CjvCcWxsOOFq388FtvDRQ0I53LUSufSFFW7chVu/HGaDWHWO2cvAUIzRF1Zt/BInfllv4J3yawMZOGyFlS34VRV9E0MbPZVTtiQjj9mCSz7dteaQh6Nky/RdHywVVr6TL06NvwuDXNe0rpPU6ZfxZCqO07OPJW6s63K1ay7jjJk1H2zDIEeP6y2xquBm5tddHGdTOD1nMJ4t8xw8uckW4+LYPnthmE8qTujey4RlTFjTLzhk+ARPYQ8cVb9CZpb8sY07cwrHri26h5n2ZAv5bIE5+SMz11EPjMzzvUw6jc+fMPVZR+NH+8RwnD+2jYM17Q1H/rn24BeOyZNTsqOttvpsa6cHDptO3TcYV+5kj201HONxLOZypjWrMfQkWxvsyR89YeCl82Z2Gx8/xjqGVb/9ZGy7/xCr9CSTHJzsmVj1m5e1sw9O8slkiy1b9Kv6FePkMZ67B9nLxE/YxoVlH5bcMc9xbC7gJ9/JFKfk05FM9raOOsbzOevoXfxZj43vXJXO/Jm2ZAeZ+tnQw3LcuOYKw1b/rPDqD0//zB041h12TZl0nsLQFobnA8lMjGS2zts/9O5t0UdPHMN0rhKvZPf+hMdWMmGYU/LG+oV/fu1lYCltjZ8y2tnjw6zOdzNPtsEH/1z1QTfjOO3BihsLieXiwwUnEjnk4aGFooBymiyiTQoBNPnJ2Uoqst4cIEuHhRMh8FQE02XxEnSTzUQzaT/+8Y9vNrDDW0pNvk4sXfgVCLaYWOwhY9K6cIZnX3LCElByFnB9bAyjPnLa4ZgoHojYp9Mnk/HDJ1V/Ptnig0/kFDJwJIR+HDmOO/zgj004VvCh9g/7tBnD5t7EZi876eGf/VNx4g976MMxfvmCY1zY91aKfnJihDNxVNgH38mKjGP5oroxr4iR8exSwjCp4oc+/LgJ0aYPf3zjP9vKQTJ8wp/ctA2HLnrigA8qm8qjyZ9xdNCn8kH+qTi2VcQIjtyhg79xzG77eKHHPlxFDOIvjt1UkOWztt6isVjwFT+2bFHZCyf+5EIc00VG0Y8jRazEHH72sJPtHkKzTzt/4gjHYskeccWH/HPixTE9bITR/IWhXzU+jt0Y9hahcWxhkxoOHWyBp7ADhrHs06/yC4d8Zo8tjCpbcCRW+nAnd2y1weKXHIQHA4d0wVD4ZT70oMG8zhb77IYjDtY/ha/mnG38zDmFP+PcGMPiHz3Fqbxhp1r+sYmd/GK/Y2PN8dYK8nD7Jz5kxICt/FNw0voHR17BYIuxxbZ/OCwOp7iBZc6xV03G3IPHbvh08Y1edqQPb0prDQ5xJgbWfjnoGC5uXSTiURtsHFdgwSGjkqELDo7YpIhjeSxH2UkfPIWvODbH02OsKnfwiSfYfE+eDn6pCjm5WdxhNR9wzFZjxAl35rycYAubZilWydBtHeVzFR6O+STXrSP2FTI4MT6O6bK+qcUbx/ghY6zc5bP99LBVP33a4JjDfHN+IGtO+aQeB45xB0s1Rh6ovX2rjR2tBfiFJ5dxKIfwV6yyh2908Uslk+9sEUdYYsneOC9O7FPZwm8cKa0VMPKbDfgVT/phyC37Cjn4+BEvx/yVw+Ym2/mDO/3sTqbzjGPrAAzcsA2GWNLFLv1w9P3iL/7izQc+8IHtIZs++ej3f7/3e7/35ou+6Iu2N6vwZ4wCR8WTmCtyMLv54hhn9uMHf7jEgT762Wyrnd3WazHIvtYCGIp5gjtVwZ/x5kJzT7t+sVDYSY8te+iBI17msNwzF2DAkjNshIELtsFmM35wmU8wrG/ZJz7yz5Zt4gOf7/Enjuk0Tjsd5o2YsY8N5BT75g9+yalsgY+fbLHtfEdGH3vljq1CF5vkqH3rhEqHkj36yZFhq3iaf3hgI97IsAl3ZPhtfEW/XJc7uCfHFrbLH37KYznKXrGJY3j5xQYci4l93LJHLuMAhiJW2RvH2ukxVj/b6WILG2DRgx/XTXJPTNXJzfTLvOMTLDJssI7aZzd8ucOusNkLk32qc44xb3/722/e8Y53bLkn/8iwwcPtV7ziFdvPBL3+9a/f2uhz7SKufOcXWbrEAX9sESc8khEv86C8oFussxs/cFX8KHBhFHNbcRSD8oYNcPA449QbgtrEAK/lb/NcXrGXPrpwRl9zs1jRBcc4tbUYv2TEgIxx/JF/9vOBDn6JlzmLCzHGC5vkpBhVk9FvPxxrBQ7pg0+P+PGN/eYCHTiu8AeGSkZcjScnBtqsSewwJ/jBXv9Ezz672aefnukXDHGHB18MxEjs8SCn5QSdilzQrlboElO6lOLZtbGxsPXznX5x4jfbq2zAj1iSJ8cf9phfbBNv659YnlpHxZO/1gEljvHT/OTzxCFXfuOJPXICDjk2wZGD/G9u8avcYTt+4608tpXrZMs//pDlD3144jN+ksGhqmhjQ/xpM5Y/+LHPZpzJPzbDxQ+/9SlyRSzFij1iMNcb+sjCYA8uYbJXH0y2qPzuesqxPJ5xood86zH97GUrncbAd57iG9vkpjjjxtwyT7WJN3tVbcZrzxbbzncw2apfvOgTOzETd76Rh0FOPONHHpsLcjRu5IXzpWNFHzmx0BbH+uAqcoEeWDigR67TxSZtcPiFR4XP5Ng7/fKCgMJGscah9YD94midYAv+jI3jxmiPYzzjRS2PYcCy7sh3Mo5VWPkEB398xzFdqniR0S/+fCeT3zDwnz3ygh5b3OFQjqpia1xxYptjelqPswcGOVvcWI9g8AvXdMLGsX619ahjvoqR+aLIdRhiIeb088V5KL/xQodYKbCUzonsYa9+3Mg7fPGDDH1iLg9gsRPGPk506Icj7saIsznALr6HW+7QofBLNff4pPKdPfTiHf8wbOnHFY5hOKaHL62jcWM+sI2MvLJOkHGsmrdkO2Yj7uS7ff7Sw2bc6JMzvmWGGzrZIBfoId98mOuoXCPT3GRvOQpPMV6u8409Cn0qvxUc40XMcIzb5uQmcIU/V33QnT1I4ZjEj9hILwFLLrKSB7lKE4+cYDm2bzxZ4xCjanNMB2IjUlv6tcEgb0tWgU1mP1kEYMo0tuQjz9YSSTs/O6ZPwMNIFxlY5PlDt2MlP2Db7zisZOhobBznF52SAyZd+WWyTa5hGhO/7FAdJ0fGMYza6OO3iaBMju3HA/10Kux1nC0w2NnEdqyfPcZXHIfBlrDZSZei3fj2tcdxPPFBnTJsKVbG2OcXvD3GtG/qC5c9ZPAu3sab6Aof1DjQ7liuK/CKVfZoYwuOlOyjJ5xybRO4/QODPRYTtqgw5HE2449uW5gKHByTUeBP/rSRrd9WxR99sGzpT87WMRn9fFYbyzb7jaNTP1m69ZFRyLDZVsExXtKlLRk6FeONkaP24TpmT7j00dv8JFP+2zeOvBylS0lmcsye8oYMTLpgFS/HUwbe5LhYkVHizzg+sYU8v+FPGTbSwx84cdMxbvTDyWdYdLBd0UdXfsmH1mK66YRTbMjTazsxyGhX4tlFZnkMhy1wcBkPdNlX8p0tdMNhd3HSbywMeKp9uid/ZLIFLiw4cz1hf2P1Fyc6HKvZC58t9IVBLv3kyMOMBxcU2hTt8LMpv8xPBVa68rH45ztdcMLYBt7+wV82JcOGdNuv35jJHxmVjmLpGA499NmHwT5VIcNOMrbh2M5zsLH8UPUZDysMbeUDWcfypbnrWDXeuLiJZzFnt3b95U3jXCyVf9qMo488ffbZFD/66YrjcgbHxith2NZGd/lHJux8IgereeFYTT85GNX62VkcwoBvH5Yt++PlYx/72HbR6qLzz/7sz7YbHvz4p3YPHjzYfq7Ewzbz0gUuv9kFJ91w42f6RSbf2UtOtV/uFF/j5JlSfLeD2z97jsMo5h2LA9lwHE+O2QibjH32scW+Yj97bfWHkYw2NoeDC9VYfWyx5Q85VV9j9FVqo0PBidwLSxtf2KJPO1xbOhV9xrcW0z/tIQODrj3HXU+RycY9DnuyGQf5FT9w41i/9uYCW5TpUzJsNnZypc+xCgfH5PiTX2TyPZ9s44l9YfDJeFXRbt2C3Rwn49g4HJOJp3I0/vZ+7dfR7IEHl7wcZTO9+fX07Vdt3XR6YOufSrq5/8d//MftRt04PwvkQZSba7+J70MmP1vSOskfN4qTL/41H9LDj/iwxSd8/cloyy94xSy+ioFxMPDGv2Tts4ecsWo8hlU/GXqNrS1e6KODTDbqw70xCn5nP5xs2gRu/+wxjJUv5Uz64cCGYV8O80UhEw6Z2da63jg2Na74bwOeweEnjHTREz/h8oEcnTD0ayvedGkXJ/vsU9lSHudXscn+7kvFolgVb/rpkjfZwk585BNctqWHXNhsyZ4N4Jk/2UIPP8jbwtTHlukTneJDh/5kbOnmOxkFDvv0VZIJn09KtpFtHFuU2jqPwyfT+lfOhBF/bAkDTnkEjwwc9sSxNvL5ZgwZ42DFM92qAssYGPYV9sgd9ii2xhpj65he/mSzLR3pyqfyj22KcXDiuTHpJlMbm4oVG8mo2QKrY7JkiseeY/phue4tDuHYwtHP/uadMfkF375CznqhaDNeP52O7cvz9EwZY+ICTn4lwyf+s8cWV/ryiy4ydBifX+QV22Jgn6x8yEdtdMKF0RhYrrvyi3wyxkwfm5/8ZWM42YI/Nit0kbGNT7hhkIMDwz5dKu6yZcqwwzG/4DhOTzbqj+P8DZeMcSo5x+yrkMOfPvu2bMeP43xIv35Y4gPLcfZojxtjFb7mV9yQsa/YJ5NOGPO+4VSc2EKGbvbFJ46zh/5ixc782JTe/slXvut3DFccHCva2KUdluNy3L5CX/nXOLLGVMJmJ3m1eNvXr/IdVjzxHWY6yeaTfT4VJ+Mdp9uWPgXmvB6FqY0+4xQ46dFmLBlF/JwvyVyzXP1BNwJUxlcRVUEs520jrACQsa+vfsfkyVYdI9dxY9vC0G585Ouzb6tOmbBrS84x2XCm7mwjYx+GccnY117RTib99e9l8ok82SZTuOQbm27HZJOxrw2WUoJuB8/8YQusaY8xMCqOk9NeTI1RtKXLcfvhThk4YSRrq+RTuNrSa18Je/KDG2Mr8BtnX1/YZLSpMLTbh2sR7VgbDO32+Twx0kVGhUWmxbV+W/ypsGCoxsCtxLGtdpWcMUrH9WvfY2jTny0WCD6FAadxtrXDMa5CVzhkHMOZvmlrHBnyE1O/YzJqtnTiTVfjyMcxecdKuZY9juHaJkNOv3H6FP3zWPvE0B9GOMWGnLbst03mFA5etFcaV/w6hluBlz3k8GObnvSTCZs/2ZZc2GIOY+8TfcZkCxlj49i+MfqzJ25gp8dWv3EK+fhNhvzEIBd2MsalK3xj7Ffsq3wyDgYZ4yr6tYVbfzLayeSncdqmzVOmcdkWri1s4+a8wmMlPcayNdvI2w8rbO0KjL19yegPR1sYtumrLY61K9qNmePyu/4w4tCYONzLhKNfnXqMm346bj7YD4t+VYEHZxbH+m0bZ82ZJQz9bAgnedtw9DtOdso0DjY5Y7TlV/3FG79iVb9xZNiTHm2OtVf01Zac4y7syLErGfvpZlMlGfbYx8u+v3EuIj1g8zvAfq7E7+e6IVIfe+yx7SH3S1/60u0CEo6LSpgVuCqftbPb8ZTJ9+SSTSZbbI2PB/17meYCDPYYU2lcGNqzz3542iaHYlXukJn2hKEtW+DDYAsc46vkK+nOr/RmBx+SKXfIaqejYl87Hdmn7ZQ9ZIwPY8rAoC/sOJh69GcLjFO507hstQ0zW2ec4MDNFlty0xb7U4ZNZOiClV/sMT4sY+hXtdkak0wY+zbtYdg3DtZdHNcfN+w7l+Ppl303l//0T/+0VfPuwx/+8PbhkrecfMjmoc8XfMEXbN+k8EbgV3zFV2w/HdSbfeYsf+Dkg23X/GxzzK/40WZ/8qAtmeJlLc5e/ilhwIwHWyU9cOMmDjeBZ/7oh6PCNc5+7WFp37exsUIvPbMt+8LQB4Os/XTtbTYuHPt7nGmLfZVvYdafHvph0J0ttvljaywMcsZX0q+NTMfZp11bvjtWp25YjW9Lp/0K+XC0iUV2TZnGNdZx/JHTXlu6PIS9Syaf9Idpmy22eFHmfYPj9MQFjOybOYqb2mG0D0OhQxsc4+Bom7jZwxYyrTf/ifDJcyHdYeZXvrJHIQdvckPGOG3ppzuZOIUR7j5vtOeDrWOYcBpDv2PtsGCo+/uqxmWPrTY46uQrHG3108OP7HEchvbsqT8McnGzlzGODpUtxiajr1jZV07xZ1z6w4CjaLfPFiVdUw99jo2Fr9iq+qY9ZPIrnrcBt3/INU5bmHtdZOCEDSf7jbM/ZRyTPyXDFj4pe47J022b33AdK/TrhxF2bVPGfvqNgxFuOGTCSZf8gzdljFXTA6d+bemBp3ZtMnGMjz/js4dMdco0dm+z43DI2Nc2MfjU8T5OjSeTD3E1cY3PHrL44ddcA5OBqRh/yi/t2QRnznEY+cAOJRu3g2f+kFHjWDNdxlcc1wZj2kKGrHa2wMmnUxjk0pXe9GRfPmlPVzLGGpcO90picc3yGbeGf8L7g8gu8rw27x+wvPzlL98u9jydv7S4+HMz5u0kF4zeilgpCPSPaVxcqr1FdwkWetjiqyrevvDf0VdLX4fsa6Lz5vdczKdv3yJxYf2GN7zh5id+4idu3MD2tY9zMciJ1fxqyApG+vwXeRf3vqIi3hL2koJjN+cVb71citHYvmbnKxZs6S2H+s/ZejvOVzt8heYlL3nJ9rWZc8btZXwSOL8a4s2eS4sbIjhs4Y+vl6wW+WdOKG6+5kJ8Caav3viqiTmF3xWOxZtPctA/R/v8z//8S0x4KGsBFXPFyaWfP3kocMaORdbcFnMLrH/Ytlr4ZP3y6bFYrax/1hv8ekPMW2Ar6wT7vW3Gp7/927/dbrpf9KIXXeyWuYkf66ivj5njKycheYcX8ebfkX/+Y346WeK3N6sudYw91kBv4nnzzkPBFb/MKQ85nnP728fWUGv7avFzE77K5mtoK+son8xNW3ETq9Vi3TInYDhv4vnSwgZrl4ev5hTfVjh2vvuZn/mZ7av/foLjNa95zaWmPJQXK774Srl1a8UeaxffFOuNdWeluKYwR13fsOWStUKMxedNb3rTzbvf/e7tn0524eqc9apXvWqrr371q8+yz9db//zP/3zLYXFamZ+to3xybjEnVov844+Cn5U10BpsHbUm82feNFxilzfg5bFtXxO9ZDzZxr/tbW/bbDEfXNteWnDi66D8chPhLf3V4twgj8xv+beSx9ZyvLjuNzdXrrHZHz9880aQ+XlpYYvrpTe/+c3b+c5vYOP40mtJnDg3qHLIObhi7luP3vrWt9780R/90RYHc4ce13fy7Bu+4Ru2a5rHH398O4ezyblT/q1w7LyJH2+OyxtvB64UcYLR+QXPl4QyHQAAQABJREFUlxbXW/zx++POd7hZPXe6T7QWq6vXFez3lXBrjrmA45V5bo3AseK6doUbY+XLP//zPz/8GYyVWPmHtdZ1Nvmw5Id/+IdBLxXXN/LfuUXcV6/5rRWuR903WItXrgdcm8hBxTlGXSnOMz5ksmapK9c5zp0f/ehHt+slnDz55JMrpmxj3H+YFwpbLjmPb4Nu/1hr5J91XcxX+IXFL2uoKvfcB19a+IJjH54bv4JBZ3EyP9nz2te+9lJTNnnrsTy27lhv5POlazog6yh+XFu431yd42LkPOA5xZFrY9eQ7qvMA/cyK9eiMDx/Mda5xb3MCg5+nBvKv9V1VIych/Hj2tj10koxF56+fdbVc7uVdRQ36t///d9va5aYr3LjW5LWCXY4z6xcj+LB/a9qjsNYwbEWm0+Kc/DKdaSxYuVeWv45h6+sxzCs68578u/Bgwegl8rbb3/2zdrDJ9duq/PzlPKrvtFtcZaYgoi41ZOqcU4W/Z7OKcPPabMYWqQtRisXP+kwFvl8OlIkJAy+rVzw0u3mRnGCZ9cqjvH4XV3QNiOe+ePkbsIe4XhOspWTWPaYHGzB8Wr+eWhvgTQeT6uFHXG8asucC6sY2S//+KWsLvjG4laMcLNqkzlpTsE5Mq/kf7mz6hMMPjkpH8k93PBL3I+sOTiVx/xZnd9sYQccN9nFfsU/NnjYBGtlPFuMax2Fc6SIk4tfeEfskb89RFvFceHjgR6b5NCR4lzlHLrqFx/kXXP8iC38wg+fjuYgjlszVmzil7mAl9X1Jr3d7K9yDGdeWK7mDRzrHr8u5dhDRQ/JPZhW3ZDyx82Sc/E3f/M3b9dgl1zYG9/vya6ux/niGtD+kSL/zHFlNf/4BMf4VQz6zUn+dF2h7dIib80nMXK+Ws3jOKb/6DxvrTgyF4x1vWTtsr9aOlfZrj7kEWM24Nh6vGqPOd16ZS54CGW+qX5/20MXDxfc5FkLPPDohYgv+ZIv2R74u+5jj/xzzS7eq2uFsWLV+WGVY7z6IPbItQmfxOjB7Q0tHPurfsXREW5w4XoChnivrjuTk9X8YwsbcCx/VvPPvO76ZhWDLYp5oBzhxnj8OHeKN65XCk6Kj7VwtcCQO+xYXdeNbR1exch++dd9+Wq8OscYf8Qe8WGP7Woep996Y21fLdYFtpgPtvJ6Za0wxjWFD3ntr2DwQczlMb/ws1rkLoxLr9umvnyAA6/jKXPuvnOQ8ebFURy8HMlBHE9+zvVhL8eGo+toXFi35HTHe13nHPuAD7/mVPPjnHF7ma6V8LyKI4cbuzrH2SVWOBav1XULhrl9NIfZI07mOI7gXrNc9Y1uC5kFn7ECKbGOJNc1Hf3/BcsnMN78+5Vf+ZWbH/uxH7vxlqbEf7ZcjwGflrmJUT2MfZbf63Ebkk9sfcKuOlEfuaAK89ntJzNQDrtRx68L+2fX40/m6OhR5zsnZtx2I3cU99nxn2Dgr/7qr25+7ud+7sbbyd6meOKJJz7R+d9w76//+q+3b2n8wi/8wvZmm7dwPNDwLboXvvCFNz/6oz+6XXi6+Dy3eJPCG4Td6PTh4bnjn5W7nwHXxN5w87DU+c4DVFw/W67HgLVY9Yal852HzEc5dk/jDUBv3rnu/vVf//Xt7WFzxcM2HyK7Bn/d6163fbi08k2I6zHwqUHCifXCua7z3qdG838PLb6B98Y3vnHj2IeV3/M93/Pfw/FPoZfWY2+Xy2PXbStvhX8Kzf1/UpUPa7xB7Q1ffHvh4dn7j+uH0jeKFNw65z3L8fU5tk7E8bPnvOvzC7F/YOqaTR5f82H3dR+b3xprkh2daBZI1eLok4vVTxuQ55V6hMHpUxDtl5QeZrDJp3irxWSBkT0rPPWpaDekR3xy42W8C9ZVHFw4kXXRu4rjoVzlyKdUfBIvHLNJvbR4sC3OuF71h06x7oYgfi61BYZqLsA4cuPGFj4pcFbyz1i24LjcWeEYv+JsQTvCcTdd7OLPCj8wmuMwjuQfbooZW1a4YUv24Gk1TvRbO2GwYwUHN6oPJGCZV6s45bEtm1aLtYJN7DniF47NCfFexSnvVn2Z4/r6V+eH2XfuvvWvcuS8Oc9VuFEvLWIk1uIlF83zldyhmy8eDh790FEeK0dyZ56r+LXiExvEynqRLfdx7Ou/T99+lfOpp566+YM/+IPtq6Hy98Htm5UecH/Xd33XjbdJfbtA/lxa2ODtDr6s+iPerVswjqyj1zhXsSV7jqyjMOSxLW5X+O1c6Wa//UtjRD6O2WL/kg8z9vrkniJWcm8l7nEjl9lyXw7v9c/j+IWHH/l4aaFbxbEtnEuLa1lrhK9ee7jt2xK/8Ru/sb3V7YGCN7t8fd5Xa7/1W791OzYH6TrFn7WCb10LnJJ5lI1xg2NzasUvOnBrXsnfVX4eZesl/XhmB05W4p0uPsll3MCCeWnBLZ4V/KxyDEPMj3AcH/w4sobypXMVLDat5B8c/OKo890KxzDkoIJf9qwU6x6/2BBXl+LQ7wNHWEfLzJ3O5Zdi4qZ5LuYr/NIZxpF1FEYc82d1bvLBB46u2eCt5p6xXQ80xy/ld3JzdB0VK/a0pq/Gil/WQLmI41V+vFGrGL+KYTyf5E1+rWDJHTV+Vuc4jKPrKJ/KY760dmlfKUf5pVPulX/wVnJnrqP4XT1Xzfxjx0qsYLR2xfEKt8b07aNVXu7Tu3amuQNRcvsEz2/IuNi0KK0ski0k3kS0SHqr9tIiACaL325zg6yuJAQcidmnv97gUATj0gIDVq/6ryQWvSUovnG1cjFkrAt3Yy0AK2/UskPBsZscfpkwl3IDp99ug+dNmUsxjFPknwdGLmL4pV5aYDgBqWyROytFrL1tlx2dkC7BcuKx4HvLHI6vcK0WHBczi8rKfKAbL97IljPm9wrHxrupVM1vD7xXCn7KHbm3wo91gk/iDsMDn9Ui98Td/GLLCjfG40XM/ZyAdWJlPsgbfslB/Ir5pTjyBcc+bfWWpxxeyRs4/LKmW7OcH5QVe6xbbOKP/Fuxp5hbu8TbOngpDp/kDAzcWANX1ormJBwP5I6so/ImPGvgamkNlDe4MS8uLewwD+SOueBcfhfH3sL0kxzentzLPH37gFe/N7uTyRZ5wEacfdmXfVnN/2UbJ65NzKfOD5fmH+DWG/v8WsEw1lphjssdebw/j5dbHrb5nXPc+H1g5Tm3D7Q92DaP5K9qPV65poBnbuK264EuOvWdW8SidVQMfRVxteDFHFWcH1b84hOO8YgnNq3ESg7zS8Xxynm8a1p5zB8Y+3ifw1XrlvOnnPbV59XCH3idw/fz7hxcfllzzIl+wm6F42LlnGUdXflGgfxjj98atSaY4zh+lD3OSez3bUlrsPOLNcd88wa+WDkP23pjG+d+rkRt7p7iSnzg8sl15Oq5ik8wnMfhrH5oA8PvafLDdcnKh804FisfvImT9e8cjk/xwx/zWsXjo+J0CgPH5rdqDYS1cq6Sw/hRzPEVbozFjXOM6wC83PfBLDnfDPBb5UrzT/76eRxz0zz3m/MV/pLDvQ84xVFe3VXktkLGnEjHXfJ3tTfHrV2wVji23sBR8LKyphuLF7nDjnJH+yXFnDLPxZwvXY9egpGs3IOndF1R37lbdqjOV9bRFX7pcq4ql+XwyjVg66i1sHV0ZW6Kk/VPDpsX1kvlEiz5DkesYFiHcXMJxqb09o/xOIbl2sQcuhSHPfLYOuoayfxbucfjEyzzX5xgrfgFgz/8UI+so6655B9uzKuV+WkeyMH4sQ5eyrF4wbA+Wovxe986Wnz323IHjnWPXyscw/W72sZa08VqZR1lj7lgTsQxzEuL+S0HFfyucGOsWOHGeH6txNtaYf0TL5y4PlktvdHNlvuuq1bwr/qgG/kWRyduCWqRve8kfJfBFiQJ4SLThdTK5C3JXZCVVBa2Swsci6OJ24OnleSE4+RsITF+dSGxaFgk8YNvCbbycMVkkVguesVKXSlscYPshNiif+nChhsTrrI6WeC4sBMr/LJj5STkxCFWcEy6FX75IjY4Nl7F9aXFYiTW4VhkL+U3nfwRL8WcWlmsjZXD5rk8tkiucGyxF3M4ftNf/qwUC225I+bWi0sLDBy76IBhvVjluIsFHDUnLrVH3shj88pcEKcVe9ggj93A+8cgKzGXL9ZjN19sEO+VvGkdFStrj4cFl66jMNgjZ9hkTrFlxR44Yt5DEeepS3FgWCs8iHxw+1afm8CVtYJfag/BzCfrzqUFhosOdtlfucmh01h+yUGciNPKeZwdzlE4du5V7+LYP5d6z3vec+Of9fFdrpXz5pSHTnJZ/uUXO+F76Osm6rHHHns45hR37HFNAZ8tKz7BtY7SrYj5pXm8Dbz9wy8X0OyQN/uYi4F/nvmbv/mbN3/xF3+xnQPMHw84POT2Fjf9fHGewM1qwaOHK7h1nnKeubTMdZRP1q5ieCkW381xhT3W5UuL6zY5jGMPwcRpxR7cwFGVlfM4X8xN/xjJzxHgZx/vc/yTw9YteYBvD0VWfKILTnmD37vm5n12OVfJY9fZ3Zys2FOsXBfAUS8tOIaDY+c7/J7DMS6fvn2w/du//dvbuVK++IeCuDHPn3zyyZsXv/jFW/WzSeL/KPuMEytrhbgbI/9WOYaB49aJS3FaK/lm3/X+ysNcnJgPznmd7+TypfaIrWta8bF+WXdW8gbH1gpYnRdW1go5rCr8WeEGr+YDjq19Yn7fmux8/zd/8zfbz5TQW66al/zhG57lolJOuT6A3z9bZe9dxbWSwg4xX4kTvWxy7oyX+3TeZQsM53BFrFeulYy17uGHLXLnUXPRmH2xVvDHmi5fjjzohmFOKHheuR9yrS7/rBfOvWxamQ9zHTU/mxN7/+87NsfhWG8UebySN+JkbRUrsbcmr1wrwXFvhmPncbyscNM5mF/mgvl2KU7nXxhyz/iVeJtT/IIj3uK0wo344NdY9eg6ar1w38qvlXVU7shlfuHXHL00d+Y66l5crO5bR3FwqsSx9ViM8LzKsW944cNcwPGlPrFP7ri+wQ0c+bO6jjrnKfxZ5UascIMX9qysxzCsf+Y3X5yXVov7RHPUes6nFW7u0n353cNdSLftEouhEt0kdrxSjJMUMGyPlCN2TL3ZM9su3Q/DdpUbOo3l1xHfwmCLeqRcC+OIDY1lS3mzyrHJ64LViRXWarkWx9OnVVuMu0ac4PALlu0qx3i1VuAY30cKW5RVW/Inno/acg0cNh3JPT6wA7ceLON6tbAFTjyv4hh3DW5gXMOW/LJdLZPfa8TriC3xC+MoP8XJ9ohNxuLoURjelHRT74LpXe961ybfDYSLbhd0bprgzIpz/2n+C7/wC8+6aSF/DW4e5c9d+ZTtzUm+7Tl2w+uG48d//Me3h3Z+s9XFvgf6P/iDP3jztV/7tdu+GxIPDnBmzMpNbXayy1rs4ltdKTDKm5UbgakTztE4wcue1XjBmH6t4oTh2thafMS3fDqCETcwVn2CoRh/dO2LH/as+hUGjl2/3YfjAyQf7Lz1rW+98Zv3Hjp2Qyz/X/ayl20PEs257/iO79huuqxHqjl7bmHDUW4mx0diVZzYtIoTx9YvN6P3cfwojlqLj2DEzTUxVrnJlnP98mH/S1/60puf/MmffLiOe5jiXDdzTJ4qfMT7V33VV23/8LQP77bOO/6w5dQ55g7xO5tn7twp9IiOcofYp4rju0zCZfcfRx+oTL/u0veo9jCOrhUT5wjH7C2PH2X7ff2u/Tw0d21xpLDlKDf04wTOEW6ugREX1/ALx+b4p8s1F9+uxbF5eiRWbMHPUW7kr3XCtcERe8oddq0WGJ3vrmELrPAutSlbjmCk0zWbal0+4ld4c3v1B905brtqrEmr7k/40/Bz9yU4rKMle47ghHHUHry2kBzhOG6O2iNO6pFydHy64Rz1q9xd5TZb8MoWNh3h2NijGGy6FsfZk58r28nxUZ7z6xoch7XikzFxI+5HCpyjGHHsJHSE42w5wm9c4PcaHF/DlunXKh5e4/cIx/jBy6od8dv4oxwbf3QdZdPkOBtPbb354a0q/9jtQx/60HbB0wV8vMSzbRevvsrazwicwt23wboGN6ux9iaGh9If/ehHH76R5gK6ue7N0n/5l3/ZHnB7M9XDfd9SeclLXrL9I05vc3/e533e9jalMcUojvb+nnvMn1nPHTflxFq9FsdH45Q9cTRtvXT/3Dy+Czduy+HV/IEfx0cwJg68IyVujmLk15G44ySO8yuevPlm/vmmlDdpzTM/h+QNKzey/SSJB4hf+qVfuh17o6xviYV3iZ/5dMmYvSwM9WgeXwMj23CsHin5w64jxfhyZhXrGhh8gHOuXz4okFvPf/7ztw9dvM1rvHyFodh3rxfXHrQ897nP3X4nPplN8I4/eIGpHin5Fc8rWDAaf8SebLE9goPb6oo/jWFDftW2soVxTkzvw46TcvA+2bv64vQIRtj4vcZagZtrcMy3o35NjLjK30u31/ALx+ywPVKuYUv6j+YxnOJ0lGM4R3OnPD7KcbkTTytbGPlzhJtssT2Kw54jGHjAbXWFl/vGXPVB97WMRRji5g3gfU7c1+cT8ibMfXL39bEHxtFPftly6hP7+3Tv+5pwR98Kwm/cNGn2us49DudIouP3GiW/bI/Yw5ZrLGpxs8pxcyGcIxwdnQfp5gusoxxfa1Erd9pm57nba3PMDvFazb9pzypGvh/lmH61tfiIPcbGTfatbHHLr6O2yF9+HcFh/9F1Ig6a40fswa8bi6M2Faejc5wvOH4Ujht4/+TN1x1///d/f/u6vzFqZe7z0cNxD34ff/zx7QF5cvdtr8XxKr8eqnlDz8+RvPKVr9x+V3x+Tc/Pt7z3ve/d/uGkB3G+Cui3x7/7u797e3PdzzzNgl+88GvyM2XO3V/1aeJni/w5UspjGEfnA26OFD7N+bCKhd/qKoZxcXyEl3DYcyRvZv4dscfYOD6aO3zKLn46tl74nfu/+7u/u3nLW96yPej2bYh+KsU8+8qv/MqbV73qVdu3Q/y8jA+kPAA/4pfcU49gFKujOGyAgd8jMS+H27JvpcTN0XiXN0c4bo7z4wjOJRz7qrjqGzrveMc7tvOCbwzsY4OnPtj1IYw8fc1rXnOWneUMjo74xSZYtnv7zo29ccX6iC30XSN35K/SdjtY+HMNv8IoXgtmbEPw2nyI6xWsmccr4xvTGnGE42y5Bjd4PopzDQw+qde4r7oGx+J1Db8mDrzVki1H161r5U752/aoX8V/BQc3zW04R4q5AGs1VvQbD0c9UmYeH+V5b8dn3AIe+xhoILoodOHozQlvHbl57evHQ+yRu32C7SsvFoJ+u+yRA3cCXHOxCoMdJcdO7N5DGC6S2cIuXyFeTS5fO4OVLSvJ5eLcVyz/8i//crvg8RYKni8tLpz4hBMVRysFP34/EIY48elSfmDgpuLGf7XIQb5ly0rM5QxuVL9ztmqPfGFPC9PKXJAvcHylA46HO6sFx7hW4Fwap/T6kEWVM/lW37lbX7fHjeor9+bVSsEPDIU/K/xMjmGsxpsNcgaeal6u5J9441fM8YLjlVIOe4vNb3D57atLY976Z46bU3J4xZ5w2HRkHYXjq+m2Ys2WS33CpfE4NifEe+XiFwZu/daj3zljD55XCqxrnKvkTGX1vGm8OdU6KodXYy7W5jpurBf3xaqc/6Ef+qHtjeYPfvCDD2OcT3gyt8TLNcZP/dRPbQ+A/Vbxo4qxbOFL54f77LkLb3Udpf/Xfu3Xtp9LeOqpp26+7uu+bnvY/Y3f+I3bzye8+93vvvmd3/mdh7+P/rrXvW77avtrX/va7f8GnLqewhmOVXNz9Twub/wOpvFwVn739JrrqPyDp/B7Jf9wUk4dWUfNAxVe/NyVG3e1G88W126d71auB+RQWPZXflcxG8UchvmtrswFnLDHus6WlfMde4qVrbm9snbJF/64/8Ct6rft/SSSN7ddM7t+9i0JtlqzX/jCF24/BeHBtg/atNMtzvyCuXo9wBZrBZ9grJ6rjFfNidbRYnjJlj8w+CZOKzemMNSnb795whbrLr5WcsdabFzr8QoGjuWeXBa78C7hhWzXJfblzQo3xoqTmBuPY1w/qviGwR/+4R/e/NIv/dKN/1Uh5+a4fPRhzHd+53feOF/4qa5zbHStpBzh2Hj8qq3FK+ux8XJH4d/0cWs88w9+cMyG/Dpz6EMxdvhtWTbBOOf64eHg3c48V5kLK2tg53F2tVbs1Jx1aLwqD+XH6jqKY7ljvPmwMjdhuG+Aw6bP/uzP3ny4FKt42zbHL8WgeK6jXfOfRepOSKzkn/VPrFfmgjmt4kecmlc7VY88hOEeRMGJa4sVbuDI4/IPxopfYtQaeOp69ZEOPSMQhjVi9VwVx13zi9eKT0yyLhvLJ+vwOWvv3lf2WG+ca5rjK/Zccx01N/ly7rlq75N4s8dWzuB4tbhuE3frjZ9lXD0/nNJ/7BH8DhFhAigRVhd8kIJfXZm0mRXxYdV+ybYJzx+JesQeAVRWkjubTTRfd/PPqCxqKxMOlsTmE1uO+BTH8bSCZQxbrlFwbIIc4ZgteD2yUPOFDbD4t8ILDOPYcjROsMq/cG1XSvYc4Zgt8TPtutSea+RO3B7xJ7vlXifYVTzjcGKOruYNe8TJeB/WrJ40jGdPJ+ZVe8IxH46so3DMSxjsWrUnfviF59XCFg9M4KxyTDc/YMTTij3GHrFh6pR/sFZzOKxy5xyO6VM9fHIj4ac7lJkv9l2M+5mTBw8ebPXcD8nwI15xbLtS5np1LoYLOA/Y/FMbF8388w82vWHqesnvBHso50MTNj7n9reBva3uJxT8NMtda4E5rs+F5pFYwXA9AeOcWJ3izdi4PdV/SRuOxVo5l+M9PntaR49yY/wRjo2X29YKa+Aqx7jo/Lv399JjOArMIxy3Thzh2NhivmoLX+SMmzcPDz0A8Kasf+bnd+79Djdsb8X6XX8PXvwkkN9Jtt+DmHDYVA5qu7TQ1fkO1qpfjXUTWcwutYW8nLO2hLeCYSwb5LG4H7FnXhuvcmNcdhzxKwycwFktxl7KMS59aOuezjnBuUHe8c3WucMDPnnr3Oj+71zecazAWuXYePr4JodWcWC07h3hmP6ZO+y7tNCP064HLh0/5Vu3tK36FTe2q/zSj182lD/aLi3Gs6EHuav2GIdfNjl3KitY4eTTCgbde7+0rRT+HF2L86Fr/o4vtcc4tjS+7QqOPO5cfgRHDpc7l9qRvFhduo42tm0+xE/H9V+y7SUxvrFtpdAfv3Jo1Z7WCjas2mIs/dfgeK5/cFeL+zhzHDfqNctV3+i+pmHXwmpxPIoHR1lNzqP6P53HP8vNp3N0nrXt/1UGrrV2XcP/a9lyjbXiGhhxci2/wjuyvaZfR+y49thLOfZgyhvPb3jDG7a33NnThY+bfg+yvO385V/+5Tff//3ff5G5/7c49laJh26//Mu/fPP2t79988fNuotEF5t+n9U/oPSbwB5m+Gq6nyvxIdWz1xwXhfi/CF+af/8F4NmGRzLw6cCxN9K8XfS7v/u7Nx/4wAdu3ve+920fIHmDylt4/Za/dcO3JDxc/JzP+ZxH+nZE4JrrzacDx0e4+D819poc/5+y8VG4H//4x7cPPX2byXnA+c5DDOc7+esNbh/K/OzP/uz2sKTz4aNwn+1/loFVBj6d5tU1bbnGOnoNDHG5pl+rcW7cNW25Fj/ZdmR7Tb+O2NHYTydusun/9+3/+J+35VpOuph0E+rNJTdwTtQrN2kuVuH4mqcTvU+9VopPEb09BcOnIOqlRVK60HDxobrxXC3e1vLVSbyoKxcrbHFT7A0VN8qrfrnxZk9fO+iT/xXfPJiA49MqPl0acxyzxdd41L6etGKLGPkKdnascGy86jdS8eJBxEpx4+XNIjHzFuIKTnPK1zrg4Ga1TI59yikHV4qfJ8Jz41c4lsN8wjGcVb/wCqevyK3gwDAfxBzO6s9P4NJbZPjhn3ivrDni7GuV3kBjywq/bOGL9cY/vrMG+jrQpcXcxI+vf5vXfLp0ftMJxxohVrhZ+WmEbMcLntkid1btwY+1y/lFnFZwOt/l40q888u5ynw/so7KPetOX60M+9KtuWCOH1lHxZwd/HI9oJ7DsbVJvpZ3/MGrY1tfM/72b//2myeffPLhP4o71z/rjZixJd/OHZuc6xK5o/ZGTn2ntnzB5c///M/ffPjDH97mpPNKc8va421qP5/wIz/yIzdf//Vff/PqV796e9P7UXOfDWLumossv1aKOHmDHh6+V9bAuY7i+Nw37U/ZK//8lA97cPUoHk5hWEetE87B1r7OV6dk72vjSxyTWzmPW/vE2T9BFHdxMs8vLXIJjng7R6ys6elsrXBsXq7wwy84fnveuXd1/ZNz/HFukEfWgHOKvBVjP/3gt/3f+MY33rzpTW/aHnSzybclXvCCF2wfHH3f933f9oDb3Hpw+20Q3J2yV3zknXOneXvkXOWaS6x6q2yVYzH3tq+5sDrHYeBE4eNK/hnnvsp5XOzZInfOWdf38fRwV/zM0/jZy5xzjF9rctd+KxzLIVXcjV/hhq3yWJzM0+b5OT5YU7yx7fyAX3nDjrj9lm/5lu334/28Tu3n4LpW4pNYyZ0VbugxN9lU7q2sx9YJc4o9SljbwQV/rA/yGNf8OnetmCrkHG5UNvUPZ6fMufvyj2/8kjen1pRHYRkLA8fyeIVfOswnOJeuo9M+/OLVt8/k3wq/8MwB53GxUv3M6koxH8QJz66TlJX1hk94Nj/Nt9U57rrE2tXatxIra4Pq/7WwS8xXfILRHLe+r+Lg1LlO/hXvlbXC/YscxI95YM1ZKTDEiX/iv7JWxLE8FnfXtCscx431pvuzVRzzUrx6prnCsbW4cxXbVrgxji/uh8zTVY5hdO48es3vOYX8k8fm58o6yq9T5fInv6dQnmmbNzomC2MFYZ6YuwCYMPVLHoQ3WSzY+lxotpiU+LazTIxk6JIUTTgLGx1qk4C+WfY4MJwUTRQB4KPxyRm/x0gHmakHhsnSjRufkmEDXbNMHO2w2MIOJ5B+H2/6xZZ0GgNDiT/7+WTBtk/exMsnx+GQr9QPc8rgmDwMetRkkgtDezjajGMDbipuTsioCoxzuCHTTan8M17sz8XJVvzyyQWQN+z2DxvjLHtt+bXn2AkMx3KGn/1OKFlFmzoLW/Wr7DFWzpgL+HWcHjLGk1NngTP9JodjW+N6U3AvM3HIKemznz2wOomVf9mx9wlOfsHQX5ws/G442TMXtuK9t2ePY60od9hpXDL0ZBO9lfyJPz45sYqVPsdhkIERVhi2ZFQlGX6Jl2rd4lP6krGtwI8f7aq8gSMH+ZeebAknDNswbBX2tm65gDEfyp0pk85t0O2f6TcMfLLHycxFlBwu3tlzFzf6k4GTPbhhi770ZQesSuPJzH7xxgt+yTTHySjlzn04xZxfbjD5BCd7T/mkTyynHnFyAa443+kv3uTDaQw57dPvZMRbEat8yh7jJzfkwkiG3+whq5pX6SJv/B5DfzLZCMcaaD7s19EpA7MycbTRU8xxbH7DwnNFf3i1wcGjc9uLXvSi7R/HyRdy5GE8ePBgezvzMz/zM7d2uvY4e26SsY66JpHHxYrO+idOvNgqyci/5HztvFiRyU77CjvodAH3kY98ZJvT2Rae+cUvP53gH0/6WRa+8VeeVthRbtFjPG7ESoWhJmPcXRxnQzLmZjfHxqhThi51FnomN123yRtxPme9gUePquQXf/JdHtM1Zdg3S3aQg6Hyaa6jZPIpmb1PUwY+PXDYI+78sg6KeYUMvFn2OHHjus31hCrPFbLsyKaJk73JtG7h2BjHe5m7cCZ/xsqdbNcXTuNPcZNfycxzlXUU//u82OPwby8DpzzW74EGGSVd28HtHz7j0/UZPp3f3vWud20f6D59+9vRPciQN9aQB7frxRd/8Rdv/7TWOWN+ALPnjy6cuB4Qb/mzl+HP3ie87LkhE4Z1Qjkls3U88+cUDm7Y4/xgHe3+gaxCz+RoYujPJ/Fu/dMu/5I95ROZGSe8qLjHuetRtnSPN+NFbpbyS1v2tk7AmHM8X8jNkq0zj+mRN7hxrZ4te5m7cOiiR5xVhT1x3Dg5sC/syWd9bBErHNduPc7uu/xiq3VFbH0oI2ecK9ilHTf+CbFKVrsKr5KO6TcZHOsT6x6CTZl9nE7hkCl3rFvKuddK2RcG3xq/cq7ik/zjV3HqJ7fYHi+TG/pmHk8MeaNPfPcyxWsz+PbPKW5gyT9xV6wtuIGVDac4FgN46eg8LnfksfF7GbpmMZ5chZ7WUTzr3/tFJrsalx7ycQMHN/KmuUk+mewOw3aPQzc7rNOn1lEY9E174Kuw6ocj3s7DYs9nlVx2nOIme5LhU+uoDzasFeGwP1umPdqnDFvC6P6j/uwJx9hKtpDRr4qFa2Oln4LSn0x2h2E7cfTDwU3tnp1kT+PJzJIOY6ZM62gf+ujfy9yFo50e8ZHLckfeWHPYU8HfLNMW7fkkVuZC11n7dZQusrPEAcxw6GOLWLPNeprOc+ZC/Mhh+OaDdYdd6UvX3h568l0ffeYBe8QJDgxVSWb6NDG0w8CvmCv8uXQdzd44pkNxPo8bMsltnc/8KbccFm95Y07gpGd3YRYnWJV05DcZ1VwoPxxfs3ziav0KqALgk35vG3PaCWgmO2fJSLgI4LRACZgxyLc4clpy6YfhBGvfOMTOJNUukbs4aTFqwhUc+PSobFAtnrNI5GTgkGGL5KTXfskejiDPwKSHX3yGYayJW0KwWZFcxqolr3bj4PCLPsd8hpE9tmT4zRYln0oYvkuoLlDg4DccfJNlK1vIsqUTE3kljtlDFxn88gcW27QbT0bVBrsLSBj66cle+uHwpYIrPuU3n2DQWeG3CouN8ceWFrbkLbbJ8N1+Nf7Yq40/4hDH8Iwv/+gPI/z8IsM/hU/lsRzjJxw800kXGe3hGFcs2aPd2GzBgznVxRS9nfyLNww2lKNkygk4MLW5qMYdexSxwrt+tilyh63xp33mjn5zM5th5GsYdJGDMbmZHNuHyzfFGHGAp9ZmfA+otOGvOemYrY75jj/c8t0WZiUMdrFXbllr5I02MS9HHRuPX7IVtpSjsPWzBwbb7XchxHcy8Tc5Zqe5AIuv7M0WWGJmPHvKG3ao5OGqcWPrmP7yrzkBC8d8IhfHbGebtrizzxbcqGxhB3v5BYM9p7jBUfaSKf/4xQa228q9/GcDrMmxsbghFzfiy5Z44g+bVbyS4/csMOhRydCFEzbEMf/lchzzGRZ5JV7pS4+89aaKm1Jfi8cLHDzBEQf+sJVORZs+9rILVvnCFuP14ze7Gy+ms8Agy6/44xOM/NEntxzDoSufYOnPHjJwmuM40s9m9tBHJo7tK7bZQZdCVzj8Csu6oxijny3h4Jge8xOfLpr8DAEZD1bYhuNv+qZvunnuc5+7rcls4RN94cBnR/zFDTm28Ikv/CLneB8nGGwpRx3TQa440cdGMnFDRo7q4w8b/IyCN3m9rRdP+ulX7cur59z+LrevqMPj8+QHlrFzLZGjeJWHdGarPK5oh6Uq9MFqDaQbLzD4RS5O45AMv9WJ0/kOnj66muM4hcleHNBrfuNHrRhLT/HQ1zqaXP5YU9gy88+xIlbljn4xNxea43wznj108oMeOqZPcWOrxLHx4tFcYVPx268Vcdw6AAfHYgWHTdMWduOvPDW+AkM/vfiD0/mB3TCLOzn+xHMYfBEPcrCLL1vopDud5OKPX7M0n8SLDF2TX3hsyu9ya88xXeWO/XmukkOKeY4j/WyEAY+PPpBxn/F7v/d7N+9///tvPvaxj20PufmpWhs8MPT79t/2bd+2PUSw7rANDjvzly688A3HxQDH8re4laPwi0O5BwNv5Ub8yRe68AiPz3yS62TU/IWhwKALHnz2NsdhZTssXPBD/NjEdsflC10Kv9lS/uknW97QA0NlE4zqjBNbxcrWWiZG5MwFNou7AoM+uCrO0kWerarc4adq/Yvj4oR74yvFCBYZeuLEFsdsUKdMtoTDfzGAB58/Yq0q7BAHvqc/jI75BIcu+9pbK/iliB094bEZf3wPx5atbFH9g2JjfHDT+vnYY49tH9L4sEZp3eJ/JZ/oUugmhxcFJlvTZ7uPEzl+q3KHveTKG345b2inh04Y4iSfyCpiDIOsfe04hhM3xoo7jskop9bRbCEPhy5YcNigysPySD+b2FOB3/lOrOR5GGyiQ3xnjuJPnGwr2UxOoYM+GLhW8hnX5ShdcUOGzewVbxjNBXLiBc/YmVv0sEW7wie+dB7Shj85gxtYZGDMOQyHznBg8AcHcYOLbJE3Kj38V9kLA4/FzlbO8Ml++ccWPrHNPl3w4JCBMTluHpCJG/bAIAuDnjgUa5W9s8CBwS++shkGfmzhKOUFm+MGnpJv1qbiJzbGq9YbtuONPQqbw9kabv/EDVum3+Tg6GcPPexOBpa8yg54fJI7sOhWjSXDDvLNBX7rpyf7bdlKjy0ZeuIlbpqXU0YMw2ELO9kDSxEf/JSD5qV+udO4/ToKgy/7c1Uc84l95VbH/OSbEjYZWOzRxx42w8IJntiiHw5eyDV+Hyf9rSXu8WDLl+yd+UUPO8OCzzc84lg7/fnVuYr9cPSXx+QVGOl0rF2el4PG8IVv9CjacJxObdmCH/v62Nu8MgYPrX8wyeBP1Y8bda4lYgCDX7gyjn1w7CvGm3vNKW14kVf5TTd75A1d8uba5aoPupGoIsTXlTkssdy8SRDk+aq4C1XOOSbvK7suRE10X0FzEesNKAQhU3XRiiDESbomDAzJ4A0wb0TRIxG81eFtD4lF1tcFXPwi0adnbFC1s1dBcg8sfKpaIvzDP/zDppcuN63euKKPzWzl05ww2ul4zu2NK3vZAAMeOXq9/ULuec973uafQH/oQx96GF+Thq3k/I6gRDGeLonFVl87sI9DWJLL24X/6/aruiaSIrlVb7YofOgryhILp+IEmy2SD9++UgObvIqj/OYbGdzhmS6yuPDWQXbD1C4Xmizw6fGpIUzxFmvbCl99zclvKNKNL19raCGBJVfU5z//+Ru2iYY/OtlGLx1skX/GyicfwhQrbfKlN+i08xt/Jqzjp2/fEOLf448//jBPxBKW2CoWGhMXx7ZKeS4e4qOdjQ8ePNjs5iPu+J09/BJrdos7fL7jz1ix4hd/zCtxYysZ7QpO5QE9/DI32E/OQ7liSaccN/cUvJlX9OBFsaipvi7JNu04JqPSK07skn84kxPiSba1AAabcUC/vM1ucr7mxP4nnnhis58P+IPHLoUf/GWLmCnGeQCmKuwQF3MYf+zQJwb64CqtR+zCPz/Yk8304kUczB38kcEfjDi23tDFNnMpv9jAT/EzV/yTIWNw5p/P6Rd/nFpH6BGr5ov8Eh9y5GE8eCZvtPNL7sDLr/JPLmpjS2+7GWNukvc7j3gkjz9rpcpec9Ocwx0cvPGZ72TYgyf+iIEc1Bd/cYNj60BzFH+qPGYLXdZR/NHFP2ske+nDCyzjPUi0jooJDPMTTzCMMV+Mt+UfOZxVyOEXz3JVTOSan2KBY921tlgnrEtywhh6xLQ5ji/1ZS972ba+pAeGWJZHts1PfJoP7G5+mhPZyy5rFZ+Tw7P4Wtf4b44aC0O88KK0VsDCIS7yKxlc65NbbDQX+CXP+QhDP9/lsfjyGX/8c0yv8eJAhr14/uAHP7iNZws8vHkLmSxcuWMO8wdHvj7IRv/4jX3s6bxKjyIv3ZjJL2uYHHPe5wd+8CVnzE3zkg/sefp2jeab4/ySD2zGH5/kljnDHvrJeyDGd3kR/zNObOGz3FFgkBNjPqriGTd0w+dXPjr+4z/+462t9bD4bKC3f8xXPphHX/3VX33z4Haus815Gte4wgdbPewgLy/FEs9iRQYXjj0YqVjTyepT4MhLHMchHHzQhWvxMv87F8E27/EnVvxQX/ziFz9cS1rPcQPDmsguc0GOstkaRA8/FTyw53M/93O3dQemfJMrZOlV2C/2/oEgzs1Z+ae/eIuV6vfN2S+O+GOLKqflOl7lGV/NJzHNJ/bok3PmuoIbWOJIn1wyP60DbFesa3TCVPiKW/aaw2wud+zzDTfmDH1ktfHd1vhyxDpgnVX14U4czDky4ipH+cZ//Z332BLH+q3JsOk2N8nhRps1trWEj6p10XgVz/IcjvnCV7lmHWUDDvEtR81P9uLLeYhNYpZfcsM6gD95Jg5kcGQMLtnFd7Li74G2HDNPYOLCw1Z26hdXc50P4mfrWE5V5CaOrbfZoo/vrl/YLtYq3/msyjXrmrWHzXTjj63iSab7AbnMV2sdDPtixU7rI7vESzs/+aCwEw4b6MKzcXjxIN/4eJY37mWsj/gRR9zxTazKF/nHRrGhhz6x5x8MtrMbFzDwSw9MONqtJcWp68N8Mie0yWHz01xX6MEZ++kwXu7RxU/8iQWdjukiK174E8/8xkkcyz/zSazlBztcj9oaY47DUHHMb/7ynbwCr3WdzfRar3HXGsl+/MhRulV6cFnMrQ/FwT7c1uPOxdrZJZ5iAl+u85181XwRd/aUt3ygS152vcV+tjgHiTffFPzJBfmpKvgzT9KFZ7bQgT+6xTq/soU+tpp7uMGbWLIdz+a9+S/mKq6evp2Tcoo8W+QPe5wfii2O5Us244gPOJZnijzXXxzkjXjjBx4bOzeIF5+MxZO5Zc7glx74+suvOHTuM/+dh+Qfm8nw0fUfDJj65ak1rsIGOfzg9vys0NO5s/zCTzHjB37kpbgp+ICBQ7EWA3bgEAZfbPWJAXvlsViyBX5+yy/3pfnJFjaJBRxbfuBYrJSuw8RSgVH+2WeLnJE/dKmOramdY1trtOOKT2yw3shjujrPs5s/YifXXFOYD7DYJ5f5FT+447s1uXnk/MpeGN03yGMcyhccO/ewQ1X008UecWBzOOYBm8xfNosr+9nKJnj5BW/e+9OjX8UNDPdMbJH3+H/6NpZsV9gMix7zii7+sgfX5PlGb/cNMPEvx53rswUeXfhR9ZPDocJW+PrkGD/Fgd/swLG8iBdxoFsO8os/cg1f/DEXyGhnp7XeeFzBo4s91mXH/DH/+G6M+Qtf7qTbPCMLx1YeiLnzA/vZTA8MHONFPumzJtpnC16am3BUGOLNf7yo5OCwWa6YU9YUuY4XMmxh3z5O8gE3bOEHDH7hh80PbtcBWI7NPXLySjFv+eZ+2xqDV/lvfBjsxLN4sIGdnWPZ47pQzvQBJwzraPaQKXc8e3KMB+c7POaXayw4++d7+MMljsWKnfKGXXxyPdC1Jm5U1wN8s68Pf9ZJeuU/DOcX80+xRsgLvlXkN7/ljnEwXCuxBZ/izJ5rlqs+6M6wEtYxgyNcIARAwrX4SR4B5LB++yqitbWvT9EmUQTYPmyBJJceW3rI2CdHnyoQSsnXJNCWPmMUW2PCYYP9dJGpX5t+VSJoVxzTxeeSz7F9Y5T8IFMhYzJOXPbgpXEwHJOlR6EXPyWWWOBYyb4mG1lj9cc3OfY4Zo99FQ69caPNMT5gaLfdy9ABh24Y8UGPkr35pI192itw6dFGLwwx7+RNTjsZnJDbc2VMMnRlhwnbsf74TRc89pDPfsdxT3eyZFQFjqrPuNrizzGM8sk4+rXxV3FsX1s+4VJberTTI970iGWL1gZy+4d8fsEkx4f8Tpe2iW/hwnOFzjg2FpZtPnUMg124ZQ8cfQoMY1QyHc8cIRc3+dXCByffYeSXMXTxIf7qh9F4cvqzhwxdxsGFMTlIngwc/fhrzdGvlG/sKT4wHWcvndpgZYOFPXv1sycfjMO3E16Y2shoZydu2WRsPrEnv2znGHZmT37zS1v6bR2XW3QZR95We7rYteeG/vxrP7/ChqkN3pSZeTA5JkfeuPTDotux4pgcjIpjFxxk8tE+HLHRb4tz+2RUbWS0i7e+fNbvmJ7Jb2OnbH7jWDEnxJOMAjO/cKbdVlsyHZd/c5w+hSy/2M1e1X79ZOzv+ZN/8Tf9wit5dXJMJpz4cCwP40I7TNyVyzBU4xVbfWysXRt+bOW0+Lt4dbFu30WYG3lb50aFLhhiYV81ni3sUnAzOdavjd5k9LMHx7ijX9VPXsmn7NVG956//ILlYtqHqx6MVdg4i7VJXMi74HP94EENHH6xlf/aK2yie/LHLmOyl2y22Cp06Y8n+43Tli9w6a3EH1m8iFMYZPSHEz6fJgZsuHGM5+Z4NpNnK7zGOoatkNMOW2zYoLJJDir6i6d9Y8Igq9iSwS/szlX1GdMcmhzbV/RPGfaoCjuMzX5yfKevffZkmzGTm8bXns1k4lgfHezXDlfBCRu1K5PjreH2D7x8YhPubJsL+mGKk758cWOrXYm/YuXYvnmZX2yCixf24BgW/8hXyPArbvOzNg8FPCxyM+kmzs20m3w3Rm6a3Nx6kOXmyU3Sg9sbUGu+vsklPWzk12ynr1jZkmNLnLJdm2OVfPnn2Ji5jvINl2T44Fi1P/mzX5zwTAZ/2tNVPNlDjy0etZNXpl/xa62AoZDjt7GwVevA9Ml+cYqbfZxgVOFmDz1yI33aYeWHOV5uGWcfjn6FzdnmGI4+GLAc29Lh3JlMevAaJpz84rd2ONoUbbjWDjduYCQDY14vkoNhDJ3G2LaWZo9x+aHfOJj2002PmMMIh6/JyFu55OERLFsPDua9Dkz8lTv4KyfoVGCSIUtPHOdj9uRXttDTeSZ+6IHHfzaFGYY2MvrLP/YY79iWLY01Dg/yS8lm/eTYpM1cUNmWnHFk2ANbLI2jW9HveM5xMsUjGXL5wdZ42EBu/+Rr5yrt5IzJXphsgZV+uh0r7NaOm8awecrDgJkP5Ngiz6ffZLSr/MFdObMpu/0DI/1w4gdOx3TDKHdg4FK/mi1kjCNvSy57+KQ9jtmjat/LwKsN5jyGyV62JCP/2KPoz29b9oUR38bZL07sUMyjKWN8/BgjbnE4fY8bsZ78hasfDttg7NdROrXHL12w+JSP9otDPrLZWMdKMnHMFqV42CfrmG/KPrfog8Nmsvykw5jJjf14JWd/LwOHT/pxMf2a/PEdP+nJNjJKtsCBAUus6tdmPBw6VTJw9E0fJsfwyNoq6acvDPva001PPsHdx4lOdohBusnBkadwHGezdryJg/ZyJhn9MI2zb45PfthW7hijWP/ap0d/Mddunx+zkCkGZPjvHGy8kr3k9MVJtiUDm51kcLO/Hki3LT3ZFy9wjM0nxwqc/HZMPz3GKfrL963hCn8+49bA/2T0CmAuPl2E+uTCp7lO2D5JkMiIoirikOKYQ5LGgsFBAfKJhU8ZfBLg0wWf8rtoJWvcTE5maxdISUFPCQOLLTDUPilocRIEQZrFSV6/ql91oe1TC3pdUJOhi4zxAsmuCj/08Us7DGOfvv2kj6yLF/bgpYce5Hx6VMENHH510SoRcNKFv096YPnkjT48SCA24UDBhwmHPwWuGwSx8sk2G1xAenjAFrJsEScY5JU4Zg9dbMEvf9zIw8CvT3LIqMarsMKATw8MBYbqzaCKT93wm9/4g7HnGD+w2KiPXz5lkjs4kX/8biGNY/JVGHSxVxt/+qQPjk9ZvS1Q/rFRfqbTMW7i2FYRb+PFnI2qT0flBJ3pEq/pV3nFHhzLifIPhgcguIZBF3vxU7zp1l6OzpzoLSUyLp7hsUcxns1sYZvS4hZ/2nHswZNPA8Xa/PbppnjCkHt8CoN+ODDihs3eLOCXT/O8UWCOi5dijJML/9XajOc7PEVONK8c4wQW3/Enr3DDHpiVMOCwBU5vIGjzcA03fHLcfLKtsKUchU0PffIPpvqc27cSWv/IlH+TY3bSAwt/cPAid2zlH+7YU96wQ8UNXDVubB3zyZrFLw/ZfGrsE10c84kc7mDQK17a4s4+3uCo5rj8Na88WIDBnlPc4Ch7ycAhJ9bWLzx5M1/u5X9xIlcxFjfk4obNHng45hN/2KyWL3JnFhj0qLg3tjUQN/EiVnEcN+SVeKUvPeamePsU3rzEC37EC44x8oBvdCpio4+97IJFBifedoBvTVezG3/Gk5kFBix+xZ95JZYqm/TJLcdw6MonWPqzJ27w5zzOP2u6c5X1jz4ybCYDU7HNDroU9pDBM36sN5339BujD144+JJX5ieeFGvte9/73puf/umfvnn17T+RMx++5mu+ZuOGfPzRF45x7Ii/uOG7N1f47KEYv8g53scJBlvKUcdyU7WOpstaQQY3SnH60z/90+3nSn71V391m8vGsbdxm/Azf9jCDjje1HzFK15x8/rXv/5hnIwxFsdyCzd4k6PWCHHCtfnZmhx+HJNXjIXVGggbjusBb82Ks2p+xiEZuceHiUMOloo/OM4LKk6txewVB3phiIVaMZYe/JGRo+Scg5PrnGdNYcvMP8eKWJU7YqBa//hlDeQPW1Q6+ZE90yd9uLFV8Grdkod4lsOulawV7FW1s2mPQ5eYKWxgi1w2F8TKhzb0sBt/bOY/zAoM/XDYS45fzg/0eVOsHCUnRjDiDg4d4kEONj1wvLFjX7u5EI421bo/S/NJvPTTIda48eaO6zY5kd9iQw+5yQ0byh379HS+I9vbUt7wtHa8+c1v3n7KgQ5y9NPhHuOVr3zldk3+5JNPbjax60/+5E82fl1TuHZjd/zpx9HkmN/J0I8/67q5w37X/OUoLo3XXu7hCL90yGM6VLljPTYv5DCf5XAyckbfLDDoggc/juUYm1xTOM/AEm9+yAs20+m4fKFLwb3x8s9batYI4+UxPQqfVDbBqM444YMuNr/vfe/b7HDuNBeKCaz9/MRZuTXtdW9Gv7H4iWPj+b3nuBjB4hM5uec+Rh623siNKSMOM1b4EQN42vnjrUgcKXiRg3xvHD32O27e0mVfOz3kXJ8Ybx2BxS9xZW+xCse2/GMPGR/q/NZv/dY2P8X7B37gBzaZ4m2+4IdsJZ/oUuQDXb3pyl/rjZygj17j4yZ72KmSw7F2Plm/XLu55sIL/+iUc+JkG4YYw+g8rh23rcfsk4PWUljkFTJsmmtFttAFh+/i5X6RT/x98ODBlkdySR8M9lTgd74TK/bKZRi2dPiGDl5gkDcX9usoG/STU8pRcxzXCn665meHyqa4IcNmOOINgx5rcfljTrF35habyU5u+NJ5CC7+xMr5CpZ1wnlmzmHtuAkHBn9wYJ8fZNgsj+Wv6xN6+K+SgYGjYmcrZ/gERx+breFyR9ys1XSJGxx+k+NXxXiVTNywx3U6WddH9MQhO+I4DNsw+MVXuvCCI+uFczB+ygv2szE8GPnmmrzi/GOtsY56I9V4OOwhb3zzoTFxwxZ+8yN+rIHGd//L7mRg4To74OFF7sAqP9034Fx1faxfxQsO2VP+2bKVHlsy9ODF+cU5AjdyRv5NGfyEwxZ2sgeWwif5B8ucsHa5f5A7jdNvv2MYfBFTRazEm5yYtw53HudjvJQ3YcGAxZ5yi83egsYHv9iiH44+GI3fx2muJe+6/Skp2OJtftLFd21sLnfCgs83POrXjltrqOsYtuBXPxz95TF5BUY6HccNDHmo9MwNjgLHmpZObdnCZvv62Itn9zLymy3WCjzhhy3lKUzcqPTAsB8Gf+QYW3FjjpcT2sUCXgUv8iq/xQCWawq6rDnO5bi+VrnqG90MR7wHsIx1zCHEKMhxjAQOVRCkT9EnIPoRjVjE6VdhOS4ZjKkdgfZtI9siIpASXBCzhU77trMYm4x9xVi2sK2FsT7jszcc48NgDxmJlA3sMYY9CllyZGbJF1uFTvrZYgGAgx/4ZFT78OKn9nAd40Zy4cY+W8QqO2wdh9HYyQ0ZsdTGDnbxrzZjyOBs+kV/3JHRr8wrDa8AAEAASURBVA1GhU3J6LuLY32KLV304EPuwHPMngqZfayMpctWJQ8j3/mFC30V9inlcH1t9cGhH8fGGxPH+smKP9/C0c4Wdiq2ZNgj5jBgFm8yYWSvNtj55Dh5nCQHC/cVurRNW+BkS77hDydONuJtTLEiy2+4E0e7CkM7m2HIQfbYh5sONsEhO3GmPWTg6C932DHtYYc2crPExx7DYkw+jvOdvHbbSrZks37xFSv6ir9tMrbsU/IrbrTZNxav+vEDDwb8cMg4DsNYfXHsmAw/xEkOwsTzxIGL/3Bg6A+Hv+JiGwYcx2QU+8bYzrKX0WesCzd62TJlYGifONljLH3iaZx4l384L4+zm9+zaK/Plg68ind+GcMGhV64eJnchBkWW9wEOO5BUbkDQ2Ebfc07beTTZZ8uMtmCp2JMXt8co02Bob19Y3CT3XDrZw+c/fqnfy/DBzZohydn47iYwJml9vymqzjwC99zDLn9XNBWDZuMhyB+u9RDPRdjsNPDRnmTfY3bc0NGG3/wxL+Zb6fiRAddFftxUl5MblwYe2Dynve8Z/u5Eg9rXdzy3XVRH77ixY0+fHgu6siwiYxrp0dxY6z4ysHshNu4bCajZC9ZhV7FMR6MLU4w4yuZ8nHiwAgPf+JrXppXxX/GiowYwKoYry0c8nzABSwFbmPI0astW8hoD0M/XTDMOzj45VM22zomt8dJBm4ck2FneTz1kdF/CgeGEo7rNnbBmX7zj+/5+Z+jPjH3HbNVaY7zTdyMY7PS/sSJs8kPe+IY37gwVoFFF+xZtKcn2/nBb+t63OhT6LuP47DZaix5N02qh1BPPfXUdsPsRtXNM5t9RdfP01gTPJyyHlh75YPzpYofvqn8yGb7bIvH9PM7bvSzB4Zx7MeDdsfkwpzx1pcesuTMIzbAt2V/upO5i+PsMbY53vzMHjIqe+Flj7Zs5aP9+IHBN8dsSc8ew7hw7CvyxBh+eKDi2DqGo/whl75pz+yH4Zgt9umGuc8/OGGEq01hG4w4tubgmC3wpgy+Jk5jbVV+yL+wybMnDFt8KeE01laxNaZrijhmT7i2jvNzG3j7hx9TxgPgl7/85dsDNftw9aeLfzCyJf1wKvr5xQ7j6C1+ycPk18SZeoxT8eH+wxwvj6e97IMRTuNsK3SLVddB9rVNmbtw0kWWH4rcwYNjNd/tsyM9ZI3Tny45RzcM2PrwMGXwp69cmjj2FfJw5E524ap94+nc559x+WSfPF7THzeNp4sMuyfH2vPJPv6c61RYrcd7HD5NnOyBpS8u8MMu9uAjXc1f24q+7NdGnj0w2AM3nHwPc3Ksr354/HbMDg/MbI3Tp6QTx7MYU599OjrHuE6Lm2SM3XOsjV/57ZgedsQNrmAnB09OzPwzjs35ld/4g2OO8svxlIFFdhZtU4ZeGLba+UBGcRxm8dauP5/I0CE2bCBnK3bpToavs8CYWHjAD3k2lcfGpC+M7MnuZIzF31xHYeZHOtk388b4U9zwAb9k+WVLh1K8t4Nn/pCf/ewUSw9wtRsjd9iT79rZQ3b6lc+2Kj48+LWOsgkWe5KDh59TGMwjhxs4yeCG7koyjpPRprKzbWPKYzjsyXdbtuFj4oQBXz9745Us+/hRIeM4DO1sSMa+cXBwIu7GZEc4R7efPIsOogk+Y9tygCOzaLuvIICjiGkxclyBB/++giQVFgxBROTUncxs22OSoc9YyeW4BEmWjoJW29wan0wTFh6f0k1GlWh3lWTohyNBbR1P/em6C0c73cbxyVadnNI1j09hkWG/WpziWJ+CL2XatzWMP/rI8aVCdxja9M8cSG5uyZOBI3fYgs/JMflH4dBtrMUNjom7H7M/nna0Ty/9OLZV95xmW2P22zhucRMnOLOcE2/8xXEnYDgzLpdwzB4XL3jik7FKeqZ9+/3pEwwLG5w9p3uu9jiO8SdG5Q5/5rhzuCFDNxvcJLPvFMfpO2WHtnyHwy711Lza+znx4jF+3VycwjjHr/Tj2JrcXJ/6yNxX6GGTbesoe3BU0afchwVDXHDDDvtwZom/u3Bmv3iXN7D0Kew6Fb+pR39+sae1S8ynXzOP5vi9ns53Ysb2/bi7/AmTTjJqHJdD2TN9b9x+S4Z86595sbeF38VrP96x8SoumlNskbONmzKnMGqLY3a4EAqnftv75kJyZNzs+2243g7JFjLs2fvZ2LaTP/kHkz3GGa88Kk5k6FXjWFsY5qq3qz3cfuc737m9uetYYbf64MGD7SG2h53zbV5vwuJIuzzKpm3wHX/yu3nER2P3XJzDsTFw5DLf4maqzvfZNvfjz1g3guT3uh+FAa9YscPapcjH8B2T2WNrr+hX8GFNZw//Jgb+5nFj99u4cd40BuZe957zPYZjMrhx3Waew8lO/edwQ0aBgxs2nTpXJbcJn/gTx2yAgRv2ZU/b+3BwoR+GtZhPcPbcnMMxfbDY4M0eb5Z5uP22t71tewPKgwlrgIeq3q72ZqAPvfx2qnHZyyZVHreu69em2FfvK7DI4xg35C/l2Ph0yeP/zd69vurXlfXfX/H7I4rKui41N7lJLTdtRLMow6IQQgryQUZET4MgqPw9iB5ED3sQPSikMAOlTNogWZSalpvLzC7cZF0VbrCC6i+41+us98XgZH3Xd81jnHd636wDxprznHOMz/gcn+MYY27Oec5lHR4t6n+t8yA+1aGrebS8mfARF7Ey/+EEMy76j++DuNguPnzQv/nLZ1jpX1ufz/OgfZb11bkAHPX5y/J75XfasfxRR+FHcwWNww5Hndu4qKd/2mQwbVvtYRjqaqPtqvGa/7j4vG5b+7Cujjg7Jngyj2/nXG5rH54YKLikAR/Wtg+Lk3ZMvMsdS3zaVz/1e9NSXW20NVewcNb6536u+1qPP7/4o83arv3Vv2mpjrYwmJw5j++aRzdh2Jbva4xoFQd+K+fYK14YclfddT6unu1htu2mJR3035iEed73qtVNGPyGYSkPYcnp1e6ijTpMe+dG+J/j5PuKva63H5ZYdRynR2b9YXyqo3/6PmgevYvGtKErDEuY+YpTnON30zK+zelpvPoV5m2c9KVNY9y6+uFY1tdNPGxb6+DRddXabq3zIBzbtaGH+s5nrZ/n23k+nuNpq07zDU7W00P9u2hcHXqIFR5xq89zbm1vuWrvgSbcbMPHemb9Nqzq6r/caf7LL3WU2/SpH23lMZtqjK/8kztpvPqrr/Vzvq5L+/HV3jpfznWwLR/Xtuu6WMERJ+e11vV/Sbvoq0suSewe616BewXuFbhX4F6BewXuFfhSVsCNuccee+zqV37lV04/1fWTSyf6fo762te+9up7v/d7n/wnOF/Kftxzu1fgi6GA8eMVCx/84Aev3vGOd5x+FeGn4b748ZNlX3I1hvqn6l8Mnvd93itwr8C9AvcK3Ctwr8C9AvcK/H9Hgdsf6Tvoh6dnfHvnZ4ZOUt3lf9i3Ajd14ZuGijv77vhPzTdUMCoTnLhYPuzbidvwfQsDIy6WRw0Gn+jcN68TffCAtcMl7pfQGEb2xdZYHqezb5cmOcyXS2gMoyJWk1in66U0zq+4TPLYN3f4KL4FPP8mMM4PW8ZFvR19GptwdvKvWFnSZ6LNirHDJX3lcxpP+cDKnwkGXddY7fhVrOIDe2JwFFwmPvHHT9Ec73yrTWNz8tRojEdlgsOfrPHZ5yPLNI7LRB/90ajcmfLR3vFOnGBM5wp8YLHd3PF0kZ8gvuc97zm95867l72PUj54rcIrXvGK083tV77ylacb3p68OLdLaLzOFTs+4cIfGIrj3lFbuWh7iTEOZ+rXymeHy4pjHOBz1GDQWH40F09w9FveWL+EX41xeEdt1eaucdLGe069K/Vz1++mNYbc7PZrCEs43sX6Hd/xHVePPPLI6VWI3mnpmuI2i4unwr9UNC5Wd9XmJv/yy3IXB5/iPZnTtTeHet8tjT2F5fx4ggWndvya2qoxjDCP4IWhzZeCxl2D4HKJc4r8OqLJWjd9itMXU2O8dnOHP2nMl5uOz6v/t62njTrT3IHBLjHGmy/4VbxO4Hf8oz3DaYqhPRwai5X18ydh1bmLaZs+U331A6eyi5M29FEmhkt5vMPHuWg2OW+rLZ9wKmcmfqVvOBMMfLS/lMaXyB3nK3xxrPMUdBql3V2Xl9A4DH3u5M2qcVh39WOtl747GNq6/ihvnFtMNV65tX7RG90GrZ8Z+smuR/SnRDmruBnWxW2Ejy5XjJ1B12S9c2GxYuxw4ROdd7ShLz5itDNYxAMOf/CZ+rUOlh2N4eDTzekJH/o6QCu4hHU091aN0+cohvrhwJiOKTirxjsxT2N8JvriksYO0jBMbFM79+soDn1XjXfzDxZO01jVvvE51RgHOrvw76dSU23gGAc72uSX5Q4OXWCkS8sjvmmv8Ev7yXjQ3sHZSRBzzNu5KMUFD9pMfMIBp0uY3FGK04TPqrHx7fMER7y7QSgHd+YKWDjEo+URzfjhxruflv/FX/zF6Z+Iel2JXPAkt39Q6Saddwnf9gQqffHp+DLlUqz4ULyO+KMuDBrjokwvmGiTxlMu+MDIvtjzKJ/SeOpTsXbe5ksxOBO/cElj+kz5aIvTajv5J14Py5m469ec6fUk/pHW2972ttO77G0ztj3FbQy95jWvOS2t38WKE40d76Ya6yssXHc0pgustG15F3+qk26OD/SZYOQTjHSZ4NADhlg53qXzBKt5YjIO0sYSJ1g72sCgM+PLxB9tYaQxjEnu4OK82PWHuXjnnAIWo/Gah6eNB/7kFz7TeMGIj64n2mgHR7zx2IkTjcUKxqVudMOacEob+jxsHqXBgwxOWNM4wYZRHu/gwHCuJF7mCrgTfbTXljZTDO0UnHbnChjGApv4gwcrj3c07hoa3q5f+OxgrBrTZ2eMl3/0neLQBA6MHY39rx3tzRO79zZ384/Gl5hH04ZfU22Kd3ymOLh0o1veNLZsv4T9n/97bZcAguHJNv+MyX+S9U+VTEqTg7QLLv911X9ulRQuHo9OJoTX9m/+5m9OS8JNuMDx30k9aeIJFH7hcpSPhOCPf7QjGabBpDEenoLxzRKNJwdp+j7xxBOn5KKTi6+j1oATbzHDZTJJ0tjPvf0nWcU/FzqqL+740EYxMdIZn6MmTn46+4lPfOL0vkf5NzEXXJ5Soo2DkXgdNScJNMEHjnd8TrTRr3ibsOHxaXrw8DQPjeMh7kdNezq72JW/Yj4xusLhk3H6sKe+burDBQVdcDIupvkH239EdhFoKd6T/ONH7/vFRZzS+ib+D9omTp6Y85NwZu46eiAyNmn8kY985NTWQX6SN06gjId/+Zd/OXHyzmI+HfGr+caTs1/4whdOJxy4TPmI+eOPP/7kO9wm2tDX/CeH8ZjMFTRWHKuMdzljTB3RRnxhyBv5o0y4wKGz451jOU34NcljMXe8Sh8aHdUYn3/7t387vfOaT8aq9/UetXJHvN2gdi7Apwmft7/97Ve/+Zu/efXGN77xyX+Yx7cf+qEfunr9619/9Qu/8Aun1y34R3kPMnzMEeauTuom86gxbr5xXsEfF5MTo8lfXv9nefFynDFXHDXzhDEld+DszKPmCb6Z182jaXSEEw7mCcdg73cW66NjSn+OCXLQWGeT47gvG/nzp3/6pyce4jSJlXO15nVxNxYmPvGDT8aUXJzOo+Z0PMzJ5hs5eBMfufF3f/d3p1eTGDs/+7M/e/XWt7716k/+5E9Oxxfv1fYU90/+5E9e/eiP/ujVT/3UT53ewy1udzV5y593vvOdp3N+caLxTXxuwzSPdgw3rhoLR3Cab5xzOa9wft1celvfN+2TO8bBJz/5ydMxzzxxdN7CRx6Lk3XFnHXUxBGfD3zgA6djlTE+ndf7J6PwPBl+RN94O8bQ1/VDGJO5wlxsrqCzHJ5oQ1O+iJNx6vNkjBcnsTKHffVXf3XuHl7C4JOx0RdsR0H4Ya5wrGo8TTTuOIWPWDuXnJhzAP+s1tzDr8l5TnFybBD3R65/OTI1xzu+8YtP8ueomdMVxz3XePSdjAf54hzQvGVsGBNHzTkofZwr4dDcdRTHGDAujYdPf/rTp3/oB++IX3IPjvaOvx3vjmDEm0/OT+QOn5wDHsWhqTi5N6C9eXgSb37Bcs7fAxKT8xM45lG5Z95In3y+6xIXuWeM78yjxqMcpI/j1OTYwCdjW97g5Xg8mUe1014e08a9gYnGNHS845e5x7XrZP7DRQ7LZecmcm+CYy52vBJz/ky0obG8kzt8otVkPjZXmGvMOfRxPjA1v4qVg8apOX1yv/ZBfV/0iW6dCN40mSIpCEpJ3vbJ8hIY+m3QTDjUBoaSf20/uqRx5Wjb6q/6Wt+xS2hMl0tYfu1qjAuNdywu9JlqnB+X0vgSOq95vKPPbg7Xdz61bPtdl6vGd23zoHppsxtzODsY8buExuXxVN+4WKbPuu3o+iUw+HQpjXePd/l/yTHOvx1btdnBWnNnB+cSeUyPae44KXQSpvzRH/3R6YaRCx4nvf4x2/Oe97yr7/zO77x69NFH73xyfwmN8+cSubN7vKNv8Z58+aR9ll8+7+RNGoc7Weo/HMuplcO7OqfxDhc+5NeOvmHIv3NzAeUmki/pXQy5kHGR58akCyQ3t91E/uZv/ubTBZJ1/2Tyy7/8yx94w/y8j5s+p/NN++667Ta/7oqhnhjtxgkOPrvnA2HgY33HHPOUHWvO2tVH+5vy7wi34q3Njjarxrt+XSKP42B5Cb9gTHG0i88Uo5iKd/nTtulydz7m065facOnHW1WnDhNdIFzCX1pe4nz4+I98aU2fMovy6ldCkP/l9AYzqXmCnx27VL6pM1OrPhyidwph3fnirTZ0fgS8039X0JjfODsng9cIofz63x50RvdES0pzju762fJkHg7k7X+LhHIlc9dfbipXgNu1yc6p/F04DXgcNnlcwmNYVzC+HIJPuXyDqdLaVyMLhWnHZ+0zS9LZccuoXO5Mx0L+Jc3OxgrTpym2qTxtL12adtcMcEqxp6qoNFOvLVN5wmX2tBW2eECS/uevJpi0Th9d3OHT7saa7+LQZvitIu1agx3auXyF0NjPrjR7R/meUXJ7/3e752eJPP0ileTvOhFLzr900k37I487btqPNUFt0uMh1Xfqca48Kky9Um7fNrBwCd9dnGKFbyp0fUSc0X60mjH4KTRDg4M8yhbc8fTv25ye72Pp7k9ae2pn57C/Iqv+IrT++xf97rXnW509/R2T4ZPOF1CY/5cSuPyeCdvihGsXRwYxX2ibzG+RB6nDT47pn3aTPUJA48pRj5cSuN1LIV9dIkLu5TGcKb6/L+h8Y5f9K0c1XWtv/q1bj+yHkbxOtJ2rSs2YU21Kb6NqRX/6Hr6mi+mtvoUtylW2kzba4dD2uzw0fYS11XNEy2nvuFDnx2fzvXZ4ULjXT58uQROebyrcfmH11TnfErrqcbapQ1eE8Mln3bGuL5XjXd1Pvfloje6c7rBe97Z0c/TRFj7aaDsYGmbbyv2ZH2Hh/76Gfn0FQJxzqddPvBonM7hH11egoc+8+to/2t9A7ayO+Dis+vfbvtLaZNO+dXno0u6XkLjXR7nvHd1js8OThjG1K7R2ZyxexC6BBd+NVfs+BXOjsb6vwQOjI53u3yaQ+Eou3PPrsa7/tR/fvX56LK5wnJXk/Lvrr75+aSf3/7SL/3S6aadnyn7uaHXLLjB7RULfi7q5tzkKea78rhNMxiV2+o9bN8l5mN9XILLimF9YtodjfdN/cSl5U11Hrat3L3EXKyvHS4r110cOeOn234Kzke/cvjYxz529a53vev002Ovw/ETWze9fQn0whe+8PSrhx/+4R++euT6dQFf8zVfc/qJqleOqOen5ZOfgvPpXOPduWJXG5xg7M5/cMpj6zuGz67BcMzrZs8UL313OWm/q3Fcpr7U7hI48ra5ePe8LW1bxnOyvIRv8Wi5w2OHz6rx7jzBh/xpOfFrxZm2D+MSPHbHFC6rzjs+XYJL+bKLBWcXIy0ugdNcsZvHuMRnmj+X0pg+Uw5p2zK/+jxZhmG5Y5fInTTGY0ejFWfXp0tgXWquuMmXi97odoLqgs87xdyInbx/BkkXA97PAmvyrjQYRFO872qHCyx+dCK/M5ngYVLq3U6wJwaDLt6BNL0o0M67mLzfZ/Ju0HjTw09Q6TONNwztL2H8kTc0ntx4wCEuNJq8/yg/6EFjsZq+b6h8KVZhT5b8aqLeyWP54qLVckdjF0rap/fEJ/rUfsoljfk0xYi7WNMWzhRL3sAxd+E2jZWckzfeFWyMTnDyxfvNcMJnYnD4RWPLCRf9agfDhfYuDn34ZZxP/MJF7tF391jFN/GGt+MXny5x0uFYZa6AN83jYk5jONOYa+sf1Il7Y51eR03/4mTeuk1jueWpU0+hejd9N7vdrNP+pS996ZM3ur26pJgd5WM87R6r5K5YsZ3jOBwawwrvqD/rPApvx3AQBzbNPzF2/DauYEzzjy9wGg8Tv3ARbzd28ZnGig/Gg7HQsXzCRxs4ePFvqg0c46J3mLvR7b2j3svvPZJ+CeGVJPLcP2d9xjOecfWUpzzl9E8mPcEtzvrGgT6dL8E9amJMVxp7V+SuxsZ1uXdUH/UVGJa3zTcP8xMHsZI3O7HSVhzojM/EjHG6OuaJlfWj2tSv9jhN4wRH341xPk2O43Bo4nyUTbWpLY1x4tvEtBNrPODsmHmCyZ+pNtqLEb8spzjadvzeibn+5Q6fpji0bTw1xvk5MbmTJlMsfog1jWFNx1Q54xwQr4npP31gTLkUJ+OKXzs48phG6Tzx63wenWDwAY+O4VM+cLSF4xg4xeFD13YwphprhwcssZ/yoXH6GJ9TPjjIGfk3nUdpww8+wZj6BMd5Pt/MX1McWnSs2uFD1915FBf+0BgnMZsYLbSHJ2Y7RmPn/HzbxTrnscfsDE1SImvAEHBKtsT2pNTOYBEE7/vDaxpIAWzgCoDPylHTxoCDITGm2ui3AbeToHR1oYFHek980saFDI2UiTYwTPjZFEO7Tr5pM/XLjRn5yy+5MzX9p/E03trxJZypNnyQf06A2HSy1pYmNNrJY/oaC+aL6djExVgod6Y+rZM1fXc05lMHomnM5Y081n6KQRvzMC47J4m0wcHPzOFMNaapOMsbB7OJzsUFhps88KZ8ijm/5HPYdLuraSP33LzZGQv6g+VYxafpeIAh5rsGpwvJHb9oLP9oDGcaK2PqaU972mmsG+8T4xMz3+BB47ad43l/sBt2v/u7v3v6B43+mY0nTd0I9iX+j/zIj5z+sdJzn/vc8fjUN7/Kw+k4pytNLHeOVdqm8TRO8XCsgvEgfc/1vumz40M3cqcxF2M45tMpBm5ymC80mmoch6//+q8/5d403uWLpWP5jsZyhsa4TWOuf/88yD+x8ooSv35wo9sXRUwu8NkvILyixE1oY/DccDAexIzeE6OpOOsPnjLRR5vGVceqCR84jg/5Nc1BfpnXu5aZ+kRX2vNtmn/ayRXHPPrCmvChZ/MEXaYY2hnj8kaZakxf/rBp/uECg8bmianG2jpmukE4HZcnR67/OFdidJli8Ys+4kWbqcZyJQ7TeTRfcMFjykWc0niaeydhr/84V+pLknKofXddNibpO8XQlzGAD32neSxvaWK+EfepPmItTq47HWeK/V01UU/f2vnisvEw5UNXczG/aDPB0UasYFhOY5VfceHjlI/7FNkEI53FiS4786jckXvpM+GjDQ7No7sau4/Y/DfhQ59Hrn99pi3/pnOO9q6h8296fJB3cZiOcT7pn8YwphrDMN/gNBnfeGQegHBOyzfxv6R92TXw/m/ZFkbgmtSmSRUlSxhTHLRMjmFMcfColGCLy3de7cItPnduuFT0z3xceL/5zW+++umf/umr5zznOaOkyB/QO3y0v4TGaQNvZ8CEU6xbwr2r8QcOjQzkKZ9LabziTLnwPW2s7+DEJ21bwr2rrRobU5cYV/qe+pVPOxjarjh0mWgThuWuLjBcrMOZHlj51Rif6nuuzQ5OeTzVFxdGG1i4TOIUBpzatzx1cPBPGu/4hUu2w+VLSWNcuuEkVrtjgj43aew/vXuK++1vf/vVY489dvW+973vlCP6+77v+76rb/3Wbz3947xHr//hpBPD3ZMxsdrNnTAe5FO58LAlHP88MF2mc8XK5xJjHO8pTlwsd3ImHFzSx/oRC4PGuCjT8RmW/qfaaAsnO8LFOPFPWb2z3j9mdZP74x//+OnVI/DceHzxi198+jLou7/7u0/v4Xajwk2GfK/flqtPOxrD84R5/RzxKy6WK58djS8xjxanL8Vj1SW0ofcuDo1gXCLe0/w7z5spjjhX+DSdi/Ep/6zvaNx4mPqk/zCs7+Bov+sXLl2D4DK90XPOZerXqs0l4oTXlIu2+NB4d0zBoDO8nZtycGCY16emPbuUX8WJzlPrnD+sCQ6MbEefNN6NOS6X0Lh47eQxLpfQmD9slwufvpS0uYRfYdBnJ4+dG9MHhjzeGVe4rHbRJ7ollJNMT3g42UV24jhnFVgO8jsHIU9nwVCmwuEiCALqm4upuViHwZ/pZIILn/793//99LPQdZI7wgsPPuGh7JxMiRMMfk01xiXbOSDSQ4nLhI+nkWis9ORy3I4sy+EdjWGssdq5uSL/4DE4E220TePG1ATHT5rpa2mu8E3nxPhT7uAx0SeN6cN280+8lKnG+NCYX+abib780J7G//mf/3n61rUn3+07YviIE3/k8tSKFW125lF+wSrWU33w4NeOxh3vPMVgPHyxj1XyJtuZ0y9xrMKj3DGmpnxo7AlrGGLuCYKpGQ/rsQo/mrlx99nPfvb0VOqHP/zhK18oO3/xBKonuV/xilecvlT2mR/awZqOcfxprIQxyePmGj7IvemFDh5eP4ELHE/3HDWa4GN88mVnHsUHHkufCZ9LzKOrxmI/yWM8+OR1HrR103cyV6Rx+uw8GYkTa06/Lf/kun8k+V//9V+nm9pubrvR7eltv3Zwzu91Fm5of93Xfd3p/fXGiid/bfNk4G3GL3wUOTzRRpy0//znP386n3BeMcHBExaNLXePVTAaC7dpfJs+/DIPwpmOcTxgyF8xn+CUf/IAjrhOcPiKCz1wKQdv0+BB+8RJaSxMNC7W+uDX1Cf6GCs7GuPinfX0kb+eip2auZjRly4TbbSXf7DMxWHZfsRgKGxXY9rEY5I7eJjPysH1qdgjPqkLy9hi4jXRWHtF7I3xiU/6v8Q8CqM85s90DoXhS1HX0/z6qq/6KhRHJk7wduZiHYsVrJ15dMWYxikRzBXmmo4Pbb/rkibmCibvnBtP8k97MeJbXKY48rhzY+N8YuXfzjxav43xjg9tP7I0V9ADn53rRRqbR+My0ViMFLY7j+4eq8QJFzHni+PD1PyPFlgw5PF03rmp/1kW3oR0vY1oTnr9w6ZnPvOZp5OgieOclQxu0EiqnRs0bgi7iTb92X2BlOj825msTUj8EkS6TCaBBr4bNIpBPJn8tXOyalKbcikN3IQwcF1YSPajg5fG9M3wOYpR2w6sLiYNlMmBSM4YdJZ+BjvRFx+TmhzmDy6Tm7nGgljRB4aLxqnBoDVzA396Mm8cuLCVx+XjUU50oe+//uu/nt7XOdFGn/Qpd8R6ok8HZuNT3vk5z9Q6qRMzXCb5xyf6Gp9usk3mCfxhmI+9Y/hrv/Zrt+ZRcZIzkxtguKzz6HTOgsPkjpj189XpXCGP+UXjTu7+u4e7/xWjf/7nfz5huHk11UeP5lE3DoyrSd7QmE+WCpypmUdhmdN3jg+OdzQ2pqZ5bFx6YtR4ou+OX+Z1PJxTyBt55Dj6Z3/2Z1cf/OAHr9761reeLs7o9uxnP/vqNa95zekp7le/+tVPSumGcIbTNP/MFXzDZXqsEiPjyZIuD7uhGO/zJS40pq+YT/J4nUfl73RM4Sb/zIOMPpPc0R6O44ObsNPjnRymrzwxxifHKhhi7Z3vbgR7BY6YH7XGOL/o3QXTURz1+QSv8X1bHtPQccTN7Te96U1Xn/vc507zHg5yzvg2RvzC8FWvetVpPjxy3kQf+uIkbyb5B8NYoLGb7F7FI29u8+sm3dLYmNg9Vok5n+gj/45ywU8ew3B88DPsI7qu/vHF+YB5Qswn40G86ewVNcYBnY31iV+O4+KjdO2w8r3ruvMcOvu5PC4Tv8o9ffJrgqGtc34amyfk8QRH3vnSVbzFaudGt/MTsen6Y8KHX/QxBzjewZjMx3KYb8ycMT1WyUG5wyc8JvOosUDjzgd2bnSbi8Wdmbcm52740Ecu4zLB0P86jzo2TLShrznH9dn0XAAXOM6VfLlrfO7cO5HHfNvBWOfR5mM8j9o6F5eDRzGqT5/mirYdXfpi1xiXM+auyVysT3msmEeN8QmOmMtluWOumMwTuIi1eZQ/02MVHAaHPzvnSu5pwjBnOZec+mX+M3elMcyjZi5W2M48ajzQBoZj1eS8AoY5S8zl386x6h/+4R9OcTfnOHebzF0P0vKiN7o5K4iejnJx4iDdhYGAOoEkiiQ2IDICN2GYRBxQTWwmATjrANbOYCQwPGZASuIGhH0SSjLg4uCjOEmUoIoDE74lTFzg2A8LT8UJhwLTfkmh4NzBO39wap+lz/oy0bs40B+f3DSSYPC0VfjNtFHioQ7jF13Ua92Bmn7q0oFPOHXgpTv9xCLTXpwcgGCLkYMrvrfFSV0+K/rnSxrzhT78sp9+OChizvDDpXj7rD2+n/nMZ6J3aouLwsQABo3owvir6Nc2+2jDJ/6pz2cTpTq1tS994fBXP/jazgexUnCz1OZcP3g0YHziizrWWe2cTMHnM/xiVV/iBYvZlsb4wJfrcs+BQ1v98Kl4044+lvYxPsFJv3ICl/pSFx5tmDjpK51sg6Mf+YGbQmOTo/xpjFuqi29jSl2mHxgdgOGnaxrTVx53cauNffDS2DbawtEXE2Ol3NGP3CueuFTUh8HCgEc3Macv32yDTxdY1mHQGO8w1NMPnW1rv5MOmEp90Y/xna+rxnHVlxjw17yXzrYXJ/7RNXw4bNUGL8YnfcFRvzzqRFwbdfTJP5/5Wv753NhVz83cxioMdfGBrV7+njq//kM/+5ViIMZ885nf/LKEBYOG+sr4ruBEF/v5IY/VV4y54lC+yJ3VYBhPCs20SxsnMDRzcG380piveMJMG/XUqR8Y5hsYDIa2+a4+f/DWJ4NFk3SGpS/FsUpumkOdMKiHu7bn2sCin/3q2a/QBgfFCRmf6eMzf/Apb2yzLz5pQz9+0bovN+Sw/tTRju+WCoMBS38MZzjqyR31wqKBz3LTMj70kgvNFfYVJ/rAs9+Y15f62qax+hmu6Udj+ameWNFeW/bEE09cveUtb7l617vedZpH1PHl5lOf+tSrN7zhDVePXL+bz7s8GQw80ti2tIOpf37TzXqFJurh1Dbzp7FgLtUnfeWPOoxf/E1vmom1etZtb0xbwnDxZi6Gk9FYXYWlMZw00J7OfMMTPo3jjbN9/IdjP2u8wNG/0rEBV7HSj3VtYJSnJ4DrP+qIJf2Y/eo5V7KeGVMKE89VG9vgKHJHDBT68gsnfdAWBr784I/CP4YjDH5Ztz2f6EgTOax/GqcD/fRnezj64Ds94WgLwxjEvfM29fSpHxj2h2sZhnrx9cURv+CKEZ8s1dceDrxwtLWf/7a1Hw7OtDenW6rHbDdW3NC0/P3f//1TTBxr6amuL09f+MIXnuaZpz/96Vff9m3fdjqPdIEr5mkcJ31X0hi3tGks2EeTNd7qpC9+2vGHvurKFXGgrf6sF/fq2K4eHVeDg6966ijNf+qWn+Wo/XK0MSUO9sGgn+00FiNzhVjYJjf1BY8vtqmzGg72w4GLLz/4g5M2cg8Wv+l5Pq5g4FK84cg9c47zE7GWV44x+oLBJ77izWyj8ZrntOWLWJjT4WivjqV46Ytv6lpXihWf4qsveYWnos653/oJw1J7vvGLDvrh1xe+8IXTeMLbPjzWOrRTP6Ob/bDg4mosqMdcJ/KNxpl+YCjawMBH3HEPRzz5JYfxMCfHG1+xorX6zFK9YkZ/2uCiru3i1jygTRjFyjYapp/P+hAr45XmOPTeXL7r9zxOtsHRJ075qn/zlXNkfdLFcQYuDHyVfKIHjPSzncbaw2Lad6yCw2gHr1jBoTMulnDkhEJjPqVtecRnHPkPtyIe8HymH331BwvX5mN46vAHxnoMKub0Y/Zp3zm/bbjzG2e+KOUV/rDFSYGHKxwYuNMJT+3F3Lp2xTxt4Ni3jk/+KDTGyz5t8x0/2+szDP3g4jOfcVDP+ag5Qv3mZPVwsY1G2jBLnGmpjn3qGTewfHYdSztjRn1+K+rhyegCQ5144iOPcRNnGOKkrjqrxieQ6z/th0UzbekCy3zB+LRqk8Yw8auYCxiOjYXOT2jX/Ke+tuXgqdH1H9vPtUkfGuOAI5z0wxcWThkcvtOAxulH43Kb1nxX6KIOPulrSVv90E8d/dDF8QUW4xfOax3Y4agDAx9L2/VFH/nuuMcnhX+1s996RdtiClN9XIo5TfBoHuUnvvSj0WppDLM65bE+tDU2W7cP57idx6k46kf+0Vx7+umL7zBxjo91pm71bVP4bg50XqpPGHSG57NY4GR5juEzDOMbhiVzrqU+jRmcjlX5hWPjASfbxUgxj/KJL65zaEM/mHxS1KeN0nixjqvi2Kmedgq/4DD5a18+2WZffHwWAzjlqf3wL2kXvdFNEA5JDIka2RIC8RwStAQUCIVI2nJYIC0JIiASgsH3WT3tFcHTlyUcdbTFwRKu/QaNpc8NhAb2Cfx//kg8/a519ClgkhWOvgTENlwLJD4Sx9IkweCoE4a29uFRktMjLvmlTjiW+kg/uHzzmRZpaN22Jkgc9dNA0A4PRb14w1IXN33Vzxon2+mnnnb5rq19+hFrRr/q5Fcx0l5hJbn+Muvqpp86+K6Tkn2KQcX0ReN4W+eLok762Z5PtuHJ8kn7DnjqWdd3+mmjDi7iyspdcc9oksbqwdJOP3SCEzbuPq+GlzbiWR77jD+NYTAxCMdnumlbjtmWxvjUj3W8V/1sWzWGozT2tNW/egoO6da4Kyf4hIvt4rRi0CaN0wFu4xPnNMaHpTHf+cbg0EZdZrt1S7wbC+3HhxlzcVMHjv7V0491vsFR1MHXdqat7bjzzWcx1p4uNNDGunr5ThPbygdYHTjoWLz1ox5exo5+iqk6aQxH3/GhTZ/TGG+GD1waZ3CU9MGB//mdT9rBoTVd9IOPdfHRF76r2YfLWocv+tIGpr70qT994WJ+ZdrqRxEvftcOhvrwtFV3rdN8Ex8YDOdV49UvOMYCLHrzSdGnbXjyRbxg1D9NaMN//sgH/VhX7FP4xuKqP5hywn5c9Ge/feaS+k2bc7/gq4MXHDHGB3+FTvbj5HM5gH915Cbt0k9fuPBHe9h4KnTUTl+4hMEvPsfXdjgwVn3UcdFQO/thKay+Gi/qxcO6WNCRTuryX1ufcQ0XVtrgXcxx0R6OE1cnaJ/61KdOT3I7yYflSQL/ZNKNOzfyfAHcmNF25aOfNKYfK0dXjcvh8tC+NMbdOjvXGF868os/+mi+hqFvfJRyEEZ8YdoHI43lljjgApOlH8xVY/vprH++4wlHnBmM4mA/PupY4mFd7lln6ugL16y8WfXLL7yZz41Pn/HML+tMH4pxo52+5Kh6q8b48Ku8sT+fbA8DJr/TpjzGF1fzQDqoY2wprHGgL7yZffmNW/zpp077+ap92PHFTWzyRT38aAwDb234rk5zhW3aNs595u+qsc/yCo72bqyah72WxFM2LsY9JZ0WnkZ3M9DTdb4Usu5LNXlHGzj6EZt85Z9t8dFf2oTb+LQdP1jq40Sv9KWnOgrfFHXoC2NtY7vP6tJPHZqtFkb+46wOXo1n9WmsLh70LffEgVnKD9trxw99qo+DPsRUHdyK0wng+o99+OpLHX3xPT6W9tMGF+v46seSlaPGJ04KDIVPeNhmrKw+0S6N06TzXv3oQ8GhPvFXF9fmJvmkjm36yW+8WD7BooeClz6qQ5sVAw58+vALdv3kFy71Rx91wlE34zNOijppgw+zVGc9n6cNDEUf9uOBj88KHPXyBTaM+tK2HK2N/ugHBya+Co3Ul0dwG1fq014fsDJc4KTfqrE6cPiljrosbfCMj35wobVtOIgDv7S3xNM+8bIfFxyt2yaeeKSfutqqY8lgKOuxyj488WLpgg8N4egrLuryM73h0YYubcMHDn8sWXW05Xs+xlsd+/CBk/EJh1U/PinqM21w1R9svpSX9uNjTOlLPX3jU97oj96sMQ7Hdtjw8kn78/EZHxrow2dzf77bruizWNHXfp/zG2d9ak9XPtuvT3Vg2GebwtSDUx3t1eMj3fhlv/604Uv+2s/opi++a6cvXPjeunraw1nr2J7BwIMG9ONveVyfuOgv/uroJ21sV6ccxVGcihU82/DIdz7RBUYGBw/LtNFPOLbxkc/VgUM727P4qK+oo5/44so39eQqv9MsfS3jnH7GkeM93trrEwbO1TnHwSm/cYGpDgy6wOEjn8pRdezDKx7lFix9iueKwSf1xUA/PvMbtrIarHinDV9w4aN1ulRHe/twYW231BddxUAdhR765wODFT/74elXe/vwMQfC54N2q8a2p7F1bdWxZO1rHoWhvZLvdNMXjWEo8oqO6QxHnuNTrPAt//SlPn/5o77PfMcHJp/sO59L4qMtfJ/zHa7ttsmNrPkTdyY26ugzn/V1SbvojW7kCKI4WSaUgEhSIhDMdqVAaEN8hePqS0jf/hGn/b5ZVEcS+EZOPXiCCXtNLnV6erDkEVjffqinHwEwuH3zxGApTuKZxFBHMrggFgx9+SbPUkAMYvtt0098fPvkgr7kg+MbW8FUj1848402tIAPJx62ac9vS33C8W1OE1E6udBIA7rg2w0jSaW4YOc7fN8o4S0+MHGiiSTmlzrncdK2n1vA00b//MLdZ3g0YbBgGyg9Acdfg0D7JnWaiDU+GR9Z+sEVczGkA350s19MfdZ/34rTF6a6ttOwdXVs04bGeFrPp7TBnc9pzXefGX64KLbRnl/iwEemfzFIY3i0zXd92i9W+OSX1yh40gEv27WXy5Y+4y+39Kdv+oXjs/7lrr5g2IYnzjTWr2361ae+GM1orB+6qGeChcEvn9WXo3xRbMPDU240kAfFG1dcjFk4MPQLQ27hrS/b8NKni2VmmzpyWT2f+SNH+a4vRpewcNEXP+2ns/Y+K7jAUfisLks/dWCox0d+wVHg6MvNsHDwkRPykNEDhljQAZbP/JJ/jCZpnD4wYOKrXeO3MaVP2MYLTtrR2Hb6xYc2xoLPCl1wUZevckDu1B8d5Lb9ctVnffC33IJvHyxxUx+Ocae+Pn22n1/6zcJQh0/a4ow/w0V9+/Up/3BxA5J28OVVT/3QEY52+vQZnnpMHGhmX3O67XjDkX+NKTjrfMJHvNSjFWw+iTk8fRhTYkQ/dW2XJ/zCF3f980M/cOSI/YpYMD7ziT4wYdmHj/byUbzluX7FJG1Wv8KCVx1+4Z3hC6OTLftx5h9dFLrQTrFdzNWxxEcO80U/OGmDszioz3fb5IR6+rRNe3Mp3+3no+3mN5xs4zPf9GMfP2jSXGGbeQqGNnTBg4/q0heXNUfhMvvSTx26wrINr7/+67+++oM/+IPTk4lu5jnue6XED/7gD57eK+wYnk54MBg4d6yyvXmDNj6nX23xkVf0EXd17KOfuvwv/+xTVxucG/s+80eMzCV8gKHvclQd67TsCXSc+Uw3/cCXd/IBX5i2aUdTuNrLbZ+NSzqrIwY426+eOOBqycpxvuCinvr6MsblBv3s1x8M1jGqOQVXfhlPfGS4pI0lbHFQl062wZF7znMaL+rYD6d1fPgNA66+rPOj/F3PldTBt/zlJ7zq8MN+OaH4DIdu+Y4f37WlRWNDnNSjM3/1QR/t4SiNK5yNXxjlnP00hmncsGJnDNvPL23ljfxj9Cl3xMpn+aBf2//8z//86qMf/ejV2972thMnfsEwdr2S8PWvf/3plRW+DMJJHPhnflLXl0U40YlfctD+/LIsj62nL//xwRsPnPCHL376YvTERy5bKjRNG33zyTgvTurSRh+0KW/h4eCzduqEox9Ffbzkl774aBv/7LevG/1ibjs+YoOzHKSBfhR1bFNnndPhGOO46AuO9rSgnzbWtSsv8KexvMGbwbff+KQljvSDQRd6WxozzaP6wRGWNnjytfkarj743liAoY2lvjoX95k++Opbfq85CgMffjD94cRwp4M4pLHPCnx+yWOf5QWN1TWGzZeWTO6scWi7dvzGSU7giAu/4eHLb/Xkjs8sP/lmn/jggY94qdfcpk7x5bd+6oufsGBoY6m9uBvDONBFsQ8WfnSBQStc4aSZbc3FfIMrntrRxmdL7WF2HCpO5bEl3fhEa3X5IQ54KXykneMjg2GONNaaR+UUHurgBkfeyk+xtw0nbTsfhQUDz+KgH1z4bl2b5uz40M62xgxt9INn49o+/ohr+slhfeHG+ChW4qpd4w4O065zExoxMSp3ynVcYJrfyj9jHHcFtv00Eg8a4Kwf+qlTrskJnGHDVfSZX9o7huDGaExfePqoT75rox6/6aPQpVi1n9/1pd90ymdx0If2eMJQYDc/qmOukZ+40EEdY1U/YsrEUF/GbXHoOMV32uirMa6OOPFLf/JCHX15MtU2hRkP9BFTuuKBr5jzK73Vw4mpQ0NL2/LN3K5P/Ys3jWA0F+uH70x85DEMph0cOluqm8bq0QZ/S/7grw4cGq9+aS8f7Kcx/fSjfb43Jxh/ONKPZuWDpZyhrzjQRvvGuM90YvpSBw7O8lj7NLaPX41NdeiKkzaWOBvj6RcXOHw2puQWPupqp3+8xRYfWuiL3zj5THu5w2AruDAxpw395A4cuNbFST8MhvxOG9vXOOFvv360V4/JV5jitY5PvuuXPvRvDuQnP/Rvfz7C0Cff1OHXOmfjap/rIaaO/bRRt9zCy7GK2Ra/NOaTPMcHX3X4hG8ai53jgrynH47pp1887TM+LflIG/lmCRMWfngXCxrKczmmDsMFDt9s40tzgBjbj+cl7cuuO/rv3i+AymED8+/+7u9OP2mUvBJZIY6ummisKwQjrMGiDrGIQ2SicdpEA0NdwYNBfHYThn0SSsEFhsm+g51+BFJRJ4OFC5HxsV+CCqbBJ1je2ykYDbr6yR9Y7bO0HR+J1M//m8z5pD8+qSeBM5/xxEMdBsd7NB977LGrX/3VX736mZ/5masXvOAFpyTHmT740hB3BkOSSvJMP2LVwLfPQNGPuvo+j5O29uOjL1z0xf/HH3/8hG9AGizqpJ96EjmDbxDYz3CF4SeymZ+Np7Ft+oGRTrbhwDeDCl/7xMdkLHecZBlIfDuvoz5LY33h47N+nrj+ObuYmwzE24Fh1U8/+uMb4xPt1bHOxBsPN+74i4MJn4a41xffrCssLvjoQ6xMSCYLGE95ylOeHE/6pF15qr1tOOgHFisnaAyTwYmXzzDE3P640FeRp8x2YxMf+hhPJnsHKvXWnFAXF8bfxq/tNPaUmAMNrEcfffR0o0m8akM/eGmcX3D0xfBVj8bM9kceeeRJDeUW35Vw1StOdFIHDh7iHUY5Wh36qMtgKfSls3X7xcKY4p/i/ZX6Sj/aljvpU7wbU/xNXzF3Y0Hc8cFNOzwUePmFp34sbeOT9rDcyBNvN/LSWB0cixm/tNUPLvbbB0c986iLXuNKzHFR8EibuMAKpzpiYM4xp9PpWc961pPziTowFH1lxgAuNOar/fjIY3ieKMTFfgVf9eRERi84FZ/hqCOHn7ge627YOFaVF+rgqA94DEf6qGObvmA43vUOdOPAHFiOqs+ffINDIz4VdzjF82Mf+9iJB4wO9urWHqfV+Gz/WqcvCvjguMlvffnMH3ysK+xc4/wyj5p7cKFNOmvHf3kchuXqE9xwzBeemn7kelyaL8o/beCHpw296Ew/OtmnH8dexxj6KuLFJ3X1U6xgaMPKP7zSWO781m/91tUnPvGJ01Pc8oiGxthrX/va07L/LUIXfIoTTP2IlZypH0996wuObeVo+y2LkXqMfnx3cmcOdFyQV7RZ68gvdWGUN2ljO3+0p5G6juHyRqwy/airsDQ2p1hncMx9/gmnWONhfJYb+s93OI3zxgsceQXHmDLnaCvm+uG/NsWJRpkY0ph+TI7S2D87rJ4vIfidNuUWLum8jk/t1OlCxtJxHBf9lDeNu/TVv338Kv/4RRvHcjrLYWOCxulAe/0pzHaa5Dt8GOa/v/qrvzq9Fsfc1U0edWmDN//DhbXOJfiqZ16HxX9jgS701k57OOox2xT71bOOJ79giJl4+eerxvy73/3u03lqfThXlVPf9V3fdbqB7Rji/AwWbjQxxl3AusFNlzW3irk+9R2ncsc2HOhLI3hy0NwFJ77qlMP0pBkOcss6n/HQ/r3vfe/p2PDIdf4ZE2KqrNrEBR850RhVRzE24dHJnFCOaicOtrPyr7xSD0/+ygvn/JadC+BcHfXwzWDhYb94+cwvccJFfMw35kDa8xufckddxlc4xRuOeQCO41XnbZb6gsFnfoVhm9J8DRdXffHnAx/4wOlcv3MKOOLFYKijX6VYlaMw9OW4aZu2xrilkt9ibp1Zqss3ftEu/egihx+9Po/EQVnrxCUcGMUcrv3OS4qFc5w0PnV+/Yf+6uqT8QkfONbDUe+J6+OD6yA5bq5QTzzkBL8Vpg3DFSf1aMcXxybjgf7Pf/7zTz7BYI2pYmWbtrSzZPpQz7gWRzz7Yk1/+i5H42GpD1xo6DN/5Q5ONBInY9wYhbv6FA494MhRZjuNm1Nso0/HKjiM/vDS2HY46QNHTigdu/nl3FY9vhuXMORzuJbrfEMXcfr7v//707yj7Td90zed+oGhPv2aC07krv8UI3wY/XGRfzCZc+TmQH6ksX34wy7P4cXVfEMjY9T8iq9+yq1iDjO/7FuPQ/Tjl2OwdTncuYW6DF99ljvF2n64fNYWFxqbP5X0Ux8X7VeNYcsZWsKin76MBedv8PxDbz7xX19hpB0M+sMQ17TRFo565mIY6sBRR1GHpU0Y+NIMV8cY+jhWmSvog3PapDG8cCyNQSZ+tDEWXL8aC3SxP5+0LQdrA0M/uCjllv5cV+HRuKoOvvRRJy7w+E4jnNPPdYPP2pqP7ccnv8+PVfbdpJ88lju0MXZxXjUWz3IYF/3hY8nSmEb0ccwz/63zAP1hMEttcYHDcNaPWDl2miNo3DzKTxrThf8sPP3AU9IGVscZfsGyH459K8Z5nOhmv+K8DU+xNj5pgzMc/Zc7+LN44GSbOuZRc6ix/sj1uYl9ily3P9+rv2LAtJ22zmfpwxzD08jn+lG3zzjKCf3El++wHB/M5XQxV6inXxqLJ79g0kZRD4Z1GMad8U0r+nQ9BIdpL9/hZfYpcovpR/sPfehDJx/NN8WqNrvLi942JwAxDVxFUkiIjDgCe5txnpjqct5ErmSCsH5u+7pURz8SEYf44JYJyjrA2r4u7YelPS78c4BeDeaKu+6zzg84kknhHzw+Fmi4zPbbDI52fNPGkhbhaGt9/XwTnjYNGnhidDROdFHSGCZt4PCZ4avcpg+ukp42WfHvcwOjz+dL/eECw2RiYNKyHFB/rXPefv2sb6UDNQyfVzv/vO5rXTs85F881nb4nOte25aNJ36ZMNRfdVLvYfmnTvpp2wSIl9hk1m27zXCGYeKHY13/tGdrTjwIJ79p0mRLl3O/7H+Y0aO4q8uHVeO7jAV1cDIRKzQ/H4fh3MZJ3wo/ymljAscM9m0apx8MuSMMlkqxAABAAElEQVTmuMDLcDXmlNtMv7SQx2KE+7lfD8NIT+3x1t4Y50d2F23UgYW7eVQ555J+D+Kkz/rCRQ7iclP+nWPH1RKH+DQ+6S1W+aUO/dbYrRjqKfox3+BhvbLWfZA/1RHz+uIXLnD4hQd7mDbViRO/lHUs5DffH2SrX05ItcFF7uDDbFvH3IOwcKap+vxS+hyObbeZttqYJ/RPJ1zWuOBy27iEL9/44wLFP9Nz4uvLH/hOoF/ykpeciht1ThofZDgojU/18MOBwWuuPW14wB86w+CX8UnjcqAmMG/TB4b4OklUt/r4rHb+ed3Xur7hyNWbNOaXfbflsn04yDtjU/z5uFr6rdvO19NPWziMD2ve5ut52z43XoxLRmN4sDMY55q3ryW/08Y6zcvl6lg+LP/Sjz/8UB8OntldtNEWB/lCZ8erc43TD+8HGQz94eOCycWOLznc2PBLB3rBd/H96PXFoRtJL3/5y08Xrj7D5hOzdC4gRuXx2u/D8kZdeDCU5o117rLttrEAQx04fKNBGluP6120UUdu8EU7n62v9rBY4VCc8A5P/Ir5WmfFXtf1rw0M9c1huJzH/LZxCQ8ODDG1hEGftZ1+lNtMTKq3HvNsxy/j4znH9lmmHy7wfMYnjHSn/YNs1c8x2PyFUzHWrjq3cVEPD8cIcWJyGZ/V1LnNcKZDWqfxOg7vMufQLj0cH7Q/7zv9buNTnPiOk1jzq/yz7WFxUqfcNVfQCB5s+9hdfFKXNt000Q7OuV/q3GZwxEWMtU+HVeM1px+EpR1/9CdvbtIh/R6EYbt2fMCFb4zG8Sn/zuePU8X/+UO/NIZnDlQfx4zfMMNt+/mSP8a4AhO3c40fhsFvZplvHUfrL937fNOyHKGH8elYda4Df5UHceIDDYs3jXGhh8LSL943camOffDwETPcVpM7t+WPPmkidywb42us+HOOu/ZhHVc+8RsPBRaeWfPYg7RRT1/a6K9cU986s3xYrNIGpzVO9Q9nrePzgwwGXfBywxyvdR6lH19vs/xJa/Xl9RoX+MptljZxsqQxTcqdh803a5/yDrfGBLwMHt0fFKvioX9zqJvD8GCEA0M9+A+y9js/y9Rf/Ui39t+0VEdc8gevc42L+arBOVa5hg8/wlvrPSz/1C3X1DUfG1/msEvaRZ/oNpkhKpiE43hBPkK6k14CStiS4QhGdX1r0cDAZ2L5hdc6cI9imahhCCwuEu6o+RbauxN/7dd+7ernf/7nr77hG77hoRPrTX3kk/goD5s4bsJom4ELI7/afmTZiYI264HjCIa6csZAkTP5dhTDN2ZOMvnVz3yOYqgv1vg0idHnqDUWjCv+7GizakyfSf7hT19Fzkw17qkD49MTNLfdYLpNMxMijRl/JnMFDOOBT+y2yf1U4ZY/4iRmMMvBW6rfuAuXxqf5Zhon+at4ksaB1Tel4nXE+KEYDx2QJnxg0CV9duZRx5dV3ykfGhsT4k2XCY7co41xaU6fjPHicYljFX2zHS78og+M6Rgv5uKVPhONnYB72qSTSTenj9gHP/jBq/e9731X73jHO05PZvBNrF7zmtdcvfSlL736iZ/4iSf53QX3UvOoWCnNE0fHJq7mrI4RYjU9xxEjT9AYC4q54qiJd/OWOO/Mo2IEj02PVbh0rNqZR+EodO5c8qg2/JE3T1w/mSZ/zccPujC6DTuN+WV9goGLMWU8uMH9O7/zO6cLU7lIJ0+/u6H9ute97vQObusPOu9IG2278LmN/4P2hUPj6TyKA12cIzuf8DS6HJzMOXDitHOsEnM49JseY2gCQ9z4Mx3jMPBpTp/gyDl85I+xgM/UL3OO2CiT87ZyiS5iX6wn86j2/GL8mmijLQx+hTHBcT7haW7nbnzyhdPUOlbRWNwnY0HfxgONmosnGjem4NGFRhOTg/zayR0547xYrPjyyCOPTKic2sDCiTW2Th8O/KGN3LFsTB1o/mTV5ixYNMbnqGnLH9poPx2buMhjX9DRyNPGxewIp+Jt2Rg/0r66/LrEPCpG8q85fTIWcOKPsS5Ojau43nUJw1PC6ercYjrG+bTm3wSHxkr6TMd4x6qdeTSNO86I18QnOI532or1Tg6aQ42FMCa5I0b0Yelz+nDwjzh1rMJjEisY+MhD+kznCtT7FafzSHm8g3UuxexIc47yP5+JZWI0cJVpUmmn/U5iRrHJaMoFTn6FOV3SRkJMkrs+SygDRSJMDmSw8okuO9rAojHb8Wvqx6nj5U8Df4eLb8lc3Pimi85Toyu/dvTVtrG0g8OHVeMdrPjsaOyLMHnjG9vyZ6IzP1a/phj5NGm/toGjNE7XfXddpyu/dvTVF11xMU8ok5jXBla87urHWi9/dmMFM4xdPrTZ9ct8Y67Y4ZJOuKRT244u+XQJu8Q8mi/lYbl0lJ852E+C+XZX/5xMuuHl6W038tzE9eSqG2B+Uvmyl73s9DoG6+XAXXmVf+pPfdKWL/JGmVoYu+cVfErjKR9a4LOjSTpMTrpr25If/NrlBIdPOxrzB075tuZQfO+ynGrswtONM/9U0liw9Ao8Pzt10eSfSvrpqi9+rLu55meozoVu45o2Le/iw011ar9z3Gws0HjnmIdfObObh7Qr9tNxUcyPzlPnOtO4Y8wOFziOeTCK23lfd/lMmymPFT99cZmaeCtsh5O2uxrLXccp58Zxmvq1jt0dvxoPuxrXfoeLtru5I2do7EbNrq1zxNQv+tImnaecYOCwM49qr1xivnH8cOOKzuEe9U278tj61LSl765fK8Yun925Qv/uU8Sj5UQjGpeHk/ba6D99LKcmj3e1iY/5tPUpn+4D8W9H47RpHpzwWWO0w0XbXY1hmP925ps0cHMbDv/WObX9O8uL3uhGBFGT2k6ShwNr12AoOwkRh12/4rLLhy8dFHcGDB7Zjj502eGBw8olTpPlJTQ2yPhjeYk85seOvvk00WNt86WkMV1psqvxJbQJ49L6rNofXY/T0XZr/XLYUvn/Sw5eOk7wptpou3MSv8Zrh8eKY31XI+0rU23itIsjd51o4vEwLp4uULwr32tKvIrhPe95z+kmn5vfXk/ynOc85+qVr3zl1Ytf/OLTRUI877rc1XbtZ1eb2rd8mD5r3+v6EY3Xdut6HCynPMKDke1gXYrTLg4faOyi37HP+tTi8rD25iXF00heUeKmtncre2f++9///tO7SmG4wW1MGBuvetWrTv+M9eivf9Z4PYzXg/bf1a8Htaex0pPluxrrZ9evXZ9WX8Oajofd9qseX4rn/KtWk/ViPdW3PsPxeYIlb92c6bwi3MkSBpvwWPsrdyynWGGEeymc8I4s9X0pjXfjjXfarFhH/FnrhjXVN6xw+nx0qf+u72Dt8LmELvHPrymf2oe3s7zEPNqXADs8tL2UX+FYTjWOTz5dCie8o8t1Lt7xK22O9r/WP8e4lDZTnHM+K9cj6266w3L8m3J5UH8XvdHdT678wxM/U/Gtf9+EPIjATdtdkHqk3js1fSPoTv9RI5jkfOL6p6K+GVecAB81OLj4CQ7/Hr3+GacgTALhQsOTNX62SpvJBKVffnk6Bx94ExztvaJDfCSYbwWPWgnuCSHa+oa8GxJHsOB4QX/mybKJvtrLGRd2XtKfb+HedVmsabTz6hKx8bMi+vaUxl05VM9PXcTZqz7g4DM1XGjNXNxOb+LT18/RjCl+4XXUXHh7VcPuq0vc1DKuGH/4ddQ80YYHTiZZ/yhsauJk/lJwmWhjvsFHHnqqzviejAd5I4d3Xl1irqGxdxqbh43xSd7AMR6MT9rwi09H/Gq+cRNTzNyMkX8TPsXcKzG8g7abI0fizidzqH+8ItZ+pUCfo5ZffroFw/FhOo/6Z0bh+en+1Pgld/hDGzofNfrIQfr0T5omscLjrq8uUU954xvfePXE9bFf3rrY8g9kXvSiF51ex2DdU6tTu9Q8aq5QxMk8IeZHzTxBY3OGWDlfmpixufvqEvOEWMlBmvuHglMzZxmjzKutJuc4NHGsovEj1z9Nx+nIfBN3Pil0dswzPo+a4ziN5aR5dPrqEpp0/DXOzV0PMvUcQ97ylrec/pmrf6hkjsGFDm5uP/e5z716wxvecPW85z1vdJ7NJ9qYLzwFPpm38C9Wls6NJ3OX/FN2X11i3nJ+Y2zxzzn/xOCYK/jkvE0Oy8Gj5ngp95znwHGMmNzEh+E8u18qwjlq9MXn4x//+OmViWI+OXbq1zxND7oYE5Ox2THYuZvztvCO+mXOog/r+uwohvryhV/mYWNhMh/LF+PWuIKx8+qSrqu6/pjkn3nGeMBJnGBNzgcaU3Siy0Qbbc2BNJY35Y7tR8wceKlXlzinhcc6lh/hoq65ujlQvCf6wpHD5i1Yxrfr4KNmjPPHPzZ3TgFjMt+Ik5wRd3PG5NUlcs8Y/9z1P5DEyXXD9EbYOo86H3WcOepXxwbzunN+43MSq/xyPuBd1q5lJufGcOSxuVPZmUfhyMP+if1krhAjc6BrND4Z40c1lq/yV8ydb9H4Ye89vynH09h5rXmCX9Pc8ctQ8ZEzHWdu6vO2bXLHuaj5Akbz121tbtq3zqP0mWgD1zh3baY9jWEdNRh8EnP5snN/ynwDz/lEx5mjfB5U//hZ14OQrrcjaaA4IXMCPrnJA94EaVKCJRkk7NGToJLcCRAMCToxOPxy0oHPhIt+tXMQUnChDV5HjQ4GjImARrhNzISUP5OJqD75RWNLk9pEH23ou2twOlkweCf64oCLE18HaSe9kwkATuNBPk9NrBsL1if61rfcg8EsJwdWbfFxMmVynGLg0qRvPExuEOKy5s7kwAwjjfnEnx2NTfhykH8m64nJG+2NK7nDr6Pzn35xcVB0UWCMu2F01GiBg1gZUzt5w69OwqcaawcDlhPw6RiHQx9+OTibj4/OgzDEyQniznwjJrDEW5xhTSyfLJWpads86mJpciKvb7kiTjQWq8mNFTji5ILdXAzzfFzZps5f/uVfnv5zt/9k//jjjz9Z99WvfvXVs571rKtv+qZvOs1ZNO4mwtGY46Nt+ra0/YitGjtuTucuc7EcNCameYO38wEad+LsIuWoiUPHBuOSj5N5S798kjsM7sS0bx6FMeVDm8aDY97EcIHhZJ42jnlO6I8aH2gsB2/SxTmdXHjve9/75Ot6vKO+Y63zcseBZz7zmacb3V7z4Unu6djMr45VU43DwX8yJunYdQON8TCupvFKY/kz8UkbRZzEw5w1HeP5RePzue+u+YOLPHY+sHPeJufgOObh1c2eu/JY64m1Y4tj70RjWNoZV7TBZZo7jh9ixaZjARea0NgYn54b09f1R+dcOze65Z45uPnv5ODgj/HAL8fgqV+NKd1Px6W2fJE78kaZmPmGxvLGuHxk4x3d8k/+MPpMrGMMjeXQ1NZ5dGe+gUMbxyl5PTHt+GOuMLae/vSnj84HxFse09i6fJ6cV/AJBr8m10JpIFYwXLPuXH/wRQ42Ps1dE79w0U57X7RMMMSqc6XpTXf6rMeq6VjARazkjuPDdL6BQ+NwrE+PD+Zi4wmGMjF8OlbRGJdJ/qzHqsk5ZNw7VtF3qjEMPhnfE1/iYulhCWPLNYjcmV53rpitX/RGN6cFweBFeJoQ2jVhw9kxAXDCi9vU8stEsGMO9JKCb5J+atrSBc7UL+1wkZzTk4X400VSTrnAkTeXMLqk8TT/cHFgLY+nvPSPi0lkOgmItTjjNMWIP4ypJmFYljt4TfE66aXxTuz1X/spl1Xj6YSfPvIPH3GfjnF+wDF3TTHwER88fGEzebIDhv7xwQWnKR/t5A1tdudRGPIH3g4f+vDLcopDEydSOMGZWH3j4sQlvyYnrDiIV5gTPtqsx6rpuILDl12N+WSecKK5nvzwEb4cd7LvNSXvfve7T+8e9tSEixlP7nz7t3/76QluT3T/7d/+LVon/6bHPbHe1RcHfhkLxcy2o8b/NVZH21cfDo2dfE/nQJrw5RL68MnYYtP8Sxv5N8XQfzjyLE62HzH988nJvIscmBMr52kM0+eWuMF3Y+HP//zPT68o8aWPLzDE1M0lT8R5su7lL3/56Wa3C2M3CKfnFvrWL42nPtEhfWg8vXiDIf9o4Kll6xMrjxtXMGybzMfiZIzTBsbEzjWe4uBQDsOcmL7hdPNgJ+a4THVduYtT+TfVRg6LFZtqo+2q8VQb7fjTDSy4U8sn8/pUG30bS+JluR6Dj/DiV3ymY1N//MClm3tHOFRXjGksj6c3hMO6RO7Qo/mGf8pkvuFXOHhNTN/l4BRDv8VJHvtiYmrhNF9McWjDn+aKCQ4uYgXDcjpXwFHg7HyZwAcYxreyY/KmY9XUL+1Wffg4MTjiLV7TeVS/+ucTvCkXOO4HOUdSdnDW/Jvi0Hd3HtX3qjHMicGRN/jA2zFzMSzz8U7Mb+Jw0RvdN3Vwv+1egXsF7hW4V+BegXsF7hXYUcCFXxd/nUx/9KMfvfrDP/zD05Pc73znO09PAvhi+/Wvf/3Vt3zLt1y94hWvuHrk+mmtLvSdSIWxw+W+7b0CXwwF5LEbwYoLQTe1/Yza8rd/+7evPvaxj51eK+GLHk/FeAL4e77ne043t72T3ju4PTHjgk0748hFnDGze6H8xdDjvs97Be4VuFfgXoF7Be4VuFfgXoF7BW5S4KI3ut2J9/NZPwV3Ij59Mkg7T1s5IYczuTDtotjJvm/Mdr611dbP2cK8SciHbdMWDxcTfJteVPgGBVbfLk390j59p9/Q8xkXGtNnygXGzs+u0x6OfOEXjad8cKGz9vCmpj0unqSa/lSvfHEhOh0L8RcjfjFaTU2+4GM5HePGQu9+24k9fWo/5ZLGcGDsaCPO2ov9lE95Z1xN5wmxbQ7101dYE7+04YdYyb8pnzShsblnwoVP2sFwg4ZOOzj04Zc8nvilb5p4IhIneBPLh3UebdtRPByM8cb50fbq69v49A09vGkewxEjGsOZ+mRMeaddOez9sG7o+V8glt7J6ylOT277eazXMXzjN37jqY2+9Zsm5mP5t5M760/bpz5pxy9Pnu5oLHfFCp71qdHE0+98gzex5lHHhh199Y1HT5lM8w8HvuzOo7QxzuXQ9DgeF7npJ8+TWOnfzW3vnffLBE9q08gNa7/a8c9X5cEznvGMq2c/+9mncefp8Uev3zHtye3eS5qe/BIzy2ke84smNLY+NW1pzFoexeKXsUTj6bty9UkLOHIQ5lQb7WDQmH9TnPyi8TRW+ta293Nbn1j5Iq9gTfnou7l4ygUGv+RL+YffxORwT6RN8xgXbemC02SM404PcwSs6VycBs5L8MJlqo32xoN4wWn+qI+7LrXFh0210ZYfcZni0LZXT0z9wYWJdRgt/3vP3f/S11OM5nMYNJ8Yv/DZOVbRF44xZVxMuWgnTvyynOLg45yCRtMcpiVdO1ZN5xw+yDnaWE7jDYcvcrBjxCTe2uACrzLB0dZcY+4S+6nO9Egf8YJ71LTBoXl0Giv98gMOTlOf4Dif4JtYTXyCoV3HKj5N+dB1dx7FhT9pTJ+J8YFPlmK2Y36Ba/7j207Mb+Kwx+wMETkknQQJxtTxBovJzcQ0NcEskFMuMLSV4FOM+JtIaLQzQTqAMVxgTROiWOEyTfL8chAr3vSa2O4JXX12kOfTdCLBRQ7C2sk/GA3aaZz4wBc4u3HiV/kzjROd8TAeLPk4MdriIG92Yk+f2k/jvWo8xUgD+UIT8Z5qox0ccxc+01iVN754NJdOcLTB5xInvc2ju3ks91yUwpv4JFba4cGvHRx57KlJnOTyjl3iWIVDY3yHS+NzZ4zT2DjoomAaK2Ohm7B+Aut1DH/8x398usltnb/4fv/3f//VS17yktM/1nv07B/IpYlxIJ/FfGpiHd7UJ32LFT40nvKhL9/5tDOu4PjCBsYUp3mUPvjsGJ/6+eJ0TqbpJebRNM6/iV9x8YWNcT7V2E9E/XOlD33oQ6dXk/hnQm50e+0Mzf2DSV/2vO51rzvNS2Jq7NykIb8aC9M81j6NrU9x6FMew5sYDP3TuHE14aON+DivoNHEYJgjYOCl3BSDu2DT1Vwhb6Z89KMtXeiLz8T4AMdFqXjt8HFOu5t/fMCj84Gpxuuxe8cnuqbxFEfuibU4TTGKrblYLuI1GQvh4MQvfKYaN6Zg7vilf7nDp2kea9f51tSftFnHk3yeGD3ksTljhw+/4MBYc/oIJ23TZzoX6w+OOFm6gSX/JjmoDZwdDHz41NiyPrUwLPk2sbQoB/s8wXL/hU20Xfsr/2gz9Us7ubx7rMJhdx5NU/rsnJvQyBcSfDOmptrA6Ti+ozGMvpTdmUdpQmNxl8sTg6E9f6ZzX/36MoFfuOxihdnyy64n1tlLdEK4X/6vKuAi59Of/vTp59pveMMbTj9JvXRS/K86dN/ZvQL3CtwrcK/AvQIPUMAFjvfs/fqv//rVBz7wgat3vOMdp89Orp73vOddvfa1r7166UtfenpNCYjdE/4H0LjffK/A/7oCXrXjn7v7h5K+3PnkJz95usntyW4XBS7ivHveP5f0uh43ed3YZvfj4H89XPcd3itwr8C9AvcK3Ctwr8C9AvcKfIkoMP9a6wYHnHh7CscL1/vmY3Ky7d674gLXtycuaKfmQgGGm8ETLvrFhV992zDlwh9YcZnw8YSIbz78QyHftuI1udFdrHBQJhjpcAmN5Uy28y0VjfkmZ/It3Lsu/XMHfPjVt4p3bbvWu4TGjQVx5s/OWCj/cEyfle9d1xsLO3nsxhV9FU+d9FT2XTlUr3nC56k+q8ZwdvKPNuFNNda+3MGFXxOjrTz2FCx95fLE8IEl3jv5B6ccnH6DjH9zxVTfNBArfGg8/ZZee3xw6TgT/tEljcOYxpxP2c6czq/deRQPGOkz4fOZz3zm6nOf+9yVd3G/5z3vuXriiSdOGjn+feVXfuXVd3/3d1+98IUvPL2u4C6a0bh54i7103Jdln+27c4V4lUeT/jQVzG26LuTx15/gQufPEF11HBQysEdbZoncEifCR9c6IPLRF99rho3Po9ywYNP3p1N256CuQlHfvkHXl5N8olPfOLKGPjIRz5y9fjjj59e0cMXv9LxWh6v6PGqEq/rcIPbHH9XP4sTn+7a5pyveNMH1peCxrh4Xzl9nVdMc7CYW+4cq5pH4zHRedW448x5HO7ymS/4mCfwmMwVjXG/LNCeXxMcfJtHceHX1C6hcfMEDjvzKH34taOx9p0f08Uvoqa2ahynCVb6hDHJ4zD0v6uxmOOgwDpquPjfBPSBYS6dGi7izqbHqnW++WLPo43x5oqJvrSA41raXAHLL/2nJk7wduZi7eks9peYR4v1ZCykwzqPtu3o0j/xi0O/4DiKob4Y0Wf3WEVnWJfQuPlmeozhV+f8+WXbUfNgAY3xKO5HMdSXe+UfvOJ2BEt7cWK786hxxafKER7qijU+lnyhzdScG5d/8ngH65zDnNU50vVnDksqBxABQHQySSaeSUByTh2GI0FNjoIw4cJN4vOLfzsTraSC4UsAXCZJLgEcMPxEtRvdN4TioZvwoC8elYc2ekCFcPLrAdVu3UybbGdCMsEqxXuisRuDigOIC8jpz7fkX9pMNV7HAozpWKBtJwvWd3DkDixjwQSJ11FzAkRfP7l2gb5zo7vcEeupX3y6xAGxkwV4U23MN3zChz+THBYP7eXxZz/72dNPjd1gOYol/xQXXsaBWB/FwAVGftFmdx6F1cF5ygcPfuXTBEe8He/kr1hNxgJ9mGOVuQ+PKQ6faM2mGNpeYh4t5jSmj3gd1fif/umfTk+wvvnNbz7d6KORm3nPf/7zT0+y/tiP/dgJ+675ZEyUNxM+tGm+sb4zPmncnIPLJF7ircDq4QK8jhoe5gnnF24STm9045JPO8dxGq95fDRv+G+OSOMdLuHAkmfTOMldv8jzBQ2MBx2rnDN4HcmHP/zhq9///d8/vZPbTW66aue1Ec961rNO7+H+kR/5kdPx009rjxq/0ng6FtJmPc85ykP9cGg8nUdhyBsa00isJuOTJvIYluVd55ab/IbBJ3Gj8cTiI3+aRyc49BGncnjCBxc4jnnGFL+Mzcn4xAUHJZyJX43xMCZcYIg1036ijbaX0FjO+NLR+bG5eOdGtzmD0UaZWvO6c0DaTDSGQedsqrEcPM+dMO+6xIPG3avYvdEt7qxcviuP6tFGEfvJnBUOHnxTGp/tu+uSvor5ZueaHhc5/B//8R8nLHPyJG9wkcf04dMEg+9wYOzOo2EYm805d9V2rZfGfJrGHIZraJoozt+mJmfkH592xuaqzw7O7rGKDvSBQ5upxnBcw4SxE3Ma41OcYB41+sLJdjVunpjg0BcXnNInXkeXfrkIizbmHfG6lP2f/3ttlwIzqXlnoJ8XOzhLiPOJyeSnEKhS/wXdwcfk6OktAvaUSvvvgqGdyfFv/uZvTuLhQjwGp75XLtaz6tjm6Rr/+MqTNX0raf9aZ8VbMazbhw9/PKWjnSCeDzx1wrGsrfoZbXzz8alPferJf/K13ojVLn3yTdsVw3aTIz4mff2e3wQLIz4+Z2FpJzH9YyQ4Yu0k2n4lH+LRsv3w4ut1LGKueGKd1U914nQTF3XwESc5SFsD9zz/zjWO49qXJwj9czOxcgJk4K2TwMojn+Cc13GT0T+OMknKxfL45Nz1n3C0VW7yS1snZC7erHv31bl+2vJrxVvr6E8dGsMSezj4rn7ny4qjbXWs64c2borkb+Nq9aN1S7Zi2OZC3sT2+c9//qRLfE6Vr//EoWV4q1+20VUeyxt6i1d91eY85vHWlzoOPHySO8Z6GA/D0b46YdEFFv/8rPxB+ZfW2rFw8MFBe7mDS3FSJ59q32fLc7/gmCvgiJFxFZY+wyh3YOhj5eLER96ZR7Xt5C7O9X+ucRhxtt/xQR6LeSe91QsnTpZZdWzDx9wnd1z0d1JWP9qEAbN1+8OxXd7Qxj9wM/eJE6xMu7Vow1YMXMw13pfL1DmfR21T0hhmFpZ95lEay8WHzaNhnuPApm1f0p2/u087dWp/E5e4ipPjnZgrD8rjFfMmjeWgfxjpGHV+8lLOxIk/MLRxk+83fuM3rn75l3/59MqGf/zHf7x6ylOecvWyl73s6ud+7ueu3OB71ateddIbvzDy7SZtxMs7veUhLvmkz9qtcbLt3Ce4xpN51JzTu/vUY6se67p91bEu3o4zbuR3Qtex037GpwostmLY5ulVRdz5Y3yudVaN0+gcx3bnFW6m4uWz85wVJ1/C8Jnumc9y15gyJmhMGxjhqKPcpjE8dczpsGjsuLmeK9kfD8vWtdWX/UweOYbLnea+OKsTTu1rF18YtuHQsco+5wNrnTi0DFud6vXFrl8mGAvmLiXjq3+y+qd/+qdXv/iLv3j1pje96cqXO/K1L4O9g/4HfuAHrn78x3/8lPue5vZPJ9eY13dx77N+4tI2PomTup0vqWM/uwnD9hVHe/nn3MIxPBz12Lkm9V0c1LENjlgp+jV3rf2os8bJZ/urA8c5qGPVY489dhoL8obG1anvc7/ab6mO/cXbuFrP+eN7zsV2FhYc843c6wskPjvG1I/6K07r9q84xqb5xnGPP+YJWNWpnWXrKxfrfAoDN/XO82Ztn1ZrnOynsVi9973vPeUljc/5hL8uz32yz7EXlrFx03ltvoTDD+v5bb1jsPmi8+sHzRXhhLHiiLPcM9bNo8Zo+9Ov9vGy/byOY69xTG/11vxT37baw1OysGDIGeeAcDwIYl/7a1cf8LLzOnLG/GFcmLfKP/XzJ7x42ReOdccE44HGXWuKOVvbrr7Zt2KoZ55wzMNHXp1rw584rVxWLNsdZ/hlXPDLvYb6ql3L+K15bJt2jlM4WfcP22GEU7tVY9tWLtZtc90AR+7QuPOK6p9zWfsJg74wcOreycoZRiVulmsdnx3z5E3zaGNCP6y2ae3zysdnY7zzAfvEqX58zp+WYZ7jyBt5jAvfHv2f/5sSVu1Wjf+b5X/njv36cK7uH44bo/4fDqsvddjqT9tsV4/ZZlw5zsodcWreOlW4/pM/LbVR4que+YYvXiHWHFG87a/NimE9vtXBF5bzAfksTvWjbjjnfp3jqOccUswU+pzXWbmon6394OKcHxYu7LZ59BxHfdvM5ca3X6I5x6bRel21+hMvbXHJ1JHHMKwr61yhH6X2rYeRX9rxy3ktvOaJ6tVuxbNv3V+d973vfadxJYec167a4I3LWrRjYVmXx+Y/50pdJ644K498O8dQx1zRsYq2qzbq83vFuomLOuY9x2C8fD4/r9Uun8IrR/Vjm5wzxnGijfsVLL9rvy5PFZY69eO4KU7ailXHmOrvLC93y/yaRYSJZtLnHBE7AUaUIwa2fZmBxSmF+ARzUmbQ2AarC8qwTaKJL9iCZFBJHPs6gdKXdQHq4tbEhJd9JvQMngTUJyx1FJMjToIqoPpykqgejvblDwz79CUBfYbBnzCsN/jVKQlMoCy/4qEO45dJBA5/+MUXfalrG/0UvjF6KCWgbfSEg7u+9ccnBS+f7ce7/ZIPD7roD5d8p4v9uKSzeiYZGHhm8F3EwNAGV+35lOFHQ4XxxX54uDH+KrBsw8cNRn3BpHG6qtO6OupXaMMvfdmmvZzASRv90iL91MFPfwrjMxw5WlzluUIjOatuGuMNBzauaQxLHdrQTzu+Fytt5AguHVzh0xgOKw5w0o8v9utPX+rQh98d1GiLL57qMH0oJh191z8+NLKPweG3tsWqfvTF32562I4H3jilA7/WC0p9wMOLpbG5pH6LFTw4YiA2+NAQPt8VPBRGP3wV+/hCD5xsM8bljBhUh1/2h4GPfjpgiQEcGsL0GaYY4sz407b0gdGY4qtivoGjT7roozlSO37hAi+/8OGXpW20SR994yT33WDmkzr46s8+Rj990Q4OH/BQr3V13DQqN7Q91wYW/cRdPfvrPyx+8UmOwsRDHziLJUsXudxYEN9854/tNFSsp/EJ4PoPLP7oR1Gn2Mgx6zDVKy/KUbzhMRwVdWxT9B8G3jTlL98t6Sw34eiHqYNP4xwOTRQaqZ+29FNWbU4g//OnWK11+II/f6znt8/yBk/7mW3nGutLjuKhvnWcFZy1Vc7nURzKZdhw9C9/+G5JD/8cj8GAHV7jTJ9ujDsBe//7338ai3i6EPUUtydZ/crGnIS7ePKJxuoxy2JAaxrnu2Wx4xMM5aY4icM6j2qrqIs3E38aq6dfPGyzXsGBPvLdNm3lP03g0QEnttZpuzbGI4zmUX5rr/Bf7qRxXxTDg6GuwujML3OSdaY9zniJFU620UWf+uezcQenfDAWjAncymH9WdcHH8WJ/9po33xx6vj6D/z0s41+6uk/TXDTr3xn1uWW/cVBf7jQR+4p+ocDU75qLy/4ra1++Aojn2DQz2d+a5/O6lrHubkWH3Xopk9GDzjNgbZpS0Pb1WtdW8XNWReaLsJdRNuGp3x3XHRD2/vozd9yJB8cK/glVjjzVREDZhs+9uPjM9/h0xUXMbG98WubYr/tWXNJY4rP4k0TfeICW8zxo18aw4NVWb94wGXVmEb6jq+26liyxkP6qo8LTeHwFx/caGO/smqz+kVPMVXg0KM81qZzfmNcu8YHHvGxr1yWn7jSQxzUt25784l1xfYMHozi4HN+8L91+UpjPvG1cYU7MxbgpB8c/RgzfGs8iWd5YzscGMUItnxjtmmnDp3VW/2CpT998Z1+ePosF2isDpxyov74JW64qJPf+rNesZ9vsNLPGMcH/8a4fmloKR/5bZ3BgiEv5LHt+tE/HFYO0TjjT33aRnvtcaET3I53uMDQtzp80qfP5YP6zLL8U5d29KCt+nTWd7muDQx1lCzt9MVwUI/G+oDDT7rw3bbiZL2CA676o40i/7XFiY/qwhFLHItnGtMGhrmYnWusnf10M4/6zPQBT2H2y2P6qK9fuuZXWhkbeCu4pA3cSscqn9UR6zTWlzzic+PBPhoqGQ70pR/TDxz9V48PeJajfEkzbfRPO4VOfBAbdfCCUx53jKZfOS4H8+l8fMLQP43gwDfuxcEYZLjqT4Fju37Uhcdv7fXHP+v8Nl+ro6ijvSUMZglHvGDqnz9ixUea5Bf91IdRPfsZ/cXRPEk7HOQ/LPXdxKdt+a4OfL6z+ISBD83COZ9H5QW++k//tIGldF2qDj1pHJ6+1SlvfKYdDKaN/WmTfrRrHKtvjNGY1gp8GPZpzyzzHWd9qQfHPoV/uCj8pq9t6Wsp9+himX40Vk99PuqnuurgUm7HB4ZY4su0FQec61cdfsFSjLPWLekhVvqDizOMctjSNvmgHr9xKVb6hcPM1+mnDg7h8IHGxgJOct0+9eKj/zVOdA1HvPSt3ZrHtuGnrv6ss3jgZPzaftP5qL7FQR0ccbJMG1w7DsFIGxqrQxMa8stnJn7q+qzgKB9oqK5t+ineluqLgf5wx4HGCm604btYwvMZByUdYZc7eDHtaSdXs/KT30wO46COPvDUxyXtoje6kayYkJA3EDhGBIL5JqKTBp/V78KVyNoQSz1JljkIMds8aSaxBAyGwPgnPAVBHUklsa03iAmoqC8pbYfFSgpPjXXAEyB8fGMrCPp64vpbbRfrvjnD1+D3LWzJCcfJoQEjkD7D8U0ZzhJK3xIF3jrZePojHurhwScHV58lDV1wkkj48w+G/mhsnzp4MW0VA0Gf8H0DI0HxgYmPxOKPeOAlfsVJG23zW9/6FSffUDUpw4OTfnANAr7DgK2PR6+/2bWEaT+c+OLsm9v81g5HMbDEzTZ9GJiWPuOjH1pbh4EXDurQTwzVKVa2yQd+4WO7djjBwQ839dIPPz7bXx35RBP98JEVgzS2hCdP9cWPcjQ+/PD0honNmMFXnOQxP/hlm3iKdfrRTh2fFT75eTQMn8NQT7+2yXsH+fWkjcZ84i8u9sHCx2fb6UfXYg6L3/rCrzGFJy3kgzjJT59h8BsX8dReG/6t30bTz/50468+8p3GcLSFhZ++xK94GgsOSoq+9aU0JtQXawcP7WDY/8T1GH/kkUdObdSFow5OYeDjPanGHhxcYeiL77B8Lv/wtZ3Gtok5TrjK9caUWImNusr6hIc+beNz2PmlvXjJLdtoI3fV1Y6OYiePa2Mf39Rj9DUX80cbPpkHGgN8o7U+mkfxhUMbuJkxLu7GhjrarfMkLsZCfdFEHdoXB1wVffEbV+3wkkfhyU9xkH/2eeI2k+8wzMn8C0fbcp2W2tGPjrCNJzFXh8GXC8YMDPVxwUkfNFDX9qc97WknLL7Rjl8KoxG+xnkxpyv98FdPrHAtnmnjRthqjlWwxEPf2okX/RjtjSm8cWwu5p/P6tlv/NJYTuIvBuWoca6uoo62/FfHOgz7xJpPuNgGx3GGPnD5yL8uGrQxFuyDox0N5L4nWcVHHOlunL3gBS84vY/7qU996ummN5/0A1M7+seT78Yvv2iMr1g29vhGL2O5uev/Ye/Oeq7pqnKP32Z/AA/U2MPzAoa+FekEAcEOjU2iBxpjjBKbj2Bi4o7xxDOPPNATQwAh8cAEFaRVBKRXQDA0hjfGaGw+xH5+S/5vpsunuWvM2lt28o6k7qpVNec1r3GNMUdVrVVr3WucmuP8laNiwcSGvtbGtsgdOaFtfl9rI//oY9GGz3IHD/rCwIcvYs4P2zTQxmvzEdfqKAz9yjtt5Czd8cnEoHptbDobo7pln37853fjqR9d48A2jvMeLbWTxzBoAzP9YImn3OejHLR4LQbaWcNguKiBsOzDn1805iNrbmiLL22KpTb20V9O0JoPcn3NL9t0wdcCA9fykj84huF1muabcSzwzTt8LXJCjbN4HY5c5TvDBw4/aWibr6755Pkb3vCGi5/iBUOszacf+qEfunnGM55x+Uer9fV0m7luPFhPfOITLzEwrv3FKn5yRyzppw3+NOa7/ny18I02jsP25FEYfIBh/oq3fuY2vtp7bdv4eFZHcaGP/cZOn84Nxu16AB+a42E/HGtzw1ygF3Ocrne+MsfhOkZTY/FBzuMj5mJKAz7JK/vhZs555hW/8BQr+hjHYj6rQY4bS/7is9Y/dULMjCUnjSX/cfe6XOSfNvSi2/W5CkZjwacxLnjJWXMQP1zkPKNxOUpfca7eOG5MdRUnY8KhlxiJKW2MA9u6GNnv2iStzMM0hAmDX/pU4+w3Bs2am8XKeLCqo3xicTanaAPDODBWjcUyv+ynbXWUT2KijXHljjWO2tCbwaabD07FstjQVM6Ue7bx8ZrRzxi1wTO+/IMrTnKj+UAXY5gztNRfzbFoD9va/BV3+ujLL7wd85rG1RJaGUPMrZl99DcOXnCNLc+tvdYGB5yro8Vp1dg8oDE+9tNNHPJdDjA6840e/DGHtTUODjQ2lterNuJqn7bir0351X0VXjjTFRe64A6nmk0fpi9/8NGOLvLLfMDP8dp4bWzHtcPFOHKAj92Xaicf1CM4TD8+mS/NO3ESG1gw4kwrvMs/c9wxC2zzmz8W+okjXWmiDcxySy2zn9/GoU0+qQHr/JR/fMKdVsbXlz768EGc5IQ2XsN3vconrx1TQ43FDxrYp5244kw/C05x0ReOvEm/8hQP7cxD887c1IZ++PAdX8YfOYgPbfBsjmsjTvST7/jQQx5dn6scd/6UQzTgjzlsTHyqqbSRN0wb/hoTv3wTc2Z8sZF7tJGv+vPd/YU+jhmHZkw84XRPQD/H5BX9cDMeX6vpOMOxX02Db4HjXCXX+c4XWNoxbegpd8QLR3GiH+64WNOPxuKgTbUWB3z4yB/ta2Mc1yr6G4fJcfcg1tpqI5bWcMXffjFtbPGD0QI/LvzTL/3w4Q9+/OU3v2gjfs1N2Bb/t0fe0E9eOA7LNs50ECN8tcEVR1z0v46TfKAfHLwc11ZM5JdY4EMzsdQOZ4aHRSyah8Z3PB8dgwdDreWXezxxxYc2uNKHwREbetTGfniwGDwY9tkOH195zn/7zHF8aaOtHJLLxqKNfY7Lcdz4nnb4lmvpg6/j+HU9ig99aWOOasNwMaf4Zx+/9TOOODuGw5l26hvdBETWYjIpegKVMMSyX8JyMMcJbJIzfeBo26T1pp0CQVztTC5BZzC0JVoY1k76cD0OLwkE0AKHaS8wkjEe1k2U2mhvPAVQcilY+uYTbEFZMRyLC87au1AxQSSWQJv8+LF8e8pTnvIYDg1gSE7+hUM/7fFx0oBDM/u0s62fm8ew+ak/s3ZR3gSXWHjQix+Ow7mOk/38sjBjGFt/GvPRa0snDsfw8jp9YNM4PmLieBe9sJ2gGkc77RUVMQ/H+E0GbWDQ2MQ0aU2W8g9mGmhDWwbL/njiJtcULmYS84eW8bWffnK8HNQPTnHUhn400YYvtvllLKaPk0knifxynG+Mf8VGvB0Tc+v40A+2nGL242FfbSrsCkq+d8FRGxxpzK/aGB9WuHyknwLoJGBM45c3YtAFJ39gx4e/tmHwW8GnjTyEQ3dtMlrhUizS2BhxhsPP+OK6vsEv/tqLYX2s6YcHa+7AEG/7FWq6l1/a0Iev1zhxxsPY/DbHLV7Tvj7iCjuN9YWLI7O2T2zkMJ3v3L2Zl//wHcOpCx04YeMNXxv7aNMxdcd8eOTum8/Fynhw8HOMwTAWHeEYUx5r4ylD7WiZZvo4hve1Nqt+beOjpou9PDJWuU6HfIDL4HYcb+Pq54JBXsgR44on0xaGf87WfLKGYzG+NnDu3NVV7jnBipN9jqWfeigvm+M0gd042jkXuJCSN7TEpfNO8ya9qsdxWDnTlRaeYqancZ1X8r18pVF+wRGf6zbG0cbSXMAZX/zoF4b1qjHOePBLHXVBxS988GI0MPY1jvjgaRyGmzopj10g8xGWvgyOC1N133n193//9y/++6d7LsL0f+pTn3rzcz/3c5f6a3wYccE1LeUBnfMbfjlnGzf9aOWJWa/ND334z+4VJ2PgEWcx0V7upeFa07Wj37U2xjUm0wauNl1s4oJvc4iG+lQr6gfDsTDEVzs3Fmp7ORtf/Vy7VG9wprvxVz76wXHhz19ccJJvzJhiJ775bYw13vTzGq5zg3V1tJwQA/oYj+WHfnF2nF9qRLVfDcKpPrhen6v4ZGHwbGsj//DBBba+xhJHPGiu9ttnoU98rbWxjz805idt7IuzOWd/fPVzfPVLHxjmuK8r4/ShD33och3n3G4e4OJbC97clh+2xU9MLGqR84p5oOaIhXa0ibNt4zRf84u/tRFXGuPY9Yn4GmPVTx3NR2sY+to2hprZHFfXcTUujY2lXbi0aXzr2hiPNsVFLYCLnxjCoKP4VYv5DYOv+jHcxQAveRw3MS8vcOODfnCZtTb6sdrjof7JQ/UQB220r5bg0bJiGM8YYuP8Im/oJL7aMbzpf32usp/G5VdamONu7sPhrzZ0oDHcrlPxTDtjaWMuyDlvfqpj+PEjn4xjW5zSRj9LptbxhR9yFge4XpcX2tvmO20YPOM5Ztv42sAypsU8ExumXfqFYe24tozvYmIcuvANFzroy2jgtTZdI8Jpv7Wx5K2cEW8mH3FkaaENDEsYuKQzHLGRY65P6GlsfqWN2FZzYLTgm1/a8ou28p3P/LIvLsUbVhzLm14bHzdvWDA43ZPU5jpO+MDRj5WD8t+1qDkuB2Dzl8HIp+qofumijbbN57DlHj8cyy/68TmNHaML7tp4Lcfp5ZoC1zTVhsF0XI3UpyUMbcQWlus/McdXjuhnPyun4TA4uK84YiQvHFMnGH7VXtzlgOsc2jJtaYY3g0cLujoH4CPeuGijPRwa4319zR9fWDR2XtCveSrm+sNhcIwnL+zjO47FS2yZfd4w47/5UBvH8OA7HBgtOBuLwbGtbskddeWRu/cfcOIMAx9t04ceaUMn2Pq5h8FZLsJwjFnjro4y7Rmc5gweuMor+prr1VFjxad5ZZz25VtrsVFrXPeLGZ9h46APbnKiawF+6SsnVm2My28/z2ENa20DR5t84BMc+8NxzLj6G9txsUob7cTKGo8WuocRj675XS/hjwvfWG16f8o4DAY+cgh2fujXh8zOyUwfHNfzgj74w4GhjbGMj4eYwzQGjR3Txmu5HjYcpi08RhvH9fFBkzHgmtf24QJDfqcL7DUGay3BB7axr68l4a3z0/jGi4s1bL5709eCC6w1dl7fuXPnMsfTpr4wbeunPz4Mfzzh68OvMBy3j7Y44qSdNl1T00a8ms/aMWvYOMFg+tpvzeRa+em6FD/zA1ZtxM1rdT0cc9PCtEtT88p1l/O54/DOsvOQ7jIiKMc5J4CSxmvCZiYhwXPafuLpyzinj4Ku4AhCYjoOy2v9wyAWTMdsWxPKOh64wG4c69qEAx/O2sZrfRUu2/isbWyvyQBD/zB6rQ0ufLVOB8dx1n7Fwcm+gl0bvlscg2FbG74yfLQ1DkuTy4uv/NGHP3jYlohpUbv4rdqs+sEt6RUPOHSCk++tV79wyydj4ctwyfKp19rb50SVwc5n+2wbBwdjWOeX4/ZpY18+WduXZrbxb7HfNi0yOF7rGx/7WmqnjcldrL2GZYzMa37Ex/57aVz+weBjumqPI8xV0+vX2hsLlzjTsxyBo419uMQHTnz5x+hnXpqfeOFUG+sVU3v9Ot5rXCz64p9fHbe2D1ft2n+N5Riu5U5+pkVxtc5gaBcnbeHAgGU/jdNVP23qt+I0jn2NTRMaWNb80wbGqrHXMPRlxjYuDCZ/1BtaNJY+sK3pY92if9vpazx9veaX4xkcx6xZ41szx/T3mj54WW6jzXUbePrKHTcFuBi3sWiAG38z+9LGMXz0g7Pmn7EYLO20KYfth6GvYxbttYHBL2OKVVy0oZd2zRfH1uNxUfuc76zxgpMvxr7WeOVjG6axrONyrTE8OHjlV36kj/74lsfarXljrDiHYZ/+YcC0ncZxkgPliDb2X2vc+I4zY9HCWLRJ48vBr/xxY+dmyk2D3yd3Yetm2kWjCzo/1eB3iI3lQqr5xE/jxIWf9uWX9ZpbuMWfPtrSmO54Msdt184+/TrutW1apLF9jW2baXOtDU1hsTinsTle3uCTftqnH3/qdwG5+8dx7eE41rj4rYaf/mkTTny0hZMftlvKC23S8344jpsrfLGOz4pBd+NaZ15rm2lvfDi0YXy67mPf6hecfGpMcWLmufyDq00aeG3s1SfHmLX92tB49eleGhtD2/o2BgzH5LU897M8brTd/LvJcEwbP03i5tvNpN+hdxP2yN0bfHMnf2DTmTb6WHC7l35rH1zW17bFO41tW8KhEb3XWhxGONdt1mv14qAPvta0sU6f4uC1Y3K9ubnGynG8ruMNC0drC17htJ028Wl/r2GHk1/WOOOiXecqY9XPNmz6M2v7woCJszY0tm19rbG+K47XMK7joA3z5lV1VJv44Gs7rW1b8GD40a9rfr55Xfs00LYctl3/1vjbht09Hiyx43/Gh9WvFV8bbe0r3l4bN7+1sb1i2AfX2Ky1NrQ1j9I4v9Y2NChe9sPPF1rQdW3P19Wu809bC4xMHzz4lS78Ki+0z8+4WONbG+v0aG3sjhvLflj6ZY5f66cfHsy4Xl/3eZDG6aON3GmOw8ru5ZN9lgyOPjTueso2Ptf6OZ42jb9iNTa/+GKxL328TsOww4lPuupnfpdr9me29Vv34bFqbBw+yLt4dY0Cp/arxjBh5BMMnGHYtj9taqMPfP3SBr7961obY8lBba9xtDWWY9b6W4zbNn+LC43xgrNy1ibfVg5pZhzbYlnOOZfjZtzMuDhbZ7Z7bYy0wUX+4ZMP+miLA45ZPnUsHG0c82ba/bSp7erXui2+ax31Gh/9mDH5zK9ipX+aaWObadt9A7/st4/RW7/Gtu8ap7bFC4dVT69hrvmH0zpOGPSoVuACM57haLP6ZH/940YPBsu41dH8WLloB8PScdvGvq6jaaydMeHiFx9YXuvPtKEFw4Weq8ZwrjHsWzGMCcc+5zvb+OdXY+lnLGPEx7H1eH3dx6g5OBnfGCy/6AfDsmJo4zVtxCHTPj9h6GdfdVa7sK0zY2uLR3Mhf7UxVpprx/TPJ68dNxYM2/zHzzoLY+VDi7VN/egs7pbGDGd3/TV3Af/Ti12ku/0VIjev3pn3CRUnOXXUOKowwhJEiTUxrvn0g/jXAbgtHgx8cFHgfMoxNZ9u8ktyCO5EGzzcJLlhetaznnX51AreUTPZYJWgEn9qNC5OE59o3CdUOCj+U/OJrTyUM1ONPYXj036LT4q98TIx+SLmJnCT+ShOc8FNDgzFemo0brrDWYvWEUzFujeexHsS8756JJfv3LlzeYr5CIfa0kfMGX8m+ijCYkVjxdyn4FNzEWWOdzEkZkdN/+anT6Un+hpT/nrCw9f6PCXeUw9H+dDH06e03anFcMRqt47yC5Y6IebrCfyIbzR2rqKxOTqxnljBRQ10npladbTzw1Ecc9u8bI5PzguNya9ubKd1FJZYe/rPnFrPMXLcb3C/613vunn/+99/ebrVOOLwUz/1U5c3+370R3/08rSCeHsSlsYuqjxRMTVczKfq3yR3zKkMnwmG/upNN104TWqFHKaxWIn3qnEcb7M2Lz1NTxcXvp7wOWrVUT7RZOc8Lv/gMXwmNdC5wXxwneO6bXq+oy2NaU3fI/OKD8Z/+9vffvPxj3/85k1vetNjT+C79lKXfajzMz/zM5dvMDz3uc+9+Hu/nDK38Wme75yrwjDn6Hu/MR+UBzSmi/zxZNEkh+GXw3yjy+Q8g4f+H/jABy66uq6QO0f9SuPmVk+OPUiH+x1TK/gmTvJvkoM0huH6rfPM/cZ70H7amFedXybnPPls8aGNudD1yVGN8XTtV93DaYIBR+6pOT3ZNtFYLaYxcw6XgxNzXhNz2tB3giNG9HXeLI7pPQAAQABJREFUk7/u86YGg67mJb8m2hibvjRyvhOzCQ4MOchcK03PVfKPX3yyHKnHl8Hv/sHFk/fmFIwXvOAFHTq8ln/mKOu+8ygIXSxqcm+qHcXQvjqqdnVPfhSHvvxxbcyfSS02prkgj13XOge+8pWvPErlsfa44LTz/gu/aCzm6vFkbiIkRmHInclcyDH3VeI0vVZyrupnW/BwzpvWUXWn/IM18UuMqoFqxXSOy2N1VM2a1tE09pCBmmVeTa2fO5MzYgVvYuaBxblqqvFaR+krfyYmVuqo/vyazAcYcka85N00j/H/5Cc/ecFxDyKPJ3X9fjqc+ka3Scdxi+Tk+GTSwbEoTNNkyGEBCGPCBU5crBW2qdEFBj5TbWiikLjo6IIV3lHDA594TDAa8wyNccmmRUT/MzR2MoRD5y5Y43ZkfYbGMCziLla72sR/BwcXnMqZybySM/S1VGjjdmSdNvWZ+sWnMzROG7xwmWijr0UOqjcTDHqUwy56ncSmFx2wxIs/xdy+o1asrHfqqJxhU33jLVZnaZw2O/qcUUf5lO1woYs4wZB/0xyEIV7FykXRRz7ykZvPfvazN3/4h394+ZqaC1Ff+fU73C996UsvP93gotQiT3BxcQfDMr2wowsufMmvtDqyxifDZ2piZYnLRGP9aVyspjHnk2sK/sCY1op84suONqvG6XNU53SBNXlTr/HCKVYP01iO0fIzn/nM5Sv273nPe24+97nPXXLdmyIeAvG1Tz9R4gluHyrY56bONd3DdFtjvlNH4TCxmuSevmlD451zVTi31djY15Yubtid79SJh2l5jdHrsPDa0ZguMPD4atAYn+bTDh/XyHB2Yl4txuNhc6q43GvNJ/Ha4VK84afPvcZ62D6x3tVY/+5BcNm54T9LY/pYmk+T3Fk13ol5GsOY4uDiupjWMKZv5soHGNk0d/iUPmfUCli4WI4aLkzu4DLB0B+OPIZDI298Tg0G26nF+Fhw2a0Vuxjp0DV/86r9R9auqZk83rk25pO82dFm1Xg3d/BpPvFtamfkjjzGwbIzP+m7mzvViWK+Mz9x4VM6H9W4eOOUNkcxau8DAHj0lcdTv8Jb1/N3bVeUq+2c5/jU9N3p37jTANZ/Xe/yqX/rFfu22/oqRE7MOxPOeLBabjv+vdqdofGOJiuncFqvx267TV/aujnenWxn6BvGjk983+2ffnDM8R2jL213NU6bHS76noUT1i4f/Xdzb9V3B0usz8qdM/Q5i8tZMd+dC+WKGJ3lW5jTdTxaT3H0M9ddbHqz2pPZH/3oRy+/U+x/O3Que/GLX3x5o9vab9mtb0zq703AM+J1hj9nYKTnrk8rl3U7/Nuu5V4a37bPvdrlzw4XuGv/dfteYz5sH9/OqGEP4uFCX4578szTXp5k8wS3nyf52Mc+dtnnuDe1fbPmzt0nVvxESU90r/n+MH/wOMOfh41z5PjO+WUd50Ear+3uta2vxbUxPjucdnis3M7CgbnjT5x2+XSus2477KPrXS6NBydtdubFmXziNlnzxQc1O7407lk+wdvFWvuv23G97Vrfltv2uW6nfxpfHzv6eseXdayzcGCegdWcWjke2cbBec31266d4U8czvArjN05eoZfXTvsYumfX2k1WYdzBp/J+Nd9dnmEt3u+CyeNp7mz+rNuh39krf8uhvHOwOlDmjOwrjU49Y1uF/LelfeVNE9oIe5G9qj1qYdPXE3iydNFksiCDwzLhAsMn3r0Cfvkq5D53yfITrC4TBKMNrh4Msgj/vyanEjECh99LThNjD49CQYD1sSvPpXEYecJhj5BjstEG7rQx+KmaaqNWK1PIk5w6IsHv/jizYip8Qse23lTw6fQFv4o2hONw7DGZTLH+UHjckfeTfSBQWNcYOzkHwx4agYuE230LebdtE/mFAyL+Ulffh3FkS8W9QaGmn4UQ5xgnFFH4Yi3NT70nfIRK9r00whHcXDQ3/nO0yq0meQOHOZc5bxgXk3PVXzKunDo9ZH1GXWUXxacvAHo97h/7dd+7fIPIf1OMX6e4vbV7N/8zd+81Fr5fm1yWP7RxDKZ4zBxUY/F2djT3KnewMTlaN7ox+hC57hMagVtqhdwXA9MDIYnYXGg8SSPz6yj67nKPO/m4Ihv6UJjc5xNYhUOrc3Ne53HxdLXQN/97ndfvq3w53/+55enuWlKF3nu6e0f//Efv/HzJLbvhfMw/5pPzfN7zZeHYXScP/DEfDoXirl4yZkpzqqx/BPzo8YXfMRBf3MT1lFL4+aW6+yJwVEr+IaLHJ7kMZ9gwMqnaR6rf/KueX7Ur7hUv30FW82Z8MElTdSuCQaNzW+L/IM3wTGfaMzoM8kbfenjmqD7skk9LtbyT5ym+YdP5yo4U43h4GKO71xz0RgOo8tEG31pvObOpFaEQWv5svO0sdyDxzqXX14c+EOXFjV9ksOG40849MXnqFVH5bG5MM0bOHKGPnj5ht7Er7WOmgsTDBqIEW1wmtZRXOSxedVcMLcmBqv3p/CZ+tUc139y3YZ7saLPWecq+sjBiV9itVtH8wsODjvzyrdOnVv442dvJjEvd7pW2jlXiRPDxzIxfGjjXGeZ4MBofu/kH/64iDsucnCi8f10+F//+67d7+DR/SatCyD/Sbbf65tczEsEN7b/8i//cpmA0zeXiYaLYBBvWvQFwG8pSXZfOWVHJy8OfufHDb8AllxHNcbF74z6WqyJC2eicfoq2rhNCqR+li9+8YuX4o+HyXJUG3Hyu9g4WRSSoxh0xEWc/CYYXeg8mbxyGI5/jib3pjeTLsY82aUQKEwTHH3dLONk2wXZRBv64AKLxnAU2on57Swa0xeXicbmEp+8+WVeTi805a95xScn/MlvRImNp/D4ZH5N84+W5iZ9zHO5M9EGB/3FSx1N56OxEmt81EAG62jumJs07unb6QnI3OSXmOPUb+0d4VO9MS+9mRGXSR678BZzT1y6eFYvjuJUb77whS9c4qz/ZI6LDSw4clHOqKVHtAlD3pgHak9v7jl2xHARp+ro9FyFv7nwV3/1Vzdve9vbLr9T7Pdz4fm/B69//etvfuzHfuzmh3/4hy//iI/P94oBDE+C80vcJnO83PF7hrRRcyYxp+N6rsLlXpwfpjc+aqD/VSDeMCa1gjbmgg9b9DcnJmZu+r8ftHH9pVYcNXXCnHLuhLNTR+kCS13vOucoHz7RpTpK46NzypjqKJ3VLRjNcT6ab+985zsvvzX/5je/+eZP/uRPLr816Jzkxt63E37iJ37i8gb3q1/96suFvN81Njcn16PyPy70mdT0dJQ3NGLTuUADfNRkcwHORGM8aClezjmTN/fkLT6eoKeTa1oaH+VjbjanOldNMODIPfNczjiPW46auicHXSvBmfpkLolTvkzyzxzH59Of/vTlelTMq19H/fryl798iZfrWvMhXkdwaOxc5V4Rhvk50Vic5R+N+DPRBhf557efbbPJm7Duo+WNxbyY/o8g44s3n8St6yX7jxhfzAcawxAn8/yowaAzPmI0PVe5RjIXzHe5M60VtOETXn46amryTw3kl5ozPY937jSn6DOZD3Kn2iVuk2tAmprjro3xUHMmXNRg+rpekstPeMITLhIfweKDeIuVc0PnuyMYxXWto3SZXmOLtTlubk+v25zj6NM1f7XrqF/0wUXcLdNrLjjy2HVXXCZ11JxUsx599NGLPjSa+ATDHM8mdTSNXfPD61r9KB8cvN/mHKyOuq6baENj1wLmA43xmNRR56nqqP4TbXDhi3Mwnbye1GO1onOnc5/8m5qf96OPHKLPpI7eb+zjZ6v7Id3db+IqJgoBEQk4MTj6m7gT8Y0pcJZOPjCnpq8gwoI5mSjGpg2fvKm3ow0ukst6+gahkwcu00Kdlmls4u9ozJczzCQRJxNuykecYLhgMJGnZnwaMzpPTJ40F6Z517j8ShNxmxo+Thw7eVycaIzX1OhT7kwLYxrzaXICW7l3kSjuO3M8faYYOIkTbZwYnZwnMddHzjjJ4zTBwCUcGuPk9SSf9YPBN7x2+MDo4mWCo494u0GRw/AmBseCixzOr4k++MDayRs+8EcOT+uo8eniBucTn/jE5edKXPyyb/3Wb73c9Lz85S+//IzDI488ctl/vz90VSfMzekch00XPtHXMrXyN8wpjlg5z7h5m/JxHjcv+WV7avrSmO2eq8xPN5E7Jv/ow6a5TFM4NJ5iGB8OLuIOj960cuPtxvCv//qvL28KfOpTn7rs08e50U+U+Mep3/M933Pz9Kc//VKDvQkrD6ex0td8oPGOTzjyCQ9zCu7EaNO5auqTcYvVTu7QAwfXxvSf8klj8TavmH1H67E+MOQf/6Ya80vM4fBpiqMvDDeR0/lpbDhqu7yZakxT2npDeepPcTEnnTtpPJ0TzW+YcKamL43dt041pilt1JgdbfhgPpW3O1jyr3PM9BwMw3xgcnBqYoyL9dQncYLhvYqpP/FX//Jrmjtifta5Cg7fJm+A8Ymu5bHrv6nG+tFFrTA/vS4X0+42a/3kMawpF+PwyTyvjt5m7Os2xq8WW0/rDRwLXdSJHb9o45rNAmeq8Rl1lB7pQ+upX+WfD46mdVTsjF/dmnKBI2e8qeweZIqj35p/07qz1tGd828aOwdPuYi3vNm5bqMvMxfoI49xO9NOfaPbBENSMkwmW47pG9YODrwKwA5OXGDtWDg7XPKJxvhMseKyg5EWYUy55FN4O+v8sp7yCSO/pnxWHFhTC2fqT+OG0+vp+gycMM7SmC87+ugbp6kucdjFOZMLfasVU7/yx3rHwtmZC8bXfzdv8mMXh0/pu6vP6tcUSz8XVNP+qy5pcxSrGwpPt/qd4re85S2XixgXVD/5kz958yM/8iM33/Vd33XoKaq0sd6xcI76tI4JY3qxu+LgAGuHi77hrNhHt8NIn6P9tV+52N6x+IQ7xcqfHT49NeMNDRf0njR6wxvecPmWi/8U72kzOe9m4TnPec7lZ0le+9rX3rziFa+4+ZZv+ZbLE3H6uZCHsXNzkh5n5GDx2tGmOJ2Rx2FYTw2fM+rx6teUi358wWdHYzjxsT21MM7gcobGtGmZ+qRfGDt+hbHDQ99V4ymfMNJ4hxO/WOspVpymPhk3jLZ3uezELC47GPEP6yy/wp2s48Iv21MLZwfD2HjI48mTqyv3+Kz7jm6HcZY2cHZtl4vxYbTs8KFP56pp3PVL5ylGPqTNGTiwdix9d3HO0CaMHX/0DcfaMrW02cEwdjjWu1jXvpz6RrebP4uL/p0bwXB8WrCDw1kYuzg4hHMt4JHX+bXrk/5pPMWKy642aRzeET3WtlM/Vgzb8djB07d47+KcyWeHy6rNtWZHX+fT0X5r+zB28y8c2Dv6hLODEYewVn+PbNefNjsWjlqxgwVnN078iM8Ol3DO4APrDC7py78dy6d0mpzs49B6yicOrW+L400/X6V8//vff1m89kSF3yX2hOsv/uIvXp7oPvoVN9qkz2253KvdGThHNbkXD/vCsZ7aGRhxSV/ricUlnAlGfcLq9XQNZ5ePJ9I8uf32t7/9sSe5fUvBUz7evH7a0552+dDmGc94xuUfTH7TN33T5Z9M+smBfgIhHrvXbXQIy/oM28GJyzRn4g9nXdp/dA3jTI3P8Gs3/2iQzkf1WNufoW9czjjnnclnV+O4rHpNtsNpvYOx61OxWtcTPvXf8WnFmHKoXzxat//Iur40tuxYWDBsT23F2cXYxdL/rPxTKyw7tuuPscPY9essbXDa5bL6hdeOrX5NsfQLZ4fLmX7R2LJjxWmqS2OnzQ6Ovjv9Vy5h7eCdgYFTcdrhkm/X61Pf6HZj7t14T7bYntyoIxhOXxW4Jn3kdRhTLvE541NJGJadTyzSxg3UDo6+K58jml63PUNjXM4wOPjwb2phyOMdHLGCtRMnPuifxlOf9MNlZx40dn5ZT/H4hA+NracWF/2nODDO0ji/drRe+Ux10Q8Xi69+yZ+J4WJpTtmemr50mXJp3DB2uMDKL+spFn3LYds7dobGOLhQmPoTfzh0tn4YlvH66q3fdfRbz/4Zn9919ya3ryn76QZPcb/4xS9uiFuvjU/j9Ll1x3s0hLEzN0HuxjlacPLpYRrX53qtX7GaYsCEkcb0mVhc0niCUR8cdm9OVj5HtZHPbs49ie13Rn148+EPf/jy++Ne+zko12B+H9Yb3P655Ete8pJLfvsQh5bXhoM+Z+QfjXffPEifnXwOA5+jGq/6hEObKR8YljTewdEXF37tWBhnaJPGUyz9YOzmH5xqxZQLTfGwTONUXPTf1aZ4w9zxadV46hcMuqRxfk7WcBguO36lzxkY+OzgpA9OXw0ap82OX/lUHsOaGJz47GgDB5cpRtz1l8f3Oh/W5mHrtJHLtqem7xl+8ak47fKBs+uX/jjtxgpOXKZ+6bfqsxOr8m/Kxdj6nqFxGLsan6ENDHHKv8vG4M+qzdSv4l3uDGg81oXG7iXz7bEDJ2x8zV3gvY+BFhJ+O8aNrd8u/MZv/MbLBSfyR61PAH3NU4Gc/NYUtyyeuqnQTrjAwMdvx1i7aZ9OPL8xBaM3nibJFRd+ucni2yQxxIq+Jej0d5DSGA4M64k+biizyT/GrK/fC3KTGpeJNuIEw+IfcUy1EStYOxq72cdD/sGZ/mY9fdbfOIMziRMcXOQPXdai69htTe7BsOAymePGoo+YM/5M9EljXGDs5B+/4Ik9LpP8K/foLP9oPIkVf2CZW/Tl11Gc6qinGmF4E+EohticVUfh8McaH/pO+dAHlpo+wcFBHXa+85uwtJnkDhzm6VDnKPNqeq6SMxk+UztSR43pn0X+2Z/92eVnSvwut9/J/bZv+7bLG4C/8Au/cPmdYr9XPDFxojNNLJM5blw6uz6RL70ZNsmd9VyFywQDH7WCdnGZ1AraqDXmOZzpDaX+8g8HGk/y+Mw6up6rzPPJtdJaR7tuu22svvSlL13e3H7jG994+We+/mmPp7rFmzbf/d3fffPMZz7zxu/M+w3uh/3DLjGy+E1Y/cVqOsfF3MKMOzW5Z06I+aT+Gbfck8v8muIUK2u6iPlRk38WH0LoL1Y7GuPCv8k/u8OdtvIYBi5yeJLH+lvU5Hy6bR6vGvIHn66NJ9rExYc9ctj/F1BzJnzU9DSBNcGgcXVU/oW3+n2bbRh8Y9Pzr74wnB+6L5vUY3Hq/Gs+TfMPH+c7Bmeqsf5qBY265prkMQy+MbpMtNHXHKdxsZ7UCnFqbso7129TEyucGI1pfdTUc9pYuuY/iqF9GNb0xeeoVUdpbC5M88bcpI2409v/CZrOcVxgmAsTDBroTxd5PK2jfBIrfjUXJvHGB1b/6wCfqV/Ncf3VwIkVK/qcda6ijxyc+CVWu3U0jZ1ncHjYNdqDdPPPxdUb/niQYRJzGldHd85VZ9ZRueM6wDKpx2pF83sn/2hvLsDDRQ5ONL5fDE99oxvJikAXvZMTooSo2Oo/dRgOPp0QJ1wIFxdrhX9qighO8ZkUAP0VAX5JTNpMcPgCR9/4TP2S6GFMNaZNNrkAry+f+BafiTa4wKA1Ljv5BwsHywQHB1wsMHa0WTWe5g2dcaFzGBONixOsXY1hZRN9ztQYF3jlzkQbmugPa3qhUJxgibtYTU5kcHAxx3fitPKBN+UCR+1jO/mnP22qo9O6RRcXzjtvHuDCzqij61ygz9TkjDg9qI66gPQPs9797ndf3uj+4Ac/eOM/nOvjH06+5jWvufxcyUtf+tLL6+kNe3Eyl2BP5ng6rLkzjflaR3e4iJVFnHCZ1orqRTj5emR9hsbyBY6FLzvarBo3z4/4o21crB9UR/G2+IDm3/7t327+5m/+5uYLX/jC5bVtb4iY43fu3Ln8E9VH7v7zVDn9Dd/wDZefLJHrfH1Q/NJmraOT/AuHT2ynjlYr8G65gB74Ex9YNJj4ZDj+hAVjUrv0t4iV/jt8+BPejsbV0XL4QTlyP9nT5QyN8YnLJFZx8SYEnOkbe3xVi8s7WFPjk/xpDk40Lt440GWijb704deOxnzBxxqPnfzrfJdPE234hU/5V8zsP2L8sbD4HOlfWxqLeTwmuRMGPnB27uvX3Cnucb3tOm2sH3Suehie/s1RGk+1SR/9Jxh4wiiP8Zp8IJG/8hjeTpzSpTymz8T4Iv926k3jds0Pa2rNcXm8g3NGHaWxBdZu7uzW0fSkMW126mgPyMiZ6Qc/+Mi98q/6Fc/brvWnMdutozQOYzIfmlPmxG7+iRM8PJpbt9XkYe1OfaPbYIhapkFcCYez7ju6DYPhs2Nn4JyFIamaLJPkTIcz9IV1ll/xOiNWOxj8WX3axdrpnyYrn/YdXYeh3y4nWDsY+scHzi5WWpyBs4OBx+pXvCbrMzQ2rnqhTuz4tcsl/8/Q5gyMlc+uLmmzg4PPmX7l3846v+6F4ULWm4J+g/t3fud3Lk+9fuYzn7nczPgHfP4R38/+7M/ePPWpT73xm8U72uCxarOLxZ8zMHZx9H+Qxo7f1s7AUScYbc7Q5wyM+FyIDf88SBvXUfx2kf2pT33qxpPcf/RHf3RZe4LbU+5f+7Vfe3mS7HWve93lKe7nP//5l5/hOXpTiccZtZgMsNiOxheAk/48SOMjQ+zipHE5vKPPGRqfgZF+u9rAOQMDjjxOY68n9tWoDT92ckb/XY31Txt4u/d4MHZ9grHrVxjWu3zSZwen8x0+OxrrfwafcHZ8gsHOitUuFzzSZkfjMHb5fDVpExfrHb/S5iycHS44MJx2cc7AiIv1Dp+zNI7PDpcwdn0KZ5dLOLt8zqzHuKx26hvdvs7h8fN//dd/vblz9+mXvrqwDnibbTcfbqR9iuLTk+nXMyXnv//7v18eg++rKrcZf20DAx9cfPrx9V//9evhQ9tumvjlaXc3SZNPSn1l0G+fvvnNb7755V/+5csbCZMn5Tz1wiefkOKy82krjYvTxCcay5vMjeXUPGXoplXOTDX+p3/6p8uTir4C640a/1RqYvJFzH2SiIscPGrNBU/QwJjEujFpXMGGM73wMM8tfWtjEnNvIvjJBz9x8MjdJ+T8zMHE6CPmjD8TfRRYsaKxon/0H+WtvD39Z47D83VIMTtq+jc/v+7rvm5UJ4zpaVtflfeULX39M8CJ0cebmrTdqcVwxGq3jvILljoh5tMTNY3NcRpPP+3XXy7DML8n+VdMqqOdH9p/27W5bV42x+FMTd1SR/3kw1pHzTfL7/3e7918/OMfv3nve99742t9xvrmb/7mm9e//vU33gh87WtfexlarM1xc2p6jtH/c5/73AXDnJr+BApCsNSr6t8kd8ypDJ8Jhv7qjXrRT+dMaoUcprFYicFUY/H+27/920vNwufJT35yLt56XR3lE012zuP4wGPpc2siX2koT80H1zmu29bzXVw/8IEPXL6N8La3ve3yYc1//Md/XNr7mrXFm9vy2W/MW4vRJE7x+OhHP3rzpCc96caHQZNaYW6LdfN851wVhtpnTkzymMZyUF33MxYTbYSrHOaba9LJeQYP/cXU+c49iNw56lcaN7fU9qmpFXwTJ/m35uBtMWkMw/WbOeVae2K0Ma86v0zOebi4PvG/GOD4EFO8jmqMv+s/eSdnYE0w4Mg9NUf+wZhorBbTmDmPT58cpY2Yd+87wREj3y5xbSF/n/3sZ194Tf64VqIJjfk10ca49KWR852YTXBgyEEmh6fnKrWbX3wqdy6gB/7g4v8uiBWM7/zO7zzQ+782lX/mBeu+87+2ePgruljUZOcdGk+sOqp2dU9+FIe+/JF//JnUYmOaC/LYda1z8Ctf+cqjVB5rjwtOO++/8IvG6qh6PJmbCIlRGHJnMhdyzH2VOE2vlZyr3N9V95zzpnVU3Sn/+DTxq/ODeaVWTOe4PIahZjlPTWNFZ9d05pN5NTXnO3qIlW/yifvEzAOLc9VU47WO0heniYmVOqo/fScaw5Az4iXvpnmM/yc/+ckLjutieeya4CybRes+o3NW0fdGt0AqLJ3wBdWkVPyIs1rFQhvHOqkqbpx2vCCEAXs1bSQzsR0zjkWRhWG7m1LjaFO7a5wS0HF8+CQhBLQTWSf7xlkx9HfcwuAosPxxApIMcCQY3nyyaJN5fY1jn0kCxxveii2tJIS2fMfXYkxmnyX97DMOHDf94mPBFRdtjcMvOKvlk7HSRjuFREGyD5faeW3RJoNvnJWv4y56M1hh2AdDbuGV6W+BxbThl+LIN5i40Fih1Ney4ngNYx3LcXFu6ebpWr/wjM0npk3bcFwY0hgHi3HyXX8c76VxnLThU/mXL8bRhsFI58uOu3/S2HisnJA32rJOHqt+qzbaGANWN0TxcUKUe8aWO+VfPOxfDQ4MWPlN1zRuzb9VP3jaZ45da0yfcoe/MNI4v/M5nDDgaQMjn3DlEwx4tYFxHau1jeP8ln/w+Od4J2pjp9/qkzEsxs1f8bZ0osc3n+CsfqWXdRrbFksc1AfrtvlWn+vcsb9xbBtHG/64IMv/MHC2717axKU22pkPYgXvuo7CSEM+Mn0tONEMBr9g4OVYsapNGv8nwn/+1S6dHTdOMecXfeVweaFX2hQresDh14ohRs538PFbY6VPOMbM8snafv20c67Cw2vnLMdrc60NrGJVG/3wwc/i+LXf9FutMdLPONo438kdr91s05mfLvgs73znOy83MWqtN0Uf+crPOfiHfH7KQT8aizmNjcPgZHKSrRrTrNyxvzxea4R9+GprHH5bMv1g5JvXjuvnXOUYo3X63CtO8NNQexjaqaNxrt5oVxvjrBaP2ujLd7GywKVLtcJxC5zGgQfnWht1QpyKlTZyMBOD8Ozj06qxfcbRjsb6GsM+2sDTP9+1z5ov8OgCAx/nBr52voLDbqOxeGon/6xZWKt++XVpcPcPDukDw4KL/OymVBt+yF+57OltF9c+2HazCNMN8HOf+9ybpz3taZefKXnRi150uV4zB3ygZW1u5rvxi5MxszTGiWlDX3Evl9VA7Sxpg5/XWXlsn2Nw+MM3cZE3123w0HY1MaAfHMeN55ynnTiZC45r53htrjHWnNAmjc0JmpTDa94YQ9v8si6PbeOiTnSjjYvjFqZvGPHRD1/j2NZG/Drf0dg2rNqEYb1aONo5ZjEvcRIvcUo//RwvN70WhzC08zo+dMHFfrGiUW20w3k1HBy3ZnDkMF+6YddvjTkuOGlLC4v+6dc4cJxj3AeJkzw2VuOEcdlx9w+c6zwvf80f/c2Hcqfx8j0c63vxdW1MN8csuMQHF7m+Gp8s+vDJgo9aYU7AwNeytml+hsWv4mWfGOhPY6YGaAMv06Yx7UtjOLYdMw6M7jnFe31jmC78smT6GSfftIFTrXCMj7XRT7y1s2T6X+unXdfG5rg2cHBm+t8r//I9f7UxN+WyY52rbMMob7Rn9jeW12mjVliY3NEOr+xeGmuDszUcPmknd+wXa2u+GzNtcNIn085xFkYae20bjjb6FadVY/uNs+onVmpFOupfTV71i4d1cdIWvqX8M0dxhVGO5rd2tjN8tM1PHNQsGNbmJoy1Tfrkl77pa5vftIAlj7XHMwzbYVxrfK1f8yGdzY1iZSwc0jmf4Fvwdtwi/7tv6PySho7TxFirdRyW48ahSXUUvrqe7/rGBWaa2r/mKC7mAm20aS4YL5/SR9/sWhttLK6Ni1NzFOd812Y1vNexcOaTPsanQ77n94phHwzttUs/8VZH+eY4LhZt9NHuWmMY2qaVNjQW7/TRRu4wOPRbTd9wamMcOM536gSNvWd27TffVyuW8HBxnF9w8MQjjY1Ll3th6N/xcPhjfOc6nNJGW37B0tY2CwMn+/JdrVBH7Y8PXKYN38NIG207zh8xMsdZ72muGmsThjbhFCvH8C1O5gGNfRCAt4UvljV3YPEbHnNMPOWNNT/g4AujNjRe+TimbX4bh98wrse7gJzw59Q3upF0InMR5GZ3FTiugqAdxy3aEEcQCEAUAVD4JSgRJBbxtNWHIPaHkaiOE89+whVImI51QYZLQYSlfYYLDJi14ZPklFz9k80mDOxrDFxhxgWONjAUJeYYny35oQ3rtWOwtG0/DhKrN7r5mH/a2E5jr/OliWCf43BcLDRxFVtt6VSb4uS1/cWANjiWnOLUzUBtYGlzrY++sIpZfGmT+cQM3/yuTTHXjjaOX+unkNCncbTBieFTrNLYcWNd+0RXbS30WvXjNy54sfxZ2+ijWKcxnWlsnHynr3a4ZDCKuf2OmwvhKPh8NqYFBzg4ZXxyzJrh6jiNbTM42sBijbVqrL8Fn/Sih0LrwkN/5uKDaYOLNnAcj0cx0K42q8b6mFMw9MGXb9caF/dwzKdyxzFPX+lPY33hrNo4pp3jtuPSCYi/PqTjk+Nep7FYZI7h6jhL4y5Y8XISMla+aw8jjWGItzU+jhtLvcHHyZU/9jtemzivGsMwljXTxlhpbG0x3uq7dhbW/jDg6yOPXZDxdc1Pfe6nDay00QaX8kas1VG1VjtmLDyqj/lDO36lDT5yT0yLUW1rA992lv741IZPYsUvcwEP7WBpAx8fvJi+tXE8bcIwv5k6qB0cS/qmcVyttWssnMW7G2O+ladxXv0K35qln7zR3sIvVhxwWDEcS980zi84XfSKubnpvO6J1Pe9730373rXuy5jGt+bgd7g/umf/unL09bahwODxnSxX8wZfutcsI8euBYv+/AV89b686O24diX3/rhlX64iCccdbQcLt7G1L9Ff1bMV/1wVm+MxXqKcNXvWmPHYNRGX23kThfh9hULuF6v+uRP2jjOJ/qqF5biZJ2FQQOWbriUO3DwSWNj0MJx7ZnXq1/xcdx2x/mUxj2ZVptqhfGytG2tjePO4bVrTuDM+JJfdGD6W3B3HE51VLx8CwBPPvh2gOU973nP5WluuW4stda3t172spddnj57xjOecXn6Wr3BR/7DNRdWjcsbx1i64ZN+8FeN5SKeaROGdvqHA8NrC3x+42vR3xNujsXHPhjaZY5f55Y2YmXctdYYL/1wzMKwxpnu+LiOxEXtKt5rnsPHRVt9W67zT92nMTx91uscfGhnXbzhrPU/v6sV2ttex9UGtmNZfKxZOHwyt/Dqmr9YwIQRF2s5wSdt0sb4+dR5wfHaGCsuYcEQy1Vj5ypcaNx1dlxw5pN4WvOjMVaNxcB86J6KD/Qr//LJmqVLeWUfDD7BUdO9ln/GY3KMH/mVT7CMY2HG0Lc6YQy5E/f0WzXWjz8tjZPGsNwnOg8bR7vahBOftDOefbiYC/xi+Ignf7Iw+MYaIyz74MhfGvNRrOLjuLHEyRKX1vjC9FpffllwgGucVb/iDZdpl35ep3HX6c6b+GhzL230YY4Zq1jig0d1vTlnzRy/9gnPMC6N7v7Rhr5dq+NRHbXN+EnfNI4rLAuDY06Kt/6Wcse45kDzIVzr/LFNGzhpzGfx1f9aY+2yfNKe4YmzOa4/o7HjjadNueO48ZvfXtMPX/pWS/v2h/EcT2PtVm3CgsNwVSvwobW27jnLjdrwH5b+xaqxyj1c1BvH5Y7jFlZ/vsNgYVlbrjWmAb3ZioOzhY8MV/pZ0oZP4m089Ubuifs15wvA3T/G118b23TgL5+qo2pF42jDtMElbdoPJ+NHGHSBjXN54zWe/M8nOB3H2TFt6EFj2+VNY2pjSTPjO9YCx1jamA/wLfhrsx5f8w8n/vA9/fjb+df8pA2rTeOsOI1hTDgsLumj9tFIvqcFDNZr/YtD++lxXUerXfl1nTf6rlyKg9xRj3FwTaG/8bQ1Dt/jwif7mXaOWYzVdbo+rhG1s+hrKW+MW38Y1QFtxNI8F3Pzkk/aWFicrbWHjysMZp/x6ev6hOmbxpcdd/8UJ+1ZONrykcERc37Zxqc5kV98ciwcfct1247zSb2Bhev1k+rpJzey/Mlvx4wT79qduT71jW7OI89hX1lxkiWgJ74EVQDtJ0wJps8TnvCESxISuovmLqSITAhfu4dNjC9/+cuXgg7PQjhvrPcGlTbeCBZE29bG1A4P45hI9uGTwfKVRzdWsCqMxhNUPPxsiAtfN0UmDh/9Tqlj+uPrjVrHfK3Pazif//znL2t+m3wlka97lwx///d/f2mvDyw8jaONfZIKX/4oIiaMp5Fsl6R8ckPWRKjY+OotreH4ypYToQljjZ/9vk6rCBr7XnHKbydiuoqRp5wkudcmMR3Sj5/2GY8ZX8G5c+fOYxcnCisNLRk96W88vPC0D14aG4PPj9x9klAb49M4bbXXTxx8VTiNtSn3YNHHOGJmv3648MmE70R0rZ/jFj7JK7pp0ySmXzdL9OU3fHmKt7FpBz8+/JAzLtzE3eTng1wWe+NZ+zkVGMbGteLptUWOi2U3wR13sWCM2tHY3GN086Qb/PhUjL/jO77j0k9s6Udr7ay1NZ5i6zU+fJff9DNn4XhCzmvt+a0d3xyXzzTy9cG4FW/77VNTjPGUpzzlEjOc4cgfC79g0Vk85ai5wGeLscMWJxdL2oqRduaRmGhnjntjBIZ2tTGvwsDHOOqFcfEUJ3OC77D4AKOfAaCPJwfTDRYMsdaOpnAeffTRS+zhaC+H5Y2ct49efNceXwtfaGztdRrTxj7z/Itf/OLNc57znMtrY8s9uaEN4+u3f/u3X8bjnz5+lsJxseebuMk/80ZcV22Mm5mXclQbY1j+8R//8bHckkflKKy1VoglMw/owndzwVhqMY3oSxu1sVpLD3MEdqYdHPPbfKC9vIOjLb/ECbbcMo/tE0t5oQ3DkT5yBwa+/mEdLHzFhF5wOt/BkjN8t5/RiE944wVLGwv+5kfzgnZizl/98VxN7sHSBs/ilX7ayi0XZnTgj1rMP23so4n+YiG3jMUvPBzX3s+TiN1b3/rWS/zlgLohD174whfevPrVr77ksXHkjb646Mt3r/lHM7FiOKg34mrBx/ymc+d644sTDHNMf+3ktnlTzTF35aj2jlvu3D3HyD/jwRcfdYl/cPCz33EarHEyN8QJF7lHQ2aM5oAxmBiro52jxc6TwqvG4owLzfSjsxwVb4u4ioF2ePMDNziOe01XbWiDGwz9cOKPNoxWz3rWsy7b/tBPjlmMja967ZxIP/vkupjCbU7QmC54w+5cb1ztaOSNYBjqi1oiRzufiRcfzSkae60OG0ce6s/kuLzpd9zFx9jiRUPGd3mefny5PlfxyfxUAx2nCRzxMN5v/dZvXeJPU/XdcfjqHY5+luR5z3ve5XriVa961cVHfhsHZ755XW4/85nPvPjED3klnyxe8xWXaiAfyh05hZO5QVv6WWhjDGv94VjEm2/iVh0Rd9wdp7FzlVjppw1/+c60oZ/j2mnDd3OGxuJpnzWN5brjfOF7PGDBUEe1o3F+yFH5KtfEWm7hSy9jyB2Y5Y3x5KhrJQuuONM5jY1HP33kBL2smZzV785X5jj98DWO/KOXPNanvKB7+jmnwc3klbll4ZOFxrgw+SI/LbiLUce1sXRdRx9a4uN8y285Q5uu7bShH91g84dZywnt1BQxru7zXR912Pg05hs+NC5HxcucgkM/hp9Y4oQPHFrQQLzlB/3VAb7DgEtjc6K4yRkYOOEKC66Yr7XLfnnJ72JVjsLCX5way3jyRV7RBl/HnN9pAMM+mvDLnIUtxtVRPmmvDZ86n+FizosJgyUXnDvxLjb0EA9mLHqbe9oz8ZPjxglDf1zopI/Y0NGY2qqL9vNJTPSlMd/tzy/a8IuG+tLYog0faVwtoZX+xrEw+/Q1jgWuGMnzYkV3eNrxXZviZH8Ln3A1Hu3pJkf5Qx85oF6bK3LEPvNXTNNY7ZOb9MMNjvmCL7/sKwfVUdwY/fhbHOQlXegjZjjyyVhwxEhf81/c5Y+5wGfzAT/HLcbBy9j645I2ckAe3blbT+SOfuq1dnD0YXxSA811hgPO2ua7sfCARbM0prcFtvlNQz7xFw+6wuCjeIfBNzjyxjh0wweOvPPtI2PaR2Oc5DIceLR0nWZ+adM5sflvf7WkOuBaqLHadl7FBedqjTzEA64FjrzQrvwUD/rCVg9pVx0VPxobA19WHM1f2uBp7vFDm2pxtUIbOLDjAUeeG0c+0w/n8osuxc29LQ0YrvioPeWNdT9rY3w1xnjiAMNc6T6GFvqKpTUTcxjdE8gh2uBDP1y85ofrEHja6M93WMWXf85VfJPLeGinP9NOntBGnvJbHPHEA38LXcTJNTRd4XStWT1UR8wFecpXeSUvzWU8mLmplljDxwNfvOHSk38dN7Z5Fg9r+SRG/MLfWOLNL5p4LZ/kOr9tOyaP+caMbaEf7YzHJ8ddm4XjvqY6Co8u5h4e+l/Haa0lePCF/7TCRe3HxzG6i6ltJo58UwNpqi/fHbfwkd9d+8LFec11/eHIUQZj1cY+2GqMOc74IkfFHia/5De+5p5tbeiCr75iRSvHqv84ds0Phzby23Ubn+WAeUs/cwam43JELOUgo6GFbwwfXOSWPPRaPMXCOPzF07nzTDv1je4c4XSCSTpJxYhjv9facNI+yVkbE5izhCaiYBOG0NoqmIqhNvpbCAzDMWZtXEZgx7SH1TiEtM9kz2DpV+HTRh9BwQUnibm2cdw+QWIw4PKD4QynCxAYjsPQl+HP4LD8klC4w7DgTj99G0dCGQuGNrbp0/j6GN+xLD1NBsfx6cKlse4VJ21gMRrrxy+FhGZ42Zd+sPm4aqxfEwUOnnww6TKv08Y+eGIAm98MhoXhDBcXk07MceWDNZM/tSn3YBXjjhtb/4qTMe1bjX7iovAw2vMVRmZsvBQRx3CFY5s5Ri8WH9v4ph9c2/ZpY5uPazzpBKscsq1d2sBsbMUs/eRI42uDF43lhLEYHAuDyz/jO5F5jZfx6cqs6dJ8qA8M2wyGcRU32ii0+jgxa1M7+smNOKZxY8EqtnCYNjSOc7nFtxWbfsVKG7HWDxf78V/9ol/xjJ+x5EavYcLopCo3vI4jfrjT2DEa6+u4vh3HR2zkIJ21p0EaGpde4gAnv2Bb8LdPH7G08MsYNNY/znC8Ti86Gb829vPBa37xF19tymPa2BePiyN3/1zrJ+/4wie88YdXPOHhs9YKGBaGg3H1U2st5iE/awML5xXDuI7ri6M2tmkhB11s8lF8HdOGhnzyGldGv3y2n9+4MBd4uOPCRxzwZfY1ptfw8Ulzx+ggH8QJN2Nr03jG1mb1C5Z9tbHWhx+w+M0veMy4tuV2x7XBuzY488sFiAtJNfmzn/3s5SbChYj6oa0Lyh/4gR+4XDR649+NKC58Sj/b4sO/znn4ZDSmlblnYXzgq2MMlrlgLW8cN36a2g8frmP8sTB+wWLaeC1euPCTTnD4y8JMC9h86Lg29MXZ3GwsY9vP6nOtsePhaGN8XOgpFnFpHvEf5/TRptjoH4axzQPtzXP9Ya1GPzmcxnD5BS/TD44L21Vj28x44ssvOHFYY+U4M5abIuPw0VjFM53SQnvb7fcaJr+qE/alj21jp42x8GbGKd70wtNFtxsQuft3f/d3F73Nd2PS1k2aNwp8SOFG1Gv74We0aRway5NyEhemjfHTgL+4pJ828spxb9Twz9xY40CD+qWvfmsbvPmrv1rBaAw7Ltrg0zywH66xa4MXDH5ZcHVcX+Y4PupAfezXBh8mf4zLD/NBDaSLsenXuOZdN932tV+b8oKmYtb5Sh/8jKG9MWEbn/Gt8YuVNo6LuxjbTuO1jbGu/VprBRxcjO+6gj7yXj9j4kyb5nh8HE8/7eCIjTml5sgrnGqDkzZqerGydpyuaWMbF+3VYz4ZS19t6IM/ax45BscxZk0/vPijPS7W9jluHBzt89rSsQvI3T/modzAxc2rvNHH/jjgpA195CqftIcPk2lLY3PcGBZ5ow2DwYc0hmHhX/ppY3wa0wUeLnDiAheONtUJOPrBcZzppz9Mx2HQnOFsH/3kloU1R8LQTh8Y8hhXCyxtGR28DhMuEws8GW62LWKlL372r/rZTgv9+Jx+XjumX+cqOPiljf72XWsMIy58wVkbscJXrPkVl3zSNo3hhoGLY8amnTb6wrGEo53cxo/fjLb8MIZ2FvoxGtvf+PRh+hvP+PXJj8bSBhfY5rjjfFxz1DY+4cKGmX5eO0bj6lb6mJ+s/FvnOA6O481oBZMWuLjOhlkb7eHw2xpv+3D2Op9glX9yuWsuWGs7uMYshsUKHix+l6PeyJKbcPke5/p6rU8c9DUWsy3WfHOdLabOA/XVhn7Fs7mgvb4sntVRvouTPmsb22o6i4txygE84ZrDrk2cq/hE83zQV5vW+ZUu9tumpz5iDoOe+vHbcWMax/iMX7Bw5A+zXe57Y9hruNawGRzY67kKDtza0C+94kub6oJ2jtOM4WK5bqO9Nr13Uv7hw+DY1kZuGYvphye/4WpDE1o4BxubD0wf7cKICx/0c0wbY9HPWs7w1wLLPm2Muc5NWEy7NIYrd+WOa0CcbNfG6/I6LrBxCcOYxdS1uj6Oy2N+xceapo7LUYYjDsx+Yxhf7mnDx3InbfSBzW/t8SiW4YiN9hZtjMuPXltrY+6JlTb48QWP+so/puYYg1/a5Ls++MGw0MGSz/oWW7UGZ8eMzY8MJg5ikRXTXmuvn/O4eeW9VpzgnWXnId1lxKGEEdQuygjEiGy/dqslvn0EcVxQiCcgThQFSfL4BO1+GLC0kTD6urGwNsFgO86apJIkg4nr2qZk5RfzaQUutZNoaxCvMWAZy6c/TmL64kIbAWf2WbxhcG36p5+EqC8+Jgs9JVOGC9z00T9/tLGtePLLzZL2ErYJpI3x1jiFlc/a6M8H/ntTxFpcaL3y1c6xMPInTk12F86ZeHfcmj80DEO7xrCtjQlKYxPcQqc1NmmszbXpH56xXdSZcE6K5d/KpwuXlY/jxsjoJ16w8Bej1S/jiR8NWVj2Nxaf9BMbfGzjb5za8JGG8j1zbMXRD4c+eXPczT38cHDtqcQVp+PWxjW+mzd8jSl/Ko7W9MJpNX3TFwZ/XPyYD2kMtzb6ip8x0sW+cOJEP36tF/Orxrjx3VypD5w1TtooqNrwy3ZzvD7hGK99Kx/bThRyVNE3ryy4GL8+9Flrl/0tMMTAfBEHsaKPTzdhF3Pt76Wx/qtfNOaTueBETydv5PAvPmrfqrH9a94YV3vxVEf5jz8/s7RZ64djayxpoA9+xqNNeRxnx/lf7mi3cqGdttp14Uwb2DRj2lju3Llzee0PnNUvx/lkTWMnV7lG03CMyx/+6s9gpFsYfKCvT8f11wen1Xfzm85ika1+GdM4+tOY/+JvTodTXqRNOCsnusAyJ41lWecCrGpt/a81pouFfi7s1C4/7+BpGRfkxhN/T/f4p5N0cy5JI7hpJHcck3fmFR9x67j1/epNftfGa09n8lG+rbnGZ7V2rX/xaCzxEgN9nWfgiBM9y797xUl/Y4dDP4uLVT5baECzxuSvvMi00T8Ma+1ro17AwA2f2vILR7ZipA0M8WX8MyfoQovGckwMGAwWfjhe60cHT5wY15xaNdaWfnJ0xUk7uI7TVVtt4DTH46M/H9e5EJ/a0E/uuNh1zmN8si/j73XuGDef4Lt29CGNb8n5J5uedjNXmadfvLH9vd/7vTevec1rLjndebgxrOHRoW3zoRrYWI7JPT6njX380Sa/5A1e4s1HsVt9os2qLwy2YogL3/mmdvGHxtrEJ/3yp/HjA1M9MT4+brrg4idmTByba/W333aLtrjIL7XCOdg2nOaDPsXc9mpr7pR/+MhjfcyJfMJF3cnSGUb8aMlnvn3605+++MJHvtXGNn20ax/MfLLtOAw3gOY5v3raLD748XO1FYP/xhIb53DH5GvY+mljWa/5+aWtcVqrC+UKbegiB/XVhq0ah+FYx63px6/qBP761cY4+NX/Anz3Tz57bWy66OucQHN+mfsrH/Hie3EyRj7BUQNgeCMNJ0s54Lj29FvnR7ziazzxN455gJd6aWz9tFvbwGXhxAcGbWBo7zguNM5g8ZOtPtmfPrbFiYbmg/58hOUYM2euse13vDa04INF7lXrGkf7arH5kuWP17DEk4aubxhNxK85rk1xujS4+ydt4kIbi/wXK/UYBqz45FP1Bpb+LV5rW71pDDrAaiztvGbXGtcGjlpL194M4cOqsZy2hHEBvPuHH5n8g5VP4l4dbSxj0HDVOJ9qI9a0kHvmuTHx04/Btaxz3H5jhyHeNOS784vx5CPsOMuB8ib94DBYGY1hwTbP5QmstU15bZw4rHxw99pa7mjvvgGHjDYW5+XVrnH4Zi7QhkZw+BQf2onfmjsrBl/oB8dcgCEXcUkbbSz0Yvlk3aJ9tU7ewKIVfVa/tJEb1xZf++mpj3MDjPKkcfOp/GuNb21oy2/jy0EY8o+ftSm34h2nVR8Y+uivn2PyJL548qd8DKMxvKaddrDUQNcDal1+rG3sY/W3brG/cbSjM+5dl9eOn1m57Fic8elcCaM6uuoQt7RtXU7A5w+/qoF0Mjb8xhK/+rZe41SddcxT3HKRj51n8GbGWeenfflrG6bF+PbLP3nED3HOf23udc3fOMbXj9mHF32ah/ZZwtBOm/bnt7W40MZ1pPknh1aN6QSbBmkDB8fMcT64HnVPTwf8Gk87mHIwDPuMrw2zpoF4eRLdHHePBlvMzrKvuUvgv77rvIHsRKioKdgCTyzBOWomm0lHPBgCMjGuKdYEswjEUYOBjwAI6PVF8hE8Jx9+SQ66rElzWxzJ4Mbtd3/3d29+4zd+4/LVwnsV54fhiRV98bBItInRx8mMtjBglcS3xYNBm6zC3esja0WEbybPVGNv3HsDVh7fuXPnMumOcKitfMEnHuJ+1Dr5mFdwOpkcxdF+1dicqvAdxTIX3LCLtxzG66gpZk5kFoXZSWdi1Qk5xJ+JPi76xIpfcncyn+IuTsUMl4k26g198XGimdQJfMTb4k1K+jrRHo05XemjjnbxdRQDFzj8Sh9+Ha0T4fAJJzlMmwkf/dUJWE7G6tdRPnxSQ+WwWDtX7dRRGochbyZ85A1eFvE6YjRxAf+Od7zj5k//9E8vbxi5wFOPzYlf+ZVfuZxvPAVbXj5IexzMK/rA4NuD2t+PK06ezoVB5950uF/7++3HB5ac6Rx8VGPYcobB2zlXyZ3e+JzWUf1pbG7xaXpx6DzljW5zSt6sNyQXZ2/xR/5UR8WZNlNz/oXHmucPwqpm/sEf/MHl+sibnf0shDj5+qdvIrz0pS+9/NSOC33XcvTC9UF5qU7wy6L95DwuTmqfN9+d79yc8OuopXHzXO2amvMLbdSaaR2lO13kMi6T8x3+MOgMTy0+WrtgFCfXx8533TAfneM0gRWf9Y0Y49zW4MhjPqlbOxrDMEfNqcm5Cmf+wOg6Hc5Rc21j8cSeej49dxpXLTbv6CLeR+MEg8bVUdpMNTY3aQyPPnybGAznB3XCXJjgiJEPh91/0KWvrk/4wGB0UbceVOcehK9WWPCBZTlq+stBcabL9FylBvIrHpNagYsHQMxPOH6Ga2rihZPcwWVSA9VzuUMf11oTffGvjlrTeKKN+Z3GcsYymZv8kcfeH6C3nweDcwSLphZzCq/uG45gFFd8LNXRydzERYzkTfd3k1jlV9f8sCZzE44P8dPVtcVEGzh04dtOHRUjGtPH9Y05PuEjf2Hs1NE07jxjXqVTOXHbtTzW1zkzfW7bt3b4OM9YcOnc1/Hbrs0l+sCjz7SOipU6ah6oWRMcGPiIOX9oMzUPpcCRN94wn95L32v84+9Q3QvlK/tMeOQkBPEmExeUfjAU2EkRiSKMTjxTHBj6SoLpBWZ8YEhOSTXVRv/0xWdyUsWnWOEx5QInjWHA9Pqo6bMm9QSjMeUdHnSZ4sgZ/sCaTP64nKExHnyZXmzExXr1ZczDsyYAAEAASURBVKoNnLRtbd9RE2+5LIf5NjX6rH5NcGjBlzUHJzj68Kf8w21i5Z71FCMuThqeFnEhNYm5PjjA2al/cJoPLqInXPikX/GGt4Mj5vyCMzFjqxFO7tWdCY4+sNQdXKZ+weDTUevi35vJfubhL/7iLy6/0+3Tfk9pegL2zt0P/PwetydqfNp+G83w0Y7GO7VCvL0xaX4W+6M+ao9PdXSqMZwdDvpn5pO5taONvmFMYr9yoTHf5PLEyj9xsr1jK4f71UAX2S74fZDnRsSHpx/4wAduHn300cs+NU+uyuFy12+1ehPfsdvGsVyxnmqsr/F66lnsJ5bGk77XfXBwDqbvNF76wuma6XqM276mj5iXz7ftt7aDwZ9V44lfaWw9jRNe+os5DNwmXOA0vzs/THFwUP92NG4u9mbcjl/ViZ38o4W8gbHDpRjRG87U8KAxjLQ6iiU+rilwWuvgURztq3E7GsPBSbysp/m35t2OxsbHZccn43fdNo0TXZgYqTtsipU2O3ljfP1362i6qjc78Ybj2o85T4vb0dypvXh339C+C/CBP/jwJ78OdH2sqbFXjGm88yEuvX5soAMb03u7dQjjqxXyxzLls2qsfk1xcNito40NBy+v27f6fptteawvnJ2Ym5twdjSuVuANZ2r82NUYRvVmqm38fYhljpeH7T9jfeoT3WcQehzjwQr4yqDfm3zjG9948+u//us3z372sy+F98G9Hj/6uAKPK/C4Ao8r8LgC/10BT8T5aZA3velNN5/85Ccv/3xSKxdBfov7B3/wB29e8pKXXH6y5L/3fnzP4wr8zyjgyRhPpPj2wUc/+tHLz5R88IMfvFwPuRl42ctedrk+8hT39979mRI3K73x8z/D+PFRH1fgcQUeV+BxBR5X4HEFHlfgcQUeV+BxBf5fKHD88a8HsPL1G1838HUMXxt0U+FTnaPm0z8LLDfbk8fhfcLq0wFP+sCwTG5y4Pg6h6914OQrpz65mHx64SsUnp7zKV6fghzVRnt++boAvXFyU3fU9Kev+FhwOmq0sdCYP24k+8TqCBYM2mR9PanXR9ZufPnmU858O9Jf277CI+6+munT5Inpj4/44NKn20ew5Ev5B4M2U6MxrRm/pp9M9vUbcyrfjnLy5hq/5LBYTbQxZl+/sW1OTvSBgQe/YHgKcGrmlJhZ+lrvUSy6yGF56ClLGk/qDRyLr/2Z33116wgftcbSb8mJ1SRv5B0ufKINv/h0xC8YFl+FxIk/5sSETzUUVj+zdRQHBm09+VydmORxfqmjzlGdH45oI6Zw6JuJ1cPsfe97381nPvOZmz/+4z++/A6d/JX/z3ve8y7/MfxXf/VXL69pfdToI+b9DlxPYR3FMTfVLrF2frmNX9djpLGnfj0FAWNyroIrZ7KdOkprdRAXvlmOmppFY9cBck9Nnpj+rttwUG8m8a6O8onG0598wN/P3cgf5voPJ0Yz+eQN7U984hOX/0JvLe/58OIXv/ixn9d5xStecYkxn1aMC9CBP2oxjS30ncxx2qh7fvIBF3N8Eu/qFk5yWu2amjjBw8NytP4Zlybmp7jgAudo3QqHT2JoXk6u+WnMH+cqMWpeHdWHruYVv/Dpt4OP4uAij2GoE3J48gSW/nR2Len6Rh2daExfGOXe5H6oPPZ/KfDo3DnhUy2miXhPMGjsHCxe6s1UY/lLZ0afiTb6wnB+oI08tj5qMNQzMTefduqoms7oYj5M5rj+agWNnBdgWY4aDHOK0WV6rpKDNC7Wk1qhFhdzmuzUUXMKJzatOZ3H6eP6a6Kv8fW3yB0a43PUaMMfuaO/WjrJG3NTzNUdmH5O6ugc77pNvGHsvP9iXtFGvTCnzPGjfPjEH3W9+ztz9Kjll3OVOE2vI+Hwh/FFvI76pC+/5DHfduoojS3pw7dJ7shf1/xqBH3hHLU0dp7BwbyizUSffh5GTVcrJudxGqvr6g4uMCbzfK2j9JloQ0vzyRw3D/g1qccw8LGm8eT9l+Lqup5G4i2PJ9qEdb2efbf+GuUrr3PaDbsJU/G/T/P77tZPoksIOFOT6Cavk8iUCwx9BRPWjuHBJ74J6MRMUpxgKCg0n5h+uHSCnWDUpwvNqcZw6NsS7mQtX3Y1polYm3hOjFOjRxpPceSJWCuQeO1Y+lpP88/48bGexpweabwzx/mRX1N9mk80hrVj/MJD3Kcam5s0oQ8M/CZWnLy5gs8UR4xduPBt6pOx4dC4C7OJT/p0sQBv6pN+9OmNiCmOOLmQwgnejom3/JvOKWPjIE4PmlPy0znab9l+6EMfuvnIRz5y+T1j5xMXuZ7efsELXnB5GtbPALi5ndz401Qu0xivqcb6qsXps6Ox3EvjKZ/qjfUUgw/ihA//pudxMRNr89v21IxPY7GSyxNTG/iiP212rBy2tuDlp3U+/vGPX3LWT5R4g9tvXvNdjj7yyCM3r3zlKy+/wy1//cyOG0gxmtzcxL96bBz+Tcyc5ocbWzGfxoovaYzPjsHBCZdpXc8vc5NO0/mwaozTxPjAFxrv1PU0lsNTjdMBhnjvnKv0FaszNMZFvZjmXxo753kjAk6+Ho0ZbemDzxTDmPrThk7TPKYvLha5ODV9dzWmKW28ucevHasW02iqjfHpgxP/pjirxtP8w0WurLlj31GTK2ksj3eMtuUO3InRA47cmeprXOPDEfedOirOcg/W1MQJD3msXng9mef0EKu0mWCkzRl1NAwxm8aKD/rSWO7YnvpFGzpbdqz826mj/KALv+g0tTPqqLHxkTe0sT01Ody18Q4OjWmzkztn1dG0wQmficHQn77yeMfUYTrL52kdvd/4xz+WvR/S3f0CgOijd38j0X/YdXM8+bRBkrsZd+PlBqWn/x4w9H87pGhY3NDD8GmFT+onxi9JLkGf9KQnjW6acNFfQtBl8sYB7nyRXHAk2LSYOAn6NGfyafiqIb+8keaG0ie/4n30phLGerHRf5Zdx7nNNhyTRN6It0+EJjrjAiO/+DYxxYPGdLH4FO+omfDmQp+ue+PpqL6NKYcr0tOnlGDJO/Pcp4CTTzZhmAvmpptSMZo+UUGfcscngZN/VJfGfOLP9B968KuCr+h7+mCSf/JGHtPH78lOnhjApbzxc0fiLneOmn7qsX/Qak5N54K5qVaJFW3u3P3N50keVytgeVOWNpMc5Bd9+GUuqFtHcXBxEeV3reuP01GDYxFv82Cnjq4Xzc6b9zI3Hf5Z31vf+tabd7/73ZdaR48XvehFN8961rMu/3SSrhbnCfN8YnwSJxr7pJ9fRzU2Lp+8yUkbNXRau/BR18XKeW8yN/FRR2Gx6T/R1V+tEAvXJRNdjK8Wq6XyEM7kSWw44kxj+WuO79ZROdN/YId/1MRcXaaL+uM88d73vvfGNxC+/OUv36hp6odxnva0p12e5PYzbj//8z9/yVvnfprQxtOncsYTJ5OaQxtY4m5OTOa4eQDDP8jEQawm16PVLXWUPt7Mn/gkHuofbfWfzgXnKnmsdjm/mFsTg1O8zI371a4HYcPgE41dp5vjk6eUjA9HvPnmAxR2VGc4MPildk2fUBIj86HzwyRvcJHH6g0ek6fsaCDn4Djn8Un9m2gMq6fJ5Mwk3jD4RV/aNMfN0aMmzmoFo69z1VHDRQ7SWK5YJvdX9FXv4KjFT3ziE49Seax918Z8mj5txy/zwbnT+UXuTK4JnKviI0bTc5UclDvyTu64zj5q4kRj1/zmw5Of/OSjEI+1d61OHza9PtZfHtPYuZc+R+uN8TvPyGX9zdGjRl845pTzwuS+1ZjOVeL0z//8z5f7mac//ekjn+CIk/xxvpvWLjGvjqo30zqKB23EWu5Mzp3mFL/kIL3l8PQa0PsUNLGogZO8wUfOqDm4wJrUUeeq9DG/J/VvraN4TOtoGtNHjMyrqcb+cS09xHzn/amulXbiLYero+rwVGOxEm86sUk9lrvqFr/oM9XG+P7Xjrqj3tB5Mq/g3MtOfaPbAJKy5LzXgLfdB2cyYa/x47KDFZcdjHiF1ev/yXVcdv06Q2MYZ9lZfu3qwp8zuJzBA5f/GxrDnVraTPvrByO/dnSqb+spJ1wsOzj6WvJryuVanx2cs7jk2w6XtLHesTNwVoxdPuXNDo6+9+vvQsITsG95y1subxb6L9fa+meTr371q2++//u///IGkQ9XXNi5eHHB0YXQVOv8mvbXL7/u59ttseOygwNjV5P45levJ+szfDLuGVzOwMDFDbI30/w/Em9quyH8whe+cLlhNoab5uc///mXNyhe9apXXW7OvAHt4thxVozos2P51HqKpX+xmmLoFw/rHTsDJ4wz/Apjxy99z8LZ4VFc0mcXK7/Cna7jM+2vX1zSeYoVFzg7Fh/rqYUx7b/2y69dPjv94xPGrsbw8ivsyToe8Zpg6BOXHZz6tt7hsuvXGf7EH5ddn2DlU7iTNR5n8EmfCYf6hHGGX2f4hNcZXPLLesdWnB0sfc/QJz47Pul7BpcwdnTB5QxtwgjPemr503qCc6Y2eLRMuNyvz6lvdEdw1/FV9HX7fk78v9ifbztjnYFh/HBaTzjpG9ak/9pnh8eKc8b2GVxgyOHyeJfXWZzgfDXZDp80OUvjM3TZ8eeM8c/GWDWm846FtYOh7xk4Z8bpDKyzcnjVZofX2ten9hZP1Xz+85+//EyJn3/wRqInXLxh+JSnPOXyj/ue+9znXp7K7Ik/T5ycYSufKR6Nz9R5yuPMfmu8p7hnYBgbTvpaT2yN87p9WyxPqvRkmw9h/uEf/uHyz1G90e1pI0+OeBLLU2qe3n7hC194eaPbG96e7Lt+yrA3uo0/4bPyPqM/jDPzeOX3//t2+rbe8SeNdzDqu8tH/10MXM7AyKcz1l9tfu3qs9s/Tc/ASduz8vgMTvm3sz6LRzjpNOFU37M0nnBY++TTum+yHU7+TTD0WXGmGOHQePokbWPv+hNO6/zr9ZH1Tt/rcc7wK4xdXuFcczzyepfDvcbaxTzLr10efPtqwVi5fLVwqhafwec6j05/o/ssspyFtev0GRglBawd48u67GA5cez6Vv9djfNpx59dDo0dlx082vaVpJ2Y43CGxitOfk7WaTPpu/aJj322J0aXNLbesTi0PoqlX8tOvI17Js4ul7M05hMs610LawfnDAzjh7Pj14qxgxOfHV1WjLj4Wq03tX/7t3/78jS33zX2xrevnL/85S+/+aVf+qXLTz94szvzBqH+Le2frGHs5o567ElddWL3hmmXCw3SdqLHdZ803sXc9cv4NPb1wx2N4Uy5+OmUz33uczcf/vCHb97xjndcvlbpq5XewPa0tje2X/e6110+nPGPJr25/bBzR3yudT/yGkY41hOrf5xpNLWw1jfyJ1hwpv6s48Vn3TfZjs+UUzx2NY6HGO3EiQZxmuhx3Wc6r8KJS/61/8i6vmrELp/6w9yxOO1g6BuP1lO8Xb+Mr66pe5OfD1h548J2NdI/v1b8o9tp2/po/9rHZQfnLI1x2OGRTzCKV/sm67P4pPGEQ31oLIevP4Tu+G3XuJylzRk4Z2jD9zP8ovEZOGflTX7tzInmwg5GuXWmNrB27QyMdGk95YQLjClOfa13/epcJ5+nfO6nw947TFeoLjD9Tp+i5vfApr+xor/fnfE7336Ha+K0Pi7G7ty5c/ktpunvyMHR1xsDbrZKjCvXH/oSjt/l8SaD34YSzIl5yg4H/5UUzlRjff0W8c7FFJ9w8RtycHZiNf2t01VDfPy+D9/o08RZ29xm21Njfq9ILvvq/tTEhsZ4TOOtr7kgl3cLgN/v6uZ4580MfHAR76lf4uR3EHGa/DZUMTF+uSP+E6NFPsGY4hi73yI2z82Jiamj9JE/MKZ86Ct/4JkPkxORPjj4DcPycOITHPliTtHG66N+aa8fDHUQ3jSPizm/1IsJDi5qhadLd35TjF+WO3fPVWLFr4nBkDe0Mc//8i//8vJb3B/72Mdu/PM+v50nD/zDvmc+85k33/d933d5mltcV4PjqVn75dA0j+lDWxqb4xON8cLZk+d4TLnwCR/XFNUuryemZmVTDHz6qY2dc5W+6gR9J78rmx9yLo2nNV2/aoRY8/FBJke/9KUvXX5Gx9rvxfs9RT+b4wluueN34/1z1Dt354Ynt/0GIF/Nk4flE5/ksbbq4MP43I8rHnyj9XRuyls1wj/JpBHMifFZf/7Qb+qTseGoFbAepuX9uNJWHtPH9pSPvtWc6Rz/P+zdz69taVXu8e3fYIOGRnehBUVZIkohooJBozFIYjXURDoaNfZt+RfYsGtDY0NtmdhEg4kSFbWkShQpCjQUBYECNVexoTZs2Lv7M6lv3Zd59z5nzzGXXuI9I5lnrjXneJ/xjGeM951z/djrGCcPGpsLNJ7wMYY28PzVyxTD2mCtoI++mWpsfsMyB+Q1WXPkQA+/cWuv5hNTZ+Nd8/DyeMJHbPfGNIE50RiG2P3e7hmNzU25sOkcl4M+prH9tI/Fd53SO9M6bYnc/ONeiZ2Z4/Lq+k0j9ZpYc8pY+kxNz+gdPM7MKRp77TDtvfi75/JbtWxa867j9jCmnPSOOQFnqrFegXF9s97Amc5vten13fSen6Zw/L4yjT2eamO9Ms/lZR2d4NBCH8Own87PNH3s5v9/wGualxzW/wtlkhON8bGO0uXMOqp3V33KU4z7mhxaR3GZagyHrn6K0d42NT/vCE+tpusfLdwLyMc6OuVjLcaD0WdicsHDtQrWdN2ihfs2nCa1Xrl7ndj9aPmt5888nl2x7ohIuBZqjTpNXAMoRBfXO8I98LDxNm88nbkgwjC+BcDzqWluL07OTjocaH0Gx3gLkhpN60QHXFw8YNBpoo8x9M0mGI018U1aXKZ5wTDRcIIzNWPTeJqTGsunOTHlYlw38h5P+RgbnzOc6KsHz9w446LGa+84dtRglNMZXcTtomHBps/E9E0X+DMa0xfWmdzoQZ8u0NM5BQcX1wfaTHU2DgaDdwZHrcprgmOMOvWCdFrvYltHYUzzgmOsb3HbvMH9sY99bPuGbP+RlBd33jj0RoU3EfVI8ddeNS9dw/E5W3Ma68Hb4qwx73psrBeTeEwxYBvrnsJ+qjGcdb05w4e+eNimGtPGeL1sPzVjJxq7n7Hhb3vQWuOFqrnvP5zxoYvtxRdf3P7zQL/F/ZGPfGQ7581Fc8qLWx/IvOtd77rygtDjI1rxbR090zvmiHlQbhONm0fy8tg2Mf12hscaU8/0Zvm0j+XROkHvKU51PZNbPXgpjXHSr1OjhbUCxhltaAzLa5m71uv7cDTW+neGC42Np3GP7xP7Nh/3xvI6MzeNb46fyUsP6z02nZuN7XWrvCYmD/c4zc0JRmO6VzqjMSxrBV3OaLxeo85oLJdLvK5K47Sa7vWfWrFpXnqPtmfWP/Fh0OcMjhxg9N6JOTYx49xHrteZozitD+ptHT3Tx/LC5cw6ik8YNMZnYuWFC4wpjtiXuB9da3VmjtMYlrzo4/HEcDi7jqax11XsTO+4Nw5vWivjrRVyO3MdpysMNl1vGntWY/HlZE6cNVwYnc7kdRuP+SujW9AQVAAkp80AtoZsf0uoex9SALzOWHmdwTBWc3fzMuVkfC8W7bvAHuV2tkZrPBOPTXMyljaXsPoPlykfL8h7UX5mwunftJnmJodqNc2n2KvGZ7DkZTtjejedYU11lsea14TTqvFk/DpmzWOqsXFrH6/4Rx5bG2jsjaX14ngEAxdb6+g0JzHL60j823zlcnYdxUXfyetML6uT8WcwyrGbhanG5pQ3tD/4wQ9u3+D+jd/4je1NKDcivsX91re+9eqHf/iHr/wWtxf2DzJ5XUJj8+Fs7+DRN4LW+fUg/nedaz2eagx3XW/O4MhF35zBWHvvDM6qMUz1v4+pi9/V9qaBceV021jf0ra99NJL24cw/mPU3/u939v6TO/6+RzfQPQXYj/6oz96dX19vX3LHJdJbsYYi9NkfDkYC8M2NfrKsbU4zKN4jaP1WQvjEtrACm/Cy9hym4w3hsY2GpujZ/Ae1MdH+OGBEy5TncsjjY7EX32Nt/5NecAyFo7rh8dta5z7Pm4tvq//XX6XmOPr/D6jzyU01i+9/oC3Xm/u0uCu4+vYs3nBwmdqxp4ZX1x5nO2dVeMzuuC0XiunWGmjD6cYuMAx/sy1Cg6M7ts8n5o+do/g2tf97VEsXNZ19Oj4/NMljTp+dG/8JbTBp/XY46nROFt7sWP33a/r6Bk+l9Bn1ea+/G/zg6N37M/ktL5eOoPTfcVZjOb3GRxj67/btLvPMRi4xOc+Y+7y0cfWZf0D70xu+xj3ezWzH3XHc9/Q+fd///erf/qnf7p67OYbOF5gTy5IblRt//Zv/7Z9WuUbYRMj2he/+MXt018vxCYLLQxc5CU/X/WfmjchYPnkwsSZLEo+vfOnAo8//vim7brIHeHlP36SE03UqE/+j2Dk+w//8A9bPj45m0wcGvstzsyf0Eyb/F//9V+3F964yG290Qv/YXsYvhHpP7/yonvaf//5n/+5/T4uTfDoE6uHxV/P+3YbHG8QwKHN1PQfrZlPKKeL03/8x39c2fSMvPA6anqPvvb+9Mo3hCbmJkq9mAXS3Dhq5pA3a9Rc3/VTKEdx+KuTmtlwmWhjLH1p008tTLiY43IyP+U0Wbv0C32so3rGvJrMzdZRa7r85DW1f/7nf944mQv6T92PGj70geWbo71wP4qj9/xHj36WyrdXfPNkan//93+/YVgn9M19dJYHPf228Re+8IWrP/3TP716+eWXt8e+Cfv617/+yp/deXPbHOunlB7G0e96u96dWUdxs3bRR2zXrvvktOemhz//+c9v6w0M9ZoaLnrmzDdO1muVOT7pP/xbA/vG+2St0MM0tumb9ds9RzRSa//pox623Wd+WhO8af3ss89e/cRP/MT2JjVdrYFM7/gPJc0x39y2N//9Fjcfa5zfideT/rzUny4aQ1NrjTlpfnk8uVdyryWGWP356hFN8qVNm2veZI6bo64x5ql8Wy+Kcd+9NwzUXF4en5kLYXSfNOnj8lIn1/FJD8udvvTRx+quj46aewF8PvnJT27rDT5egxxdc6xbtInPfebCXVytFXJS795IuMv3ruPyoo/7N+uo+Tkx+cDo+kKbo4aLzU8NtRbrn6Mai+t1Ik1s6j3BgKP33Ev6kGyqsfHqxMzxiTbGwvjSl760YdBlUiu19hNOOOGx/v8ZYhwxXOja64/pPb9rsHXU2lzNjvDg25zymC7Ta5X7UXnJqd6BecRcG/QfTjR54oknjgz/Cl/XNHOCuX5N1kBzU93x0cdym1jrqD2N8Tlq9LX5CTHzcrIWi+n6ZL0xP+XnixYTsx67d7C2txZP1op1HfV6aDrH1ci6bk1X60mt5MTcQ5kH0/c84DTHabL+jMlRrd3zy40203WUxuaW9UtO0/eVrKMw3GtZR6e1os8//uM/bvmYV5O+oaN7VvdH7k1cg+kzMff81ouuVRMca7H5zfTO5BpjrPlkDYRB48l6DAMfNbeOnnl/yutX/SMffUzrS9msWndEl6xCemPFIqAxbASowSygFsDVOs/HOThu5k08zzV7PhoXRgtFOJ2H4ZxxRLMgea6hLEjOrz57Lvg6b18sTSUvBfXCorz4GY/PaiuG43BwgQELlzDsV5/tyav/xIMPDGasxUMjOE4riwDf+OCUv2ON2x7c/IOLCw99mygw4OV/W52czwe+ODYXM5xMFnXIj49t1Qd+5/FJP5M/c2ENJ581J8fg2PgxceTl5tANWRcfsVaffe/Ex545D8PFmT4mrv5bFyRxmJhZXFYctYZBW5sJjMvqI6/V0te+nFx88IHhxgWXMNJlxXFur7Hz+i+/Xqw/TBtY+eBpYYuP4zg2rzy2rfU2Bsaqn/MwaGN+4uLNnmpmTHWCl8XFnvHR//UOPvQp99u0MS4ucPjIyXpDYxh9COB8PnikHQwmTtqUt7zU3fwyJ5zf+6w5xVUcx23G68FupsSCsfqUm3PMuXw8pw0cc8ENq7lp7Vp7Z68xDHzsi6XXadwLCz1YvfnEY69NXPKJj1rh5Wbqttz5ZcbmkzbOw8Crmyh8+K0+YdjfhmO8WsnLekOXtIFTXh6HYc9njUPfbqSMcXFec99rHFY+xTJWvXuhJE61WOM13t5xeZjXn/rUp64+/vGPX33gAx/Y8tJ/P/RDP3T1lre8ZfuJEh+M0gEfsWxh3aax/rNVa3z5seJuT179Z9U4H/MKDxp3M7XOcdxhZTCY3DM+5qYXOvoQbzeaqzZrPo1LX5irftYcc0GdYJTXXXVKG7jFoXe8vWlU/+UDazUcbGKx9HM/ER/HnF994hQWjLTh73xveupl5+SWj3H0Y/H1OC72DI45SWP5qFv3OatPPWMMPC/SXnjhha3nvIjF3fogJ75i+9DFm2L+ykAf0E4cc9f2Az/wA9tPkrz5zW++ur6+fq025oJ660F+cS72bdrkg5vNi6XWUeuNF6UP6xsYq37i6GE46sXkuPcp5uZw809c7FlzwQct5oKc4DA+9Rac1WjqfD5dq6yBxrg/4SMv5hgM+9Xqdcecl5eesecLX078ysW51Zyz8c2HxnRRL9fN4vBhsOO0YomVjzjVCif3A7Y1Fh8xV1u1cY42+pjG8N1TmA/hxMN+tRXHObHMK2u7/f5alc+KUQz7tIGj38vJmiPnfIxvfobV+Xxg0QYPGtNFH+PM+ONjSx/HbPnwE0cfm5uw3YvSJt89Rtj7Pjcnaeya57rZ/ZZYxcNjn5dz4rJi4SIXPMyHvQ/9Vosrv3IVR528BsEnvPQzfs8FjvP5iKOH1YnJedXYMRjF9Hzl4jnjQxt58ZXn2n8dc3y1uMDkQ+Nef6g3XDk7z9Jvzyec1cc6YZzea72BxYy/TRv+ex/ayEvfwKovbsvJ+BVDLHFgqFVGm3Dysd/nteauVuYDfYxXp3WtuE0bmOLgxPikMX2c8yGrODTMh9+ey6qxc/i4NuDEaAPH5nw+28lX/wkDn3y6juNj3Uq/fMprxXFur5/+61qFm2vNXr9iwipOj8WxjsrHemPsisE/XexXK04+cNTbG5Zq7zmfNMZjn5ex6dN5vaPeOLn3C4Nfuch1tfKyz8d4POTVfVucjY0L/9W6Z3VcnNZiurAwisVnj7H6FIcfLnSJDwwbHxj2q6048WmO02PVx/l8Vgx+Yuz1Uys6W9PNrdt8Vhzn4+M4ruZV+lgrrDl8MrmuBiMcx+PbOuoY3Pjw5ePYw7RxXu9Yt9SwL0zIO9wHYRRDvD6UdZ1yncEjHW/jc1teuHSv1LUKRnXAae2d2zCc18PmOONjDdyvAzitVhz+DI5a0cZjvaxWxbwtJ+PWdTQMXNxbOCevfU/QceUjRnxgprO5QCPrn/0l7WtuCHylIifQTTjfSvONCm90E05j+ESakEJ50WMyEUmCEvZtGwK5YHkRJGEviixMxjnnW2kEdMw3j0wmeDA0sTd+fdosJtHdiMFxo+m8IsCAJ47jeLgpZrBsPjG06JgU8lFEn+aYoDjLx42vFxgWBG8ieWNfYeIjd+e8WMTPAuIFnwblJ2ef6Cgo3hoOPt3iIRaecuLjufH0s7cQaHCLyWM3354XT55pJz9GD5v/aEqDwfcnwyYcXrjAsEDK3YKCs29irXUytrzVg/5qZAEQCw6NfQMaF7zh27wgFpcPztfX11vunhvvJrU64FwtaWQcHjDUFTfH1Ig+cneMHn7nEy96Nun46T/62uRerWiqH+Ruc/yVV17ZLsxiea4P5PPkk0++pp83lZy30YXu8uLjMVNvuuih8tYz9ZfYcnITIE556Rn68oWvnjjJT//rP30sd7j6Txw4LSDqSUN96Fg9QWPaOab31Ei9mH5Qc3Fw4ycWfbxJhp/j3tjgYx66qaOb+avHaG/hNPfkhF+cfWPCc8d9cqd39EY1wNmbJeXw6U9/esPT646pp97EhS8zL/UGjfEVS880t2iit2xiw7GZC/iqmf4zHmc58pMzXdSBH658rE3h4GM+qKe4ztNXTH0Gi8Yw+kYO3eRlnz4w9BhfuaqD3mlNwAVGfQNbDFzgxIc2NJaTY6s2aiUP9fTN3nz0n/VNzeiinq3F8lMfOTmPlxj6+w1veMOmETxc1IBG4mbXN3Ncj9r4tA7gz8xLParP1dN5faw31h6Vu29AytV53+zFRd/IQ635mDf6z0a/rDqIYz7QQqxXbuYUX7jyMMfVSY6waaOmzXEcaah3HDNWLWHJX570s4cDE5Z8yg0nGsVXzeHowXqM7jQOA6/Gu7YazwcXdTH/f+u3fmv7pqhaifv2t799q/PP/dzPbX0ldzqoAz7y89zmnFrQmDZ6kH5yVCu9bY7jqgcds1lr4agVHHmrhTXFMTWiMe4w5SGO31nWa8bCqM+NoR+drW/yhGu9Ln/HnMdVvWmgfnRRg3Kis/krnrito+Y4LEZjf+HAR1+sdWqdKBaNmDp1f+I5znI2f3ESX8+4Rq8a044+OPGhn28440Vz9cRDX/gGPh+6+La0857nY+7RwXnrdT0qnhjWC7+/nrmngMEfX3NGj4hDb8fg6CU9qN58cFV3vGDTTv788Yf5y7/8y9t8NP5HfuRHrrxZ7adx/Na2+SNH92pqo07yUw/9aR7h4LGeSWO+eloscRkexuIkPt30KA7WUcfkrR+sgWpsUwfnbfIQx/ombxjiuDbIh6Zyh6FH6z/rDU7WHnXQE/R76qmnNn+9Io5+t3kORwz5qQl+1mP6moMwnIdhL6Z7SDHUwfh6sLXWWmI8H9riwkdedKGfcfJJQ+floXfkfn2zJvOx5psza+6t+/xoJxec46EOYpgraqGe/Lpn0F9yVV95t46aL3K2BpSXvdzNQRuMcldztcQDDv7GWkuslYyecpKP/GloHugZsTwWn67uyeht6/WAusPN5N76RBN5yZ3GYonhOm2uiysG/XB1np9rGb+uMfTT+7jrPxyNtxboZ/1HQ/eSGZxiyR++XKxNcPS7nOjjjTl7WnaNxpvpT7Wgn/rBtQ7AsMndWOs5vnKSN/30hjFwHfcfwPJ3zHokL7VSVxrLh3b27sXpIYa8mptqfH1TK/0Dh/562ea5zVqsr2hT3vrCY/xt1ll58dVvNOxenDb48LHJjY+eMT/NcQZH7tZr8XC0lsgbBv6Oq4PrkOfsE5/4xIYHE4Y68MNFfo65H1AvGtHPOuo6pXfUpDVH//Cvd7oO0ZC2aiF3sWCoUWsJrawV4tiYY8bys8EVQ1/oec/V0Lk4i4+nmtbH9mpJY7WkmU3utNGv8pCP83KEoW/EaR3V6zSmH25pLDf+jjUnXauai/7ahUbVga64WN/442xe0qc+NZZ+5gsNzEvzoHXUeZs1Xc08Tj97mI7pmeubHoUjL/0tDpw0xkEP6y3W3LSv151vDaRX94lqYINNPxs8eRgvL/rhQ2MYNKalPsC16ygMnPWG+3mPaUo/+sJUS/nSzzXR3ODjekYfm3Hw9ZZ6tbbJXSy1EMNYGPBw1lfG6zEYxYdj3sDUE/JSD9rIizbdu8nBeX0jnvOM/nrUeioPcXDGhY/41lE++pmP9cYcl5+N6QV+dFQHtcQFDp1bI72elB+TV72VxnLzulTtxG8dVVfa0A1X65Yx+KiVPWvu0UZM/vLVV3LHne40w8V5fs7LHVZ54eJapVfVgn581D0fPZM2clXH7hfKgS5dZ8TXM/Sjk1rhQlu10KdylU/XxDTWW+aCPWyc8cUJlvH0tw7Qzub/DOqxHlVPPua4/Mx9103xxHUMH+fheWwd0V9yS2PxvWaiHz588HHfKkc4NGsdtbboK3743FYn/eK8OGoGQ83pr79wwgdnccTzmD542Ny/mb96Tu/Qxabn5E1n/UMLPOt1fJq/+oLBcb1TLxh81FG+7qeZXNx38/UYLo74qpW4jru+1Ovy0oPuKfQOPNq7PtMZBh/93T2r57jqQXnDdJ42dIHD6FKf48twUUt96Bh93ePw0/vWGhxwupRdDumGEdJtiLaYRFgDOE4kwvB1TLPnoygaRAE1mWJrCGP4EpOIxhgPx1jPnWP2YjuneWDAhF0cje6YxTeD55hmZvbGimfiaR4Fgp2P845phnLH3fGsycEHBq4w8qmJ4LDycp6vvPnAoR8cDUYXseQlZ34e4xs/e7k6x+yNYyalc9UpDD77OvF3jD/ji5vGbtGHs+rHlw+N5QTXMZzig68cWrRgl5PH/PibHLDVlBmXfnzwwSUrJ5xZGvOp9+xNfBw7TxsLiQXf4uScY/GFVX3VkoktLxj5iStnFxvnytNjxq981t7BuwsvXLk7hqvH+IcBhwbiMJg248WLi+c465n00yPi52Ne0LgFEl44K7YedSEzTo7i48mah80HethWLo0znyzWeofGxjgXH9jiO8fSWIx80gVOPvKkE0vztS7GVqt86GCcWomDi7HlFQ7t4ujcqh9MGPKhod7xXB7xNYbGzqm543KIr9zEUptuQNQbBh/+MGjiuDjlZqxz8TPGeXO8+WlMPnLH3/iOyUH8MMWEo79g8Pecj3hMjfIpT8f1RX3Kx1i5q7u5hYs8xGbwPHfhb60wpvrjBMe49KMT/fBhsPjctqbzST+PcRGTRupkSwex5GTvvHG0qE7F0Sd6wnUKT2Pg8jOWyaHxnnvMN21g8ZGXmuMmp1U/vnzcGNCOhj5w8gLUTawXq4477+dKvPhxc4kPPYoLu7lJYxsfsRjOuPNx82I+iGtb64AzvmHYw7bJr3xbN81PGDR2rli0wtvG5Cl+PvZqTGNrl/Ni4Kx2zuPiOe4rn73GcsQZl8bgBI95DK8ae0y7cuIDA2d1EovJKf08T791TYedD1xccWk9xr8NRnmlj/xxhuEcgyE27RzTp/pm1Zgf/cyXNKabvOAxY43j42a+8/jUo3zkoC88doPrhtsLAddK4z2G4bk3fPRPeF7cuol20++xvfxxNTbN8fHYcdeYOOMiPhMfR9q0Djgup3DwVn8+1i318lgseYcBl4lDTxsM55k9n/SjMR6wnMsPrpjVOJxVP31krBfTYpgb9tWh+eW58cXn03MYuNKnax4d5R4Xj3HmF0fjccyHfjBcG+Qmhvj2zHmxrMWscXDzwZOPPPirl8dw01jc6mDvOSz7NU/czBf64sQXDj+bmPrYcWbuFd+elQMO3oCBudeYNo7Lq5yMhVut+BQfFzrqe7UrL3V2zLxszYFrLIuz2vCBgz8MmjFYOO+vVbD5wIDtcVrQSE7VgY888BWn+MasawUf8fnTmD8u9uVkDB97xrdz24Gbf6qtczSuLjjJP031A31aAz3HzXkbbmK5borhvPHF5gN7xaAFH2MZDmpGY68dxDIvaSOvfODwcZ7BwUWscjSOfvEXBw7rGL56wQYDLg1h5Ecf59S7OsKRH5Mr7LVv+MOBx+Tksc3cNBY/x+MiP+PqWeNgVH9+8jPOepzvqk2x6uM4wV7rgDMf9xx85Lj2Fn5wxaCx2HjBiK+9cbSrDnTQN87l5zlseTOx4YiRn1h40Njx4qdftTdWbYyzDwMuHzHoZR11Xo4rZ4/rd2MYf2PjKyaNzSkbk5daMLh8ev1LI8f44MdoBVMsXGx6bY3NV97i4g3D4zUnWMY4nj5w8TM+zvWsXBzDzwaTyTuNxcIVLn/xWHPQYxhtfMoLjrF8XX/V3jxce0fuYukJ2jDPw3feY7Wx3sDweO31em1/reIjL9zwpgVd+Vt35JTGfBgf2uGexu2d95ie9uqtX8UxzjGbmI7TglVzmOmXxs6ptxxp4zh+DA7s9VqFJ9805iv2ypfmxeaXfmK18TGG4eQxXa2j7pfoJHY+cDzWx/RJL8fSGJbnNGVqhZtYzBj6iAMDF3tc04+PWOLz1X/4O29zjo+Y1Q42LCZ+GtNGDuKpleMe5wMLhuPpImbn4YnJ+HhTOB3USp/Gx95z3HC2l1d1gMvHOL1HGzkaIwZ/PvLSXzTDSQ7yd57xcX41vvLgY4y9OHh4TmM4/OLLx3PzTv/JuTqkH9/0gyG2zfn4OO+ctVg85/Bbe0J+cpVHtvYWrPKmMRzXGuPi0rgz+4u+0R0R5CWjAARNHMI7TngCZWtzSZoo/LzQ9lhDEBmuAsDVLPCY4zAqpH0N9L9uvj0QBuzEq4nCiAtf5xhfuOLXOIpWEYprYSsfeCsGHzh8FJDB47NOBD6wGQwbHnxgyN/zdNFcuNGXT/rIEX7YtLCt5jz98MFDPjYYTLzb6rTmBdNzPH3qg4u6OIYDS7/yKo/O88EThvFZOfVc3jivF0THbBk+NNYzagVDDvJiYueTvvZxLHfjcLEAMPk4lsHxHBcbM7YtP7Gdlyu8cMRjcNJ87R3H0gemx47JC44cYRjPqr3cHLN5HAYfOpVXsepB5xnMvcaOxZcPPuLLi8ZyxKnY9p6rN20bE1/cYMgHb7yqPdxyMi5sfRqOsWJkcIx38WDOyRMuLBr03Pnw4+MYHvKRO21g4OJ4seAY22YcLmoaZhrj5JzjYnuewStOdYBhLHNeLD7y0oPmFC3KCTaNncc7TmkTH3HdtPAVC668+GXVLuzix7+cYJrjuMKAtWoT93DtYdc7/PGVi76xdsEpPn+x+KwXcuNsTDw1Mc4bhPoibeDkw7/1Zjt4888ex3Nj6eLmTp1sYshV/vTDXxzHPE47fviKQ2PHm9+Owc+3HOMIy1hbnI1lrlX81F+u6WcfHy9c9btvcfzZn/3Za99w8s0x3yrxRrc3uR+7+WaHMbhk6UfnNvHigrPHNJZX8wLOyl/+zXE4zDix5Nfz+tgn9TD0MctnPxfgVoPVR7+IQwcxYPFj9s2PuNjjm37y8lxeXjDhqv50Tx/nYe3z7LxY9Ks2njN9s45JPxzajHM8wwcXN+DmOAw5yKu8ceGjBnCqjfM2z40zvrXEeHmtlsZwmHF0sc/E7oW6c/jCSj/x0s8xb2T7do83suHy9dib297w9mYuXs75BpLe9Fvcvr3tDW/PcbbxWbWBn6at/filMc60Ka9yN85x5jH/tNA/HsPJxx5vexzS1PM0hsVHLunjudirfo7pk+ax8XDw8Fj9aIqTnOQrR3t+zDmYjq3xPS9WMcSvt/QIbGMYf3xYx4xffdK4NyDEthnL0m9dix3PBy5MfOJivfBYXmnIxxjWOlpu+TiHr+sCnZkxcIznj4/61Q98ih8O7vTnYytHHNM4bdIFDjOOPwtHLvy6VuFYLPysf/WeWjiffrh5rDa9QQhvXW/iBGc143AWuxxpIUYfKtGCX/rg43FaO2dj5WoMvj6QMA+aU2GIyWft4c6FUU3gOlf9jSu2c7SUO87MeP2XeWyM8eWLj+eMv8dh1OvGrXkVR9/YYOKICwwc+cOpVvCNg+88Uxv9m49a4rMaH+dt+KwYqz7Ou6egIwxYfPmouefipo09vnwYvm3GOC525/nwh5Gm/IxJPz4eG2fvPF/arPWFudeYPyyWPunXB9+wYDIY5SR3x+W58nVMbONbR2mDXziw+FiLbUx8OM0VvmLRzLUGV1wcizNt+Je3MbYw4PLBwxjzWxw5NoaPx/jYZ7ikuWPGy8GcSqtq7ryYfJrjeOOiBvGxx8c45+Sujz13zjHYcvS8a1U52dsYvmpgLRVLHPzixietxAwDRz6ey5cPHPfZHuPPJ8404B+/4ndcHI9hiGNu4UPj4vKBCd9455nzjjP4cIyjMfPYmOqSz/5aZVw4uMKlBXPdo5Xn5eB43NrjVW4wcDTG9cU9OAwb//QTk49jGQx8xWIeV2/3TeW4+sR9zQtOseDwwcl48W2rNp47p37pa68vwk8/Pt3n4L/i8MFtxSk+HHHglpe6qxeu8szwVz++beaUcc7ZxBLfeRrjAQNW+olJ93IIX66tO87JUzyvPzz3OB+cYYgtFhPf8+IU07HWIcfW+Wkcfzztm5/84yKWc+Kbm/ovDHji8sHR8dY/Y9YcPaeNNat7IXHlweCwMNLYuHrEeX40dd6by3SCg0ucjXGc8TPG5njmvFrLR+8Yi9/KGSaLr8f0xCcrbxrwg5cG+ZzdX/SnSySrwU3ex179s5uEO0JUkiVMkHWyHMFRIC9sFVFR1iIdwcHHTaYmXb+BcQSDr5teeeFDlwkfFw3N6c++/dmXT2/gHTUXeg2lyXCpIY/i8KdxdZrkpE59CADPRJ2aOslNz0w19uc3LvI23z7zBtLE9As+eNhaOI5gNRfUHYaFZGo0pjWzOFpYJmae22jcIn4Upz890svX19ev/TngURwLLY2ZhXiiDwy1ciMOwwVpajDMcRsuanbU1Jy+5qdPoSdzSkz962bBnyn5syW9PDH6+DMm+ZxZi6vV2XVUXrDUSf+p2cTcMHhRSuP14nwEy3i97LpgfnfTcQQj3weto+buK6+8sv1Mid/ifu65517rdz8X8cwzz1w9/fTT25/x0lf/TdabuFxiHYWFiznuJnl6jTHeN4hhuDb4U+WpwTKf9PK0d3rRhQOcaf9Z060XeganyVqhh2lscx+w3kAe0Ui99RV98fEnnreZ9eR3fud3rn7t135t+zNVPnibj64tNm9u2/z+9vd93/dt9XKfcsTwgcmsOZM1cF1Hzc/p9c79BH3t9fBkXlnP1dvPuniz35+rTtYK+uIBz2NzYmphWPvoO+ljGuNjfVLjSQ/jn772+EyuM3jY/Oeo+u/65r4CztG80rgXlEd7d62H+WItVqfpemMe0AVWL9bXGPd9XJ16/TG55qm3zT0FHB9awTmqMc6unfrOBmuCAcdaYR1VJxiTeW48jZk57sX4xNRanWDQZYJjLvmTb/c51gh/Lj41XJh5ad2aaGM8faxfrg/qNcGx3uhB5jo1vVaZD/KSU72zgR74Rz7+Gi6c7/iO7zgw+itd1zdmmltf6fHwZ3TRfzSyVshrYjBg2eiLz1Gjr82HCdbPyVosprmgj93X0si9wNSsFdadM++/yIku7t9oPJmb+KtRGHpwMhfSwesqdZq+5nStshbjYPOzEdN11LojN+sorAkOjdXd2mWtmN7z62MaW7NoPK0Vnb3RbT6tHxqk/333vthBE/n4lv10fpoHtjSGedQutY6aT+qk/+g70RgGPmquX9R8an7WRt29pnLvNlm77op9/F2Yu5BujmtI5LwxSLRJEcETTCNpKphnzCI9vRErLj6a4SwXmsCQ21QbuWgmL5Y0hOcTS98zXIrbxX2yMMJI3/DO7GksJ9uUT7raTy/yckhjtZ7W27gV56w2jZ9qY7weNjfP5NWbO3rnzOJ4id6BkcbpM93Thi7tJzjGm9d6z+OpdZPhonFWY/WarjX407hancGBZS1m8M6YmsvrrMZuvvXx2bz266ibWDeOvr39ys2b3N4k+5u/+ZvtjXU3xn6XTW3f+973bt/i7ma5/jujzSXWUfFxobH5MDU3u9640s/V/gwWTvXjBOcsh2LWL/pw2oPGysXeNjX1prHcPN6bPtSPH/rQh7bfTXeDvOfcfPSblnrzbW972/Ybj5M3hnEQj+3j7Lnd9RwfGltH43aX74OOpyse0z42Tv+6b/Mi5zaNH8RhPYePOqXPeu7I43KZ6itWmpy9VsFRK/v0PpILX+PoSmNroceTuhuTxml0lEv+6iSvCY8w4kPjqTawjO2Ng2nNG+eaJ68zfLqHlN8ZfarzGRx1LrczOcFI4ymOfHz4rt4en7GuVXid0Zg+8jqDAyMOU21oAaPeqWZHNcIljacYxTQP4LEpVnqc6eHit47GaSN24B8c5KH/YE0NhnUYD28wnzH1dg9yxuSFy9l1dMWAeca65z+D4Q3cs30jvrVGzc7kZKxepvG0/3DBw3pTLzs2NRqfyUlcH4zAwOcMlvG0OaMzXePQujHRBsbZa5U85IRHnCZcjPHTm944755pinPbuIt+o/u2AI+OPVLgkQKPFHikwCMFHilwTIG+HeEbtB/96Eev3v/+97/2H3j5VvOP/diPbW8m+jb3I3ukwH+lAr6x4Sb0F37hF7YPXnz7wk1yN7e9CPX8l37pl7a+9Fvxj+yRAo8UeKTAIwUeKfBIgUcKPFLgkQKPFHikwH+3AvOvWd3C1Ishn9z5ar5vEPrkYfKJAxxfYffnRd7d9wnIUfNtF5s/VfZpIJzJp+Mw4mLvU+Be3B3l5E9D5IYPLhNtevPDn1XKicY+VTlqxvdzGDC8aJ1YGvtUp0/gjuoDY/1z8L6ZOOHTn9zHRW5HTZ17Ya9WEwwx4eCjzjB8snjUvLlgTvnzEBi+ZT41GtOawZn0jbG42NJmog9t5EZnc2EyN3GBQWOm7ybfXDanzAcbjDP9Z07VOzSeaoOL9c+n9dNPS9NX/9DXenHU9Auc/kdkPTzpGzhqLif69GfGEz7+3FTN+qbwhE81h0Vj69dRHDmpk+uduQBj0sfNSdcq65brnd9B9mbi7/7u7179+Z//+bY+qsM73vGO7SerfuZnfmb7Bu7aq3Dom03Wm8ZeYh3FR+/5s1M89d9RjfHRL9Yb88A20RgOPrjgQBv1OnqtgqNnsjPrqLVCvXCxTuBz1OjS9QrOZI6LqbdwwQEXOuttHD/wgQ9s//Gpn495/vnnN4r8jFnNc2M++MEPbmvymTe63SuZo8w8x+eo6T2bvPpT0Um95URjm3k+uVeSiw0X/ZvGR3Nq3ZKXfvZNo6nhAgMX22Ru0gQXfYILnInGcNKZPpN7ftrIBxf9aZv0DQzzSl56Wu9MDI4+llv3AhONrX8wrMnub+gz0Vg++Jy5VtXH/eSDOtF4wqe12Hg4Ewwau/6qF21gTWquZ2jMzO/pNUataGMd1n+T9VjP4WKvXybrTf3atYomrg+T/oNlraBRa7F5ftRg6EFGF304MT0oLznJB6ejBqP5re9oMzXzUq2YPp5oo3/1jjXQOjrpYfHlZNM/NJ7kJRcbjY23TecmLvKitzVwYtUbp143TPjQxNb7U5N11HqjRtbR1vRJveHYvK5SpzP3kfhkk/XGWFz0Mawz66ha2+hjXprj01p5v8J4+k7ySmM/wWM+eQ0yXf/8BaM8cLEeT3DwsYbacMFpMs/XdZQ+E23U3HySl3ngWjVZj2Hgo+Y0mbz/ggujC41ogtNE4y8j/d//Hr9a/d8Yrx2xiFgc/9fNf6r12Kv/GdakkEQz4WCZLJObXqSI5maqiXvm5sUioKDd9E4mLwwLv7HTJm+hprHfx6PNpNHhWEiMNXEnN1MtJCaL8b24eK0hDjygTaZeE32NVyNYJoltchEyvgXJn1NML9D6OI313vSmo7lgIZpyoY281Izpm+lCgo8LWeMnGqcvTv4Mdjo33QTBYObUZKGFISe1grG+ebgBH/ini5B5rt4TbcxN+phXXRAPUHjNVU5w3Ex5M9dPSh2dV/rFxaybBT1Y3V8LdI8HcLoBog0+7Aif1hu9hxMuk+uLuLDwkJdrzKROMPSe/3xPD5tTkz6mASzXO79nqP5+IuKll17afptarn4Xzp/kf//3f//2MyX9xu+etxdMsNhkvdkG3vzT/FRr2z5Ofg/am1dyobFaTbSBLyfXO/nA8WHzUaNJGssFF/sj/VdML5TSePIiOxxrhZrrYTxcP4+aHoZDI/lM7gXENDf1Hi5yU3//saTfn//jP/7j7fe49bnz+uG2eafe8vB/tPj9U3V3vZrkRWN9z9T9tnjbyQf8I6fWUW8eTNYt8K3HdGaTeyVc1Iou+te6PsFRG+u6dYfeZ97ohgNDz0z0pYW86OI+e7qOwkljfazek3t+/YIPjeniXt16cXSOp7HeoVH3/HgeMTjqJCe1bi09gsFXTjBoLB/z6WhOcPSf9YbhNlmP9Qscv72rTrhMNMbB/ZY1CwasSU7yUCd5hTHpZfo2v7s+4HjU1AoX6x5iNVuhAABAAElEQVRuk/XYXHDvZw2k7dd93dcdpfGav3slptawpmugeSAv+UzqhIO+6V4dBj4T04N6R9/YJtdgdaKxmtPEbxtPTf+pGZOT/jlqtMFFzfXOpIfFlBc+sOhiThw166h8rDfqZO2a1Fyd9J+ay686HcEyh8KBceZDAHnpY3nJSe8c4UJHfMIwp4yf1Lu8um663sGa8DEvG+d1SI+P1B0ffaNeZ9bRVWP6TteL1lG1N6cm66j8jaePGplXE43huKc1J+MyWUdpbF6qefNyMs/1n3WC4THVRq1oo/fMh8l6DEPf4ETjyfsvWyI3/3j9AY827rkm9ydh7ffHV+Q9wvLczQKyvvnjZl7ikyJocg3hDRo2mbwtJBqUKWLNtR245z9wLLAuii6u3sCfLiTGa1AFnOiCsobyAtLvtsppqjEc3yA0+dn0zT36+A8VjDdhcDqqDwz6Zt7EmRgcC3Xf4p9qYyGisf6TUxod5eRmARcYtskLJhPfXMDHjcLrXve6w/rG26Jm4WfT/2DT2F506ePJgg/DXLBW6B116o1P544YfeodF1YfTBy1NFZ3Fx79d7SHi2l+W/ht1q3JPNc3bg6tXf4TSfpM+NQ3n/nMZ66ub37LGZ+jF1b9Yj32hpeL4Zl1wjpKY9pM/9MUcxxGN71qfjQntZIXHvIyF9TpKE7r1ssvv7yV3/OpPuprLnhD9wtf+MLVb/7mb271N0f0wOOPP3714z/+41fvec97tg84b5t34stJbh5P3hCWiLHmp3lFl25YtyQP/ANHnWjsBYo18KjGwsnJf7gjHzhn8qKna5Q1fTI38aGL3Jj1eGLGWyvwMa/ogtdRsxarlesenOm1Sp38J8zWQo+9WfjhD3/4tZ8piZc3XXC1pYFz+lff0RSOeeCNcfNc/xw1OfXmgevmBEMecKyjfn8c58k66l6Jvr1gmlyrWtPdt73xjW/caq1eR43GvVhSK3lNchIXjrWduZbT56jJSx/T2FxQ/wkfODRWLzm6Vh01uZgPNHa9c78/mVP6mjbmudxgsSN5wbDBkJcedh2fmLysgTSGM30do4+tN9N5gDsutHHNsw6bC9N11L2xsWo0qTc+NG6O+zDYdXGyVqgzHEZf16qjhos1h8bZZD3Ww66Z9PHGwZk3ut0rMTm5dk5MXmoeHxpP3oRoTuGgRtM3Rax7uFg/9Y66HzXrDY3pg8uZN7rdq8uNue5N5oPx1gl5eQ2D05H1pvz1X+uo8ZN7pe4BrDfqPLne4WMd97qVzjTyRY3b7lvjftc+HPPCT/bBmGizXqvoMl1H1Yo2+nf6HoM5JS849D7zHxx63UATm7wm2uDj/sZ7HtZiWJN1tGuwvKx9k/VvXUflYpvi0Nh6bE76YujkHkdfvnLzfyTRw/xWq8m1XF69rk/ju3r+QcfdC7ivYObnVBu1og2N2GQ91rvWG9dP+tB4al43WL+sN97rmlxj7oo9u/O6A01DmiCawP6sTSbsPiYeTZb9ufs+b/xXQ04mi02D2Z+xS+grPl3SecrnUlyq1ZSHcXQ1+W2X0PgSnM7k09hL8jiLdWmNy/HsXl5nLF3O4IRxdr2hsc1a0cVsmttZLuJeKi84Z9eb+JzFwaXrnccT8+LGC65f/dVf3W6ofDDhhsgbR29/+9uvfvqnf3p7keCFgpvzS9TiYTyr1cP87nP+rMaXXCtwOctnWufbtLoEVrWaYuk/397+/d///e0/mvRhi5tOLyytG0888cTVU089te3f/e53by8WvGBQl9V6ke3Fkpvv3vhcfe77uJz4T/MK4+x8Caf9fXNY/fZr8V671fe+j6e67PHP4KTJ2TmFU1hTPl+NGsvlUtqc7eM03tf/6HM5mf9n3jCPSzU/ymH1v4TGl+ARJ1hnTB9f8vUHLmc5hXEWp/HtpzoZ3zbBWDU+e2+cNhMe+zFndYnLJXAusW6tOu9zPfL8TK2LE8bZvOCcxYjTJXD0L060PmPp036KdSl94FzCaGw7Y651l8C5hDZrfc5qdHY8TeNzFqtr3iXW432tL/pGt4m2bvtg932ecJdYBC6BgfclmjyMsw2xajxd3HC4FJ9LaAzjElZe9dAEc9V3Mr4xcTmrz4oT9mT/1aaxHKb9W/5p4/mZ/MKxP2PhnOEifjhnuBhbL5/BicvZnHCAcRbnEhi4lJe9bWoTjY1xQfftbd9W/vznP7/9VIlvwHiD8U1vetPVN3/zN29vdD/55JPbt87v88l9OZ29WQjnrDYrzlRf49LY/ozpHZzOGIyzPMS/hDZhHM3Lt0J8C8O3rT772c9uffjiiy9u3+T2zR75+Sahb1f4sEUvPnbz12z2d82/3uj2bQzfoPGNO74TuyvGEaypNrfFCMt+amsPn+mfuEx5NC6cMznBCifcyR5GOGf4rBpPeDQmLtP+DedSfRyfM9pcAqO80rnnk33anMlJ3PLq8YTLJTCKLy94Z/O6lMbxmujSmPQ5k1cYZ/mEk85xnO7PrMVi1sce4zaxNafJ+MbACesMl7MY8amHL6lx2JN9eU3GrmPqvanGYYXT8+k+nafjjVv7eIpDjzQ+o80lMMrhEnml79k+Lq+4TfYrxqU0vgQOnc9YGp/BuGvsRd/oFgTZs982rpC+KeeTlDMWxiUKCeuM9S2Is4sbjb2RcWbS4ZA2Zxs0nDMan61zdSmvsxrDO6Ov8fRIm6nG61yYYuDCaHymRl9G+fIF8RJY9G0Le7Kvd9ofxVg1nmIU03ibuk+1XvlMMfBJ2zNrhfg2f5Z0dk7BSZ/0muxhyOmMNsbKR15ncGjc9c7j+xpff0rp94/9Z5PPPffc9m1ub2Z7c/F973vf1Vve8pard77znYfm7SW0kUM9fImaX6J36uX76nuXX/13puYwjtT6QVysE2c0Nnat1V2x9sd9i/tzn/vc1R/90R9tvwfvG91+dxcffw7ug5bv/d7v3f7j0/e+973bm9YP+6kN/ax/1RtOv8m5j32f53Lqw5oztaIPLmdsqvE+pp45sxaHV07WnTMGB6cz+hobn7M49bH9GUvj6Rwtp/ic4QLDdkYb8S+lsbmAD7yp1cfpPMWJCz5nzHhYZzSmRzzO4BhbXmc1pvO0h9NTTji17/jRff1nP9XnUhrjnsbV7Gg+/NP3rMaXyCuMs31crdNnoosx9TFeZ4y21gnb1OJyCW3kcxbnEhhysrlXOjs3L9nHZ7VR4+plP7UwaHOmB1ecM3y61l1irUjjKR96tO5NMaoLLmc0Ft/4cMKd7Nc+PqvzPv7X3ADe/9X5fvTuuW8J+RNsL5h888efWU9+I88NvM1vylkIJhioSc3vrvmtl1587Sg/9CmMuNh7ITdtLvqYMPhojMkE9q0pvxHlz4P9VhBtJr9l40UpfTWpbYKRxn6jRz4wYB3Vh8b9xhnMyW9nVUjfhpSbb5SVW+fuu9cztLFNfxNRrH6vCg+1nvx2m36Bo+5wHvZmw4Ny1H8ZnKN1aiwuNO4ijddR89MMamXzu1f3+bbqbTHoA4PJZ6JPGsuJTX6fcRt484+esU7AxGWijfHNT28WTTDwoQs+fs+rN1CP1tzclIs53lozWbcutY7CaR1N36M50aaaw1Jv69dRHBjWYdc7v/MN52G/g2ku8/fmtm/Qvv/9799+psR8ePrpp6++/du//epd73rX9i1aNVP/+/KijbnJPJ5eN423HuN6Zh3FAYZvDquV9WLSO7h4Y9b1BR/rxcTwoXNrsXl1X23XeJdaR81N9TqjsXWCxtYMODS+y/zVgL8geOGFF66effbZ7Te0PceDttfX11ff9V3ftd27eZPbBy56kN50eljtqjdO/CdrcdzVHB7Txw+L3bh1TxP62uQxwYBH3zb60vmoGY+Hn4WxRvSt96M4NKGvzeMzHybgA4Muk/UPdxrLzbWmdfRoTvzT1x6XydplLD5+dqe+1ddH53gahwdrYnBaR/vJqUkPyskGC860VnpGnbpPh3PUYOibT3/601vv+asP83ySV2uxsebU0TrhTmM54aT/YE24dN8Gkz4TbYxVJ9eH7o0ftB7zv81wcb/Vujz5DepwXXuZa528JtoYT198qvUEB4Y5xegy0cZY9100rtaTtUIf+8slnOBM/m8fXJj+w4l1Ld+eHPgHH9rY6uMDw19zDcN+uo7KxaZ35DOdmzD0sVrJz/8nwY7Oczgw7LsfPoohrrlJF/Wyjk76r2uDtdhcMK8mr8/g2OiDx/QeB4b33Ohh615NvkcMDl3U6cy1So1aA+kjt0mt1InGxtN3Wit5dZ0pryO65Ov//bBOyMn/4TXlYw21Ncf/X6+j5rh1wjbJSb2toWquzjSemr8uhec6pY8nfO6KfdE3uiVsQTLxvPBHeEJWczLidTG7K4GHHTdxw5hMOPj4KID99AYIjnxYzT3hg0eLgEmHT3gb+D3/kUv6rpzuOfwr3PCRCx6TnICljceTC4dxjD62MCZ8mrg4uchPehiXNMYhfRw/YjCYnFh5bU8O/nNJjfEqr4nG3djhZJ2wTQyPtDF+qs+KM8UQHxdYNjgTbRpPG/N7goGL8eZmL5imN6z4wPlqWkfP6EubVePqdFRnGG6iXO/8Rx56+EEXen4+dPjIRz6yvdH4yU9+8urjH//4dlF3YX/mmWe230L+zu/8zu0/R5r04ToXJtcF2rD6OIyj2sC4hMZw9J6bcFxooo+n9j/tWpXG6tX8XLXxoa0e9aLeG9ze7NZzNsetEf4DGW+m+JDlrW9969VjNz9R8uY3v3m77h2938GnHpz0b9zxyuQ17T9cbNNrOA4P0zieD9rHozcP8JnqcymNqxNtJ/qu2py9Vl1KYzj6mr7WibMawzs6B9Y+oAsMPL4aNMan+TThY7w11H82Rl8f2rjuTbBai43FaWo46eUz90rGqxNLnwkfGJfQuNcg+sbrvKnhws5q3Pp1po9Xjc/wSWMYUxxc3Bfbw3jQfdvDtF/zmvaOnGywzmi84uAynVdwzE9czmDoYzjy6k3qh+m5P58u9pfQxpw4u1aEgav+mZh84NTDUxz3xsz4M/fGuFxCY1wu0Tv4NJ+m2qQxTmd6x3+sjov7Ctc8WBMzD+qdaU6XWG9wT5szGsNogznVxVjvHcPCRx/bX8ou+kb3pUhdEodw04ZaecBhl8Bacf8nPH6kzf+EKj7K4atNgUutXZfI61JcLrFWXAIjTS6VV3gP2vct7l/5lV/Z/rdrb0J+/dd//dX3fM/3bN+k/fmf//nRm4sPivnVcO6/U+OH5XvJ3nlYrP/O83dp/NGPfnT7Dyb/8i//8uoP/uAPtg9lvOnthb3/+d3P47znPe/Z/qPJt73tbafeHPzvzPdIrLu0OYLxyPfBCjzS+HZ9LrnePNL4v17j2yM8OvpIgf//FLjk2nVWvUtyucQ6egkMmlwyr/9pGp/Np/FfTRrjdKneKb9H+4crcNE3un1L06dLvlHhJx98+jF5V96ngD5t9Q04X/H/2q/92odncouHTz58g8m37WyTT7s0JT64yO365s97p/alL31pw/LtPX+qQp+jRhd/7uI3Nb/hG75h+5R0kpdvFskJD+Onf56JP429cJ5+u4PGviGSve51rxt/oOBP3OXmz67lNfmm8L/8y79sny7R2RtR8pqYfvHTBvFQ96PWnPLmBJwzf8ao/8wJBmf66RtdbH2LdaKx/3TPOuHNPn826E2XifnkmMZMPhN9YPgzKVysV77hODXf2FUz87S/ajmKZb2hjfn5jd/4jeNvlJkHNp9G08WfGR81c9Mn0P7DRDWyrk8+7GsdVXf5yWtq8sGJvtNrDD40huVPKn1rapJXfePbKrjs54J8/VzBBz7wgavnn39++11kPxehx6xzP/uzP7t9g9Z1Rd/AsU5MviUnJz1sb7MGTs2c8gk7jOm1Cgdr4Be/+MUtX9eYicZygkEb1xl1nxrtaauPJxqL61olN4bL5B7HWPPbuu7+Bhfr+1Ezv6011jD6qJVva5uvtg996EPbz7507+Fapte++7u/e5uD3/Zt37bNa2unmrvfMhcma+C6jsI78+fgrsHmOKPP9F7JHLcmy3l6vTMPzHNbP4lxtE7WPHPBTz7QVk6Tb2rSBB95uZZP1vS4u4bD6P5k0sfywsd9l3ulSQ/jQ5t0pov5edSsn3rwb//2b7frnfXVfDi65pjb9MUHrzPXKmsFDHPBtwgnPVjvmBNwzNGJWStgWAPUadJ/tNEz1gprlntAfXNUY/z9xAxN4LjOTDDg4OIaYS5MNbZGqBOT0/QbvtZif4JtndB7E5zmkx6E8djNX9hMzb0HU2/3FZP+M56+NHIPaC2erMfWGz3IXKtsEzPHaaxv8Jjc56iTayI+NHn88ccnVLYx1j5rD+u+Ynty4B88XF/U3E8jyG1iXafs9d5EG/ra/MSe8ZO1GHfXKto0t/yV2MSsOe7TrYOu42yyVqgRXayBrsGTuSm2PtY7ri/m1WQudP/oHs08mL7nAcccp4dtiiMvutR/5oS19KjRWJ3MT/fG0/eVrMUwrMXTdTSN3fPLxfVh0jc00MfGqnU/O3JUG/7u+b0m7Fo10dha7BrB6Du9H1Arc7zXDZP1GIb5YD11H6D/pvaZz3xmWzPcl8BR90vZ8U5+QGSLowK48UBWo2mM9UbITZLjNSG4zmsk54mn0b0IdMyNWRdo4/iwMPisWz4WWoussUTDJT8++W1gr/6zcum8IloAbHJcfW7Lpxj8GBxcjLfQWhy7IePjPOOz2m04uGgsN4kuQnJyUeTL4hxmx9OPjzhwTBiP+Vr0yyuM8OxZ52HyyU+d4MCQV36rz5cRvnyB6rxj9LPRJnMzxcfGimOf3aYNHDcM8tJ/xsfnPjjx1cP6xqLkBanFZK9fePa3aYyLBT8u+FhI9rkXEw7rfBrT1VwIR81xKaY4e4y7tKExfwaH315j59J5j+McPnpYD9Z3zat4tOcfz/JyDAcY+sYFhL7l5Tzb53UXjrWi3qGLm7Ji7TG+jPx//rwGJh9zmsZyMtabwmHwKR++meM2foyP8/KCZd+6Ve/kk7/9bXHMTX2sB92QFWflEicYjrOwPMYFD9q4gbHmuHg8qHfgrJsY6q2PzQXzW63Um618Vm2ci0s+4dAYr/06Wj4rTlxgredhGE9fPs1xPkys1fjEJx99o0by6g1zOHxZGPl3nH4d46NOepiZ42F0A/Dyyy9vbzj6NvenPvWpzVevP/HEE1dveMMbtm9y61m5eINGnHBWzmKu2ojXeWM6Lyd+nu/fhMjHPjPWBos5V150xkXONj6NTZ8H4TSvaCxnWPWOcWGEiQcTK+OjX9xTwJOb60O8jV23xu214WOsddRcsBaXF6w0iwucdIlXGOZUfmpX/xmTT+fDCSsfebnOWAO7UaXNWgec8o/Dqo0Y3ZvAcQNt/F//9V9vb6i+9NJL25ve6Xx9fb19qOMFp78i8AGP/0sFjpysNzS29YKpuHt9ymc9X731DU3ErQ7y2GM4ZnxYnqefeQWP9QbNXdrwiQd9YNisW62jHrtexSef9itGPo7JgcZqVV71jvMsfWGxuKw4aeONT/WG0Y08/9u0gRVGPmKZD/rYGHVafXAIy3hmrI0fy6e1wjHn9tdxOKuFYZ9udO1+yTraXODD4pI2jq04+VSr5pb1cM93xTBunzeN1YrGcoFhrjMxy6f9duLmnz1OGqs3jeCuPrflFFf7tOEnHz3Ym0XlXi71Tlw6b8/4da0yP62jctLn+ez5OB5OGHxoY51oDYYT7z2GcWEUB1cbPVzzrOcwmldh4Qyv2HucYulhY2F0rVr1S8cN6FU+YYWNT3PcfZsxe5/irTji8IurOsNh5mUaN6Y68WfGsnU95qOPaZwWsPgWq5zCgRGXfNSbNq6b1gm4+fAvnxXD2NXHOX562Dk1s+7kByefHts7v/cRnz7ycv/nfPc5d2HA2msDw3xgxndvsR24+ecujde85CQX+tBW/7g+xPs+2vBJYznddq0qL/usGPiwfKx/5hZTr9bAxsZpc7j5p3zg8bHVf/joY9rll097OMayvcbrOup88yr/uMBijpePx87TVz7Wm+ZmcfJZudyG47x6qrc+NrfglhMcPvHZyLzKJ06dh6PeOKnbXhtj650Vp1hxpQ2d5WU9lls+xsWFfxYXeyYH118Y+s74+Dgf59swnC9vfMWDw7qPdD6fsDaHV/+Jbz4wmuPOra9djV+3cPYYjuPTOtoXL+RVHD7p4zFzLizPnV+vVXrPa8Z6h091Sh8Y4Thfzl2rzCW2X0f3XPjEJc58xDOnrBO4wStmGCsXGIzPel4PO9ea0xxfYxm3Ynle7o7j0r2S1zCOwSym58U0Np6ddwzGuo66luNUnHzs91zgrHy7VjnG1KqYxq5bPmHwx5Wm+kZeNOm9u/zLJy7GFaO8nONnLsAzr+Bc0i76RrcFwE2m3x6VBMKa3QVWISSkSJJJAEn3AphQxLc4SlpzOQ+jC6xxhFXwxOPTDZM4FiNx8NHkjvGx1xg2HGxdoBJV0+QDhw8e+LQQ8LFIhiMWXpk8nJOX4zCMxYWv8wx/zcXHZsHKnOMnL/GYnL2Y9Sa3N000g5yc5ytH+skJd+a8WtCPwaWvC4ec+OMHAxe+uGhcGHuN8ZEbH/rKR158Ha8W/PB1HBZzDr44fJn4XTi2Azf/0Iq+OImPHwwxM/naYPFxTk7lBV98pv/yobHHbTDEwtcx+YQhL4+Nr//g0S88z8uLj/wYnPpYPeQJR0+Iaby8HV/zqq/wSWN1qlbm1HozBZs+1VtsHGgHCzfn+eljmI55wUQ7fBit6O48bkzv4Jp+jtMvfZznX0/AKNcwxOIHI23kHUYaw5UbM0a94VVDx4yXOzwGpznpOa6eyx2netve+CwMOPiKZV7R2DHc6lHPjacv3wyXehS28/Wx2nvshTaTOx+a6IlV47SDJVe1Uie62HAyHp/6Bg8bf7i2tLH3XHyxwtKbsGgsJ354wsAdN8fSzmN508aGCx74ygsGPrdpI+f48qn/0hh3XPRe+eMAa9XYWPOYX9qoLy4w1VE+ONvoyk/eq8EQx8ZHrLX/mheuM2lc//Fn6SpecfSsT8R9S9O3/rpZFc83Pnyb9rd/+7evvOHoG8nwvRn0Uz/1U1c/+IM/uP0mMk5i0YM++Itli7dc6681LznjCyP95KKWNvGc01ue01fNywmW8zDSDw79aEwjHBg+fOCkscfMPh5iMZzhwIBlg2XdYcY4j0s4YugrdW2+qDedjc/0tjh8jZeTeOHwcz790oYfnDTpxY7n+i6diwO/HnWs/lQrsWx9MzdtxMJ51bi5Yv44blt1MbZrh3nD+Kz60IPGqzZ8xPJB1l/8xV9cffazn9367E/+5E82rvjK0V9+vfGNb7z6yZ/8ya1P+4/C6c2qk/5LAz2ZhvKkj01Mhk+c4TiHCww9SFM5ylkd+OMD35YZKw4N+DinvuqUnz7GgTb2a/95zmhso4/z6oCHWsGyGY+PmPIQR4w1J+dg2DM6VCs6NVdwwte2XyscM14s/uHEA6eVC970q0+Nz2DUP81fGsPCG7d6lB+fdA4DF/XgB5s+zQUx6ZDxSz95rdZ8Ui8+tFv19djx8lab5uaqMQ71jsfi01a99BATm0bO45jGzsF1vLzlJ2cYNtqoIbx6WB34wKK18RkcufGpBjS27uBP43q0WI7Xe3DoVm+kHy40wR2enOWk1/nYyjcuMMSCB5/G8mkNhMdgqbc85FNuntcvYjHaNx6W8/LEQxwGw4YTjLa1Triqlb0PZbu/MRdwVncGQ+7422hWreDiapOL+LYwcMJX3nuNqxEsPuLIp43GONhWn7hs5G7+kb848PCTjxrTiMmFj9ydZ86Vj+dy4iOWx86pMy7VSA6wbOqKM/3kHq59/YePnPjAgFXtxIFBP+dh883KSSzmfDiey1c/2MQTd18nfmLY+InNr/UPJ/OKLmomJgx10k/lhCMMvh47nsZpYywMWHxYc1xcFg4u/OGIBQtO2urD+sh5nPDJ4OACQ630eRhyw1V96QKHfz1KxyzO/JgY4qkTrVk5q5c8cBErbfjgLY56w2gu8KuXjVt7SxxcVm3k0nUILv3ksa6jMNY5zEfMcGDIhwZpY77ERd/YxJG/DV8YdKx29uokp/SjSddgcdVMLHhw5ANj1dh4G5+0wYcufOGJk4Z0SmMaZGHIS65pTB9Y9WF9gTONxYTHys09f/XTL8bCwAV3fvjYGx9OXBzHGZf0kwu/eKiROHjnA4uG8YBHF70DS2wbHnzUz1/8NBfk7bw48bfHVRx7PuKkS3k1L1cfNQwHFzzxgcXk1DoqL/PSeL3TOHE87jkMudCH4VO9cZGTHOotz9PFcRZWGuPjHD71HU3ohIvzcJzj1/h9neimF8TzGg7P+kUsuTuGMyx+YcGXGx2dd5wm9U7XKvzhOF8f82cwium54+Zl67ExzstNHOYY/YrpWFxw9tg5fNPZGPOj9Y8+fOhnc542NnFgeKw3YdCVVsbhB8djZjzs5pRjdNEX5a0G+Ki3WDS+tF30jW7JJ4Kfs5CwxvLtNeSJ98orr2w3fZrCc/6P3fxplhdkfL1R7oWbP1sgUEJ9y7d8yyaQ574lR1DjbUT1BoI/+RHHZPJmsG+BaSy+8PhaTMRSHJs3KnBgznvDwgT1JnKN4I0McRXLm/i+ZSmeF+24yqkJo1COi3F9fb2NU0AY8PiJ23gvOjWMRoGdiYWrT+j8SShczfB3f/d3W/4f/vCHt/PGafQWSd+0kKsYzIVOHfqzITniQiObpnOeRrhoPnw+97nPbdrxr9HLW258/MkM/UxaOdL7m77pmzb98IZJf1gw6AyfjzcI9It623DO+Pqmkm+ciQ/fi/h6xnn52vzJmef40EZOHuMjhlrqP2P1E59waKxf5OUC4Tiu8qpW/uwFlv+kC19GP1g2pv9MXH8GrhZMT6gBTeTtPF76C2+xaSf3tXf8SQt99Yeeg2Euqb1FDRf5wKBlteaHnw0fceRljHP8/PkXPfnIVY1e//rXb3zVSl4t7jS1qNne9KY3bRobQz9c+KmtOolBZxi0kxNfedtojDO+8vazO/zwkru5Kq93vOMdr+VAP3jqgK8YxuMCjxmn381BppfheWOHfnjoHT7OZWHAyQefOMtPj6qDiwOeNvqtGltvxMJN35WXvqCzPQxrl3E08wGV43TgQz99qlbyFcf6xsfmf3uGUd/giDMueMqr/vrWb/3Wrf8cw4Uu+o8m3njVT3rUfNeP9HPRtKk3fa01tNPHdBOHhvIzF8R+8skntxpYr/F1nn54ZNYSPZqPXtHHOIhlraOfHpSf+uMqnvP0MtY6fH2zjqYNDFxoZ998sTe/+OnRjB995WSOi4+L9YSvzePWEv2uNtYBvQcTF3rRxO8YwyiOPX+YcjDOnyN6Y9sarY9h6CdzQL/4XWR89I0aWgfkDUNMdaNf1yG4dFbTNJaXWrnWwFJD48XO9Ipzeou/euK3rjf0Fwcv/SY+/eTlOUx1Ugc+csfZGx0wmfzpppf5qp9YrZ3qRA97OtPTmHUdNUZful51rYfvz9n0l7mDNy35qbe56bk4eoc/HJvz6i6/NKUzLcWHeX3TV/TDu/VIvs7bcDHvaMjUhZ+1tDjmWtqID99NMe3jo4/po/7loP/lZKNL9wxdz+gMx3k4+k+daFNdnn322a0OtFWz+kcsNaeBHjG/5IgznXAzh+kI25ySWxqrvXhpqFZypp/YetBmLbFm8E0/fnLU2/DkLDc6WYP0Be3T2LVKHL0FUw7qyVdcJqZa+gsIOdR/8vBcDtZy/WANVO/qYCw+1l294F5T3rhZ/+S95iSfp556astJbPMFJ/MLn3rp6aeffu1mnn6O60UmVzHw1e841js9loO+4Gdz3hy3Nz6DoZ58acIHb7nTUJ/Uo/KnbTrD4ENjuVuDYKvvKzfrEj+5q9X1q3NBr8tFT7oOVSca63M4eot+amm98RiOftWj4uBML2tW87e+wcF/fGo9xU0+fORuDH5qJne+uIiDF8MFZ3njVN7WUBgMnnrAx0Ud8FVLvbpqrCfwtukbPv0ZrXp1rdKn4opBP1xx4UM3492zqq1+gYGzWsnJ9cdc1Os0kxfNGJ3h4ElfeMapt9z5yse1Sq/74MoeH9dk8xpvOPUL/XCsNjDwkSMfJg4tYJi7znuuVvZrneQjNxvcctS/8jLXGQzXh+anGugJseDSTyz95znO8NSSfviqlbmXvvbWAPqol/7Ao2sVbfryDxy9AYfujvNnNLauqwHOOLoO0bn5awx95M7fJg6ONlysE/SXsz52DF99pw405oODepq/8PU6reHANc49uLzkRzvjaWQs3rR0z6q/6KV/1RtPRj856U/XX4aHuSeWGMbBE4N+jq118hwfa7XcXYdoI77+x53e9vq4dQsHc0G+/HHRN7RxffA8jfVLnPWiHGjMn+nzYuBCV7rpHfnh6FpHG/nJyVjHcdJf9IWNT71l77oJQ02sE/qLNrjBoLF7Luub586Lg6McmJzE0FtMPmrOp/6iDw3F85jG+k8+WVz1n/N4uOapDz4259SgHlJLnGCWN31chzy34YKT/tFfNKCT+031YvRz3PrDYOg/nD3GxWYcH/HMU9dE6ywN5SuGOUwr+ojf9U4sXOtB2uBjDulR8wEOHmrBTw2ZvHG5vrkelYvrq76B0Vqsj93T6Jc0xqNaOS8WLDmopT6F45ppLdNbOKurcTSWF580ddxrf8+Z9Vo8G1xzxZqlptZinLvv5a/uaSOeWLShIV2rhXHWEng2muDinsv48hJLbvJynp/1gPExlob6VJ5i0Y++bXSxlqhD+snLYz1oXD3KRx/g1zVRHHnJxf2l9dZzfWP+8YVl3aeRueC8+pln9nHRB7iY43CrDV3g2Os7Goijtxyni9wYLPgwrKPyt57Thh9/fSoPc0od3LPSpd4zfl8n/WAtMd5Y/ORDI/pbB2A51txzjp95i7e5Zz47rv/pAoveeOphGtJET9HYeXzkCt+9OoPhWkUTOHz4eu79Pc9pAZuOMB1TBzj79/foZ6yND399g5ec9JX5iT9t9Lf1Gi85qjWd9bG4zsOwnsBgesJ5uWX6Rt6uwcapgbz56F/n8LmkXfyNbuSIoACS0GAJXmE0j6I5T8C1KB4rosWGP8F7DNsYzzWfx7YKWRyFEV8ci6zncGB7zBznAwcHsYrXRYsvngogjvP8NXk4zpdPGC4YJjAzDh6f8jRGbA2z+sDO4NNOg8KF45imtGjXZLRIS35ipU/YjrP44cIHH7ViNBeD2Xu+akyjNW8+NE1jceE5turnGByxYTjXebGcx8W4jN4Wv4z/XmOTymKVqT0fuhaDvhYcJj7O8fWYno6blPYw5I0LTR2DJ5bHtLKPb5zxgAXTeVYPp7FzjomR1X/FMhaX9DHGOePsxWDOO8fSj8b42fQf/4x/eRnHRw4WlfjCdoz2xeEn94wv/cSMDw3yl5vnuDim3jY44hpv4wPDxtLROb6MNrjAYi3E4ThmXLXwXCzP0y9tzJk1D9yrAwyxjAujXktjeHzg4GdT83gbJ18a2zyWC/76z2MmZvrlowY25hjO1WDFyB8nPnD4yUve4uy1wc8GR87GwCmv8qaxY/KEHY7ndGkcfziOp1/awMAjWzXmgwectOCv1/Fh9nxozIfG1r+0EQ+mcfbxjRMMPmLxyfjRxnG4jaNdtUrHtOHjHL7w2bqWFMc4euEqpjHWZv8BoBcUn/jEJ7ZxcnCz4mbEzZGbVceMgyWGWDjiANOWNuknRhrjSC/nmL0x6gXXhk/n1x5IP8dcp9yQsbTBBRZu9vjZM8fwwoU/i6c1e68xjZyHYc44z+xxlYONwcZ79alOYuGdf7Htq5XxnhvvxUC87I3DGQYLK32cx4cPS2fn42NMnB2ziR2m5/yrZVxgtf7wwZOPcbgZQ5vqwMfYNXf6wzHOzaUbUP/B5IsvvrjdC7ihp50548WbzZthek3vurlksGHg4LFNTjYx00Ne6WccfYyzx0Mc541n9Qkcx5zjHx6f9EtjfOVtbDj80xhH5vmqTfrxTePN8dV/xIYpfudpSQPPmf2ak3zkZWxjmkO00L9x7Lzn+cDHk6k1n/jzk7t4HuPGiuWxY8bvr1WOlzsMPIojthz5FIsm+MJhfNwPtI46xpePDaa8ccOHpZ86GW+TDx7w5QBDXHnbO+ax67TxntvSGOc0Th+YjI+88GHOe+y82PBg1zdii7PPGwY/Ji/j7dPGY7i0wQU22+Pgs9fYMTjG8ac7XmLY9FZ14icWvvTynK8X4Y4zx5zDZdVY7mlMP49xthkTr2LDwsfxFUvNqwF+dOEDD4fycE79YfCBgYNj+zo5X//Bri721hjHGJ7NffjmeHk77zEsMauB/PIx3mP6Gd+2XoMdKw5feYmpBnBx4YOb42E75lwae04XeRnH9Jb8M/64iAev8XyMZ47JQV7x4V/f8OErTlie28SFy+yrUTrUa5vDzT8wxYHD0lBcPBgMecGOI369LuWTNnzjIncbg5XGcYIhfpjOO4YLH1yMtze+PS6Nhb3Ovzg7L1d7pof1oBiMX3NcXrDVgL/YrPPrHOdT3fjgbwwMmHJZe4QPLXFOY8dYr8c9hlnveMzg9poTb7xwYekBI397fOB0TG27nzcOPz5pIx+6FIcPE9tGA7FsDI9iOw/fxro3FoMPTfLpmBxs1YE2fNIYH5vjxjCP8Vh7Bf+1H2HCoXHj1vsg5413njb4eex1A3yGk8eO6wcbs1Y0Bra4csbJc3rXF557LBYfWPrTMXjOp6XzOKfHuo7yEXPtG8fg5I+bx3iI4zF8220+aVxe8qhPwsGb8YHrOIOZNsWgF/0edK3iu8eBia/xaSKG43I0Bje50whHvGjF+Nj0AAzn46QHnWOOGW+Djb9z9Y3HxtY3jSn+Xps07jg88fmH4TlctRTTc4a/fNSgY8bJwdoE07iw6m9j08XjfJwXvxjyllc+8OQtJkwxzXPjmWPOqQ1ujsuh9XpzuvkHBp/4mVNdy8MxLo3TGWY6iYUb/RzTw+KkFZzqKxYuYuC35g5DnNZA45j3EjP+tBFHb+Er3iXtov8ZpRdgPgXxqZtPMtzYWdRdXDVRhZEYIT2XmEWJiIQiHlF8WuXTAJNyfWOgYq+Cw9B4BBKHYDWDT5BgENanteLYargaLVE1Xz542rx5YVNEn07xEYuf8WLhlcnDOXk5DsNYn/Tx9SIcp95kkAs/xc5qHHmJx/j5VOiFF164+vVf//WrX/zFX9x09im+mHSQF041LD00TS904GreXixb8PqExWO+uJgIMPizNMZHbriolXxwkgt95cbHZrwNVhjwxYHBYNh8UyXzqRt95S0+/WDsNZYzLD7OycsLfr2Di/6TN2750NjjNhhi4euYfPqkD45PWX2q2RtTOOrP8DynTRrbM/Xm98rNp8j6AE918ljMYqnXmld9hQ+N8a3/YPgUTL1giIUvfaq32I7Xo2tP+IaWWI49dvOtDnj4MONxdh43pnfEST/HaezTaJ8GqrX5bW6pJwy9J6cwxIIDI21wNhfg+DTPJ4DmuHoxYyyO8rd1zHi5w2N6onnlOa6w5E4/fUUbfGBmYcDBBQ4u5oRjPhmmjZw8bz7ZZ7jUo7DFEc8HUDA9vr6+fm3940Nb9Vw1xlMcWPSDo956x17/0Q6f+gYPG23g2tLG3nM5GS8v/exT475lLSd+tIMhrno5lnYe0w2OzTqqf33i6w1NGPjcpg2N4ssHDj+1tqZ77BtKeq/8q5NzmbG04Zc2OPv0nL+c9AzOtvpF76wGQxwb7WG1BtLGetO1Ko3Thj9LV37FUWOfevsmkje1zS8/IeFNbmZ+PPPMM9saba/GdIOJL16w6hfXTfPJNxds8aYfzuKtBgNfeaWf2Gpps1Y4J67ncMQqJ1jOw4CVNvTrmxnWUdcq618+OPOByezjIRbDhw+d6WJeyqkbHGOcEzMcGtPH/NTDjrf+6T/a6z1v4qZl+okXjvjOp1/ayN23HeTsWwPy4ue5c/zonOFSjzqmN22+fSCWzZziQxvPjdc7q8bNFfPYcZvcfSPK/MSFvvIzbxgf9aaD8X0zwhvbf/iHf7hx8E0x+dPN+unbXT5Qed/73rflJj98yx/uulbAxRlfa9/HPvaxjQcu5mca8sEFVnnB4Se2jX5wXBfMc5qquZzVgT8MXGyZseLQj48e5Wde5tc1jza4rP3nOZOLTe+ogc03SVzDaUwX47sOpa8Ya074wLBnelg+1mOP9bA10DzF16ZHcdrjiGVesK4vf/VXf7Vde62lvlklDt70w1n+MDMYzsOhC7++CSaeuVCP8lMjGGkHRwz14AdbHDj6z2PHzctwHLNZ91drPqmX82L0rSD9aR3VE+WtNuLsNcah3vFYnOqkh8xx/axe8eVDYwbX8fjKT87mlBo999xzm7Y+VPTNNLzTD28aGZ/ByQdXWNY/dcXfPX89Kpbxjtd7cOgrhj5OP1zc5+Cuh+Usp3zkI9/VYIgFD34a4+Le9vrmnoI+sNRbHvoCZ3E9r1/EYvrE+F6ftZ5bd8RhcrLhBKNtrRN9xcLZ/wOAx/oNOXVnMOSOv41m1Wrla00X36ZWaWy8vPcaVyNYcuJnXvYN3dYbPFafuGzkbv6hjxrAw08+ruM0YnRJY+eZOOXjuZzgiOWxc+Lwc39ivHUElrzUFd9qFa59/YePGppTXg+ZE/T3AXlzin76iT7wsnISi+kHsVzvmHytN3pCPHGNT5v44GnjR2PH5WT9Msfdc+FkvRATX3WyDwNHGPvreOsxPu6NbLD4M/rjJC4LBxex4MtdvegjV9v1zZyoj5yDgU8GBxcYaoWvXoZhj6u/1KMLHP7mAg3pnBnvPD9Wj7rnojVLH/XCw4ZT2vDBGY56wxBH//GjtXsKfNfewpnvqo1cug7BpZ/xrlew9GCvXfnKS71pE47j8qGBx/LgY7w+1r82ceRv4wODRjCZvTrJCY5z/Gisd9Ttne985xZLL8KRN79VY+NtfNIGH/cDfL0eEicN8Ujjjcir/4QhL7mKRRcaWS8ee/WveOoL/HEMr5zs3Zdl5qT56X0u1yjj6YwPDOObD41JG1zkLQ8bP/f8xvf6F+98YNHQ+IwuegdW/QmDD93dtzlvowsNxan/7HEVx56POHRxfXGNoI15qf9WH/qEgw+e+MBictJ/sMyJ65t56fWD3mmc8x73HIZc1JSplXrze+XmvRPrDI31sThyTJf6JiwYsPjVWzh3z+/6gEs4zsFo/L5O5kD6uKeAjYtrnlhydwzneicsPOVGR+cdp6011EZj+joPx/n6mD+DUUzP08b4dOw9NzgMjjWtmI7FBWePncOXzl7L0AQX96StS7jUpzBpYxMHhsdhuI/UY3Tt9ZDHzHG1gJfRRV+Vt/OwvP4QC4/rm96pJxp3Zv9/vq55BuXVsUTSmL2oRVRChGHE4aN4LAElng+BLLyEkbwCeJ7Q/BJoA3n1nzD4eVwTGq85FUjs4uQfl7A67rnHzFgFgw3L8c4ZL0+5ZPyK4zEfPGzGwZMTPowvP+czeI53rufyKjdxjYFvfLGMabJ0PFzPxdZccgkDZrHsPQ+jsbg7x+zxdwyHVeM05aOea17ipx0c5x0zPis/z/N/mMZilYuFkMae67+Mj9yzNMVHHBt/4+hjEfQYH+cyGGu9HW98PrThJy97Wxrnn36Nsb9NYxj6DwYt48uffp6vfHBZfTwWG05+sIzN0qbzjq85lX8aWwThwYXPYNCv+m8Hb/4x1jl7+PKGYzwcj23FMA4O3z0fOBkcPQqHiYtP8dOmHmscvuE4Z4x+UW/Hm1P5wPM43BUnzqvG/Gxykkc+9nRfc4JbHHt8cGn9WzUOhw9fOB2zDwe/+g+WfGyw8GwMbvRLZ8fTxmM54OtY4+E5HobH4tqvtvoYL5axbh6ci4tzLJ8VR4xyspe3cbg0x9XOccbHGOdXc7xz9sVX7/JSq7jAgLtf/8o5LGuEm0M3Qc8///z2wYKbaW9qeMHz7ne/e/vPJnvx0zjciuUYbXCKy/9m785+/uvu+Y9f4k8gIcb7pkXRlqqxWtQcUxwQQyIOhBNnSAQHnIhzcSAihhoSMSdiilZQc6mh2iLc5sScmE5/38e++2xXP72u63t93mvj1t/9Tta192fvtV7r9X6932vt4bOv/aHTOjfYp15t8s1n28PTRttiyof24w6Hn3flX3XwUODAWzVWR79wMnj6UdKovmCEJ5cy9S7Hgm0V9azrW19pY8nP/LKkXzkQ/m3a2KZ9uZju2mhv/6qN/m3L+GSbHKzeXdq0X1tt4tt6mpjXacxHfOxPT3OAiypfpLhB6uabk3YXWc6NnBDKLSe7L3rRi46LwCfedHGBFyt3Vn3iYL91/a4a88+2fFfnNn3WeNsvnnwxLnyGmWb6CkP8srhYMvVxp48xzuDWpvqwLzUOAy998QMGjYt7nC3X+B8dPfoTvs/Wy79O1PWr2Fd/6uByyUcfmb6KOV4KfcPAl++WbdO2+Fm3Tx805ldjC059VT+9tGNrX+qmMb/4s2phv77wXc32+qkOP/Bw0WRdrNa8gRvvS6w+41ru8D0+6QDP/vS1tC+/rfNbHYY3LnTSd5yta6Nu2OqH07p62urHPnjV0c7+tb12d2mDh7rw8NO2+rZfamybvsLHVR1c8is+6ij5JQ5tw8e6dtb1bVxqi4vl6sclxkHyTX61LmfwEa8n33Sh7nrP9pWz/sRQ3wyPdb++1KENLDkStvr2rdxsY7bDYmHC4IsbQvwq39Y6uKxWW0tF3ytfWtkWhuW6/9jx6M8lH22My3IPL3zUY5Y+0zCjkc9rHZrA6PpD36t+9muTvrDyKVz78YHD+LTmn/r6vPSr7dpYV/hhDoWlwF35+iz3VrNf20wdOM3p+rXtss5tOPWlLv34jYf1Cn2YzzBWbWxf9ZNb+oZh/qPVpcbFhNaZ/uMSZn6pz2hcm+rCXs32+FrijAt8+tAJrnrpow7eq1/2tR++NnJGsV2/yiUOfitOvmqjDz5og4eCmzr1pQ7e6zb9r5+t68eYlDvahgN7rZ9ettnXfn2EgQdMeJbppy5s+1ezXR37rOOsf37n02XMb9MYZn5b19Y1qyUuMGCro+hTHFZ9tcM5v6yra4mTAgvOWmf1AQaDv9aBo62l7fSCy3yO27Hh0R+8Vgx14sEnxwh4fFhxrPN1tfy1ZPqqDp+sw2Hq6Nu2VZt4Vwcf+dc4gINX2tQn3PImPBy1Z3wUT0sY5REc21jxPj686c+KYX9ziWu6uIUHJ/743DZ3gVVH0c71r3OlNF7jA2/Vp3bx81k/9FjPR9O4vuiXJrXFXYFhqY065bElf+1jljRLK9tqa8ns1xdf1OML3LVNeq98tK+O9XKL7/l1dHDin7cccU8A5RSnffviW7CcXKFtu88IQEBOE5+QPmeEWT+3fV0WJALCgKX4nCX0uq19LeHoD4eSZ00q9eCEVbt1WVDVgQETFz7UtzqKRLvLqkO/dMVFgZk9jo96+tZu1XiNi77Wz2Gvy+qol76WPtvH4nWfPvalSfj4hWHbQ3xSn3407gTR51VjWPdpbD/+YcCxfplvl5+1uzQ4+qIJDHrbthpu8Vu3t84n+7UP55L/fe3DST9jocmYD2tbMXicX/ioU+6kTXG2VFbcOLTMJxj4OGkIpzqWl1qt+1rXTxrbxs/Vh/y+DwuGSZi+Lpbwv9Q4nPq9bZnvfLHOz8uYp99t7W1bMboohbH6lH73aQxr1cYBln+wVnscBr/j1DwKw7bsIdqogzcOcHy+5FI/d3Fa98NxImQptvCYPpTL+MW1OuqXN/iImc+rX/flDBw541t1Nx89meaJ7vLHSZGnsD790z/9eOLSN+Z3Gb76UtKYX3Swj62+34UTd77gZpxf+sDvtLoNZ9UPTjfB5F/t1jq3YbRNfTGGkcZrHqt3+bm261IdOHI4nDVH0m9tc7mefvSgbbGHk24r5mX7PqcfjE7cVm3Ug3efX6t+NC7mOMUBNt2cEP/doye9POngBybd4H7q0VMu6mnn6Ql59sQTT9y87GUvO75g8fTVanFet12u00X/q8aXuRO3y7Z9th9v2hgHPsNc7SFc0g9ON0VWbeBVZ8Ve14spjOZRWq8+iIPP67YVo3U6lMfGFJzL+F5qVdt1qY22zcXW46lePO7Doh+c/JIjU431jUM+6Tc+LfV3l6kThvMk+UinSz75dReO7epoxy85BGfVQawuNb/ESxt11zy23TZmXVmxL3H4hE/5p+2lT+Fctu3zqh+NGTy42rK1zrHhlj/6Vr/8a/675HOfxvmuDZzmG+tx0fV9GFETA/UsPSkPk9Zw6kddvt0XL/UVmqgHZ82//F75xaGlOgo/4Jhz0jhfqnOpVxgtcRCn5nSYlzlynz/haLNqDDMu6uDj87qtti1pB4cvXcdc9n1f+xVHOzjp5PPa9nFx0o7Rjy/lH5z2wVDuM3W1oQ2fmHXbVrvUfN3XOv748CuMtd3qX20ul+roG4Y5VJ5dcilHL9uun9OPNuVquawevx+Hk364yD/65Fd9wXmIX3RIm+b1S79WrcJfl+mL1zpXrHXy6T4sdeznlzkCHr9Wy/d127reflhwcINBD4Wpw9S5y9JP2/V8lFarPURjbdaxAHNth8+l5msf1nFVTzt+KXDypTppeNm+z+rzTXtLn2meNpYwHqdNdeA4X2reqt1DcHAqPtblDp9WLeCsn9W7tOpoW/6t40t9fq5aXWL4jLs6aazfS43vy18Ya1z9F1/c8Fn7t/0+LPuZ/ssdWmtTH+qEf1S+5U/74XRubP2y74dorI35ZtU4LrrWl8/rtktK9jXfqE/zy77vax/emn/8Ku/af8by1FeXnEHobAzBFIRd6yToDKwdLv7VwI2VV7ziFTdf//Vff/z40mVy7eBP2j5TtJlwf7bNswo8UxU4a+46w7+zuJwxV5yBkSYTv/yrlhuQX/EVX3Es/SuZJ9u8E/nTPu3Tbr74i7/4zTcC6uchyzP9ekh//1N1Jhr/d3F7Jml8GxcXGr488SO03/Zt33Y8ze2Y74TRFyZy7OUvf/nxKo5P+ZRPOR4suLxg++/S7v8q7jMp//6vavg43s9qfLtCt43x22s+fuuzGt+u0Zka397Ds1ufVeD/PwWeSePqTC5nzKNnYMioM/3azdAzuZylz65PzzSN4/O/fR/xDF3/L2G85RHnE1j7tsyFWv/m5OJs/ebjoV004HwrKSEmGPWFk/ZwpsmFT2Xn2wb+sB0u2uPCL3hpZfs1pl367vJJY/1PNU4bGDvxTpMwJnx8qw5H8SXCNOZnaQynOOcXna61szSOT9q2vIaPb+7K4fWbzWswqnuGX/kEc0fjcCzhTLQJg19yb4LBD+1pLJ/NxXSeYOHTGNd+goEPnGI1HVP5ZTnVV1uGyzUa4+8GpKe3/U6C15bQxasjPvVTP/V4P95LXvKS4517D/km+2kWb/mbxrZMNU5fGDt5DIe/uxqvuTPlQxfnFdorl08w8PWhlj47foWhz6lP2ooxfTyN6JU33mXph0w9ue295l5Zwm+/GeDdi15T4hUl3hEo5zyNYRydESsY/rsmXaZfnvNHYTvanKFxXGBNxuPhxKM/4VimT/seutQWD7HueDfVJz76nmJoG87OnA6HX8rOsSoulvhM/ArD9UfHuwnOqg3MZ8KxCg/z4K7G4pQmk2MMHjC8hxUXT6bBm2Dxp3Zxov21FqddbeAwnOI15RLGBIe+zo8ttd/5IhNGdobG01jjQN8zNIa1mzurxvA8GTm1VePifi1W2ljuzDcrDi7TmMOh8W68u86DR+PJeNA2jXf4iEl+7c4Vcea4bgAAQABJREFUu3PxyqUYTbSB4xyRab9zbpzOO9rgcZbGYs6nCuxrLZ+028kd773GgzaeyrY+MT4pOxrzSWE72mjfPLqD09iEVy5bv9Zcf/ALhvO3HazLvk+90c1hZL2w38EZ0SnZEnTaPkdx2gniilOCtu3aZQmRT5PBUhsJCi/Ma7lc6hvutTjqx8HgnVoY2qfPBCu/dmLu4Fzh065fuPBpojF/lE46JprUZtV4R580nvqED3/cgFVwmd6IiEs+TnInjdNnglH/MMLbwcmvndyjsTx24X/bvzjF+b4lHoxfOzlTH2mz41cYu/qmcTiPG5/qv/GNbzzeyf1zP/dzx4+K+CEZNx0/6ZM+6XjK1o8wT63829Vm2v/aLm3SpOVa53Hrxanc8XmCo32vw+gG1uP6vmt/XO7a/5DtxUndcuch7W6rQw/nTP4rwM3tH/mRHzl+yMcPQRm/fjjOje6P//iPP25294NOzZe4rLGa6ItXGss92JMb3Wu8Ye5oExYcPk39ShvLHYxw8JmMT/qKp3erd3Nwqs/KZYrBDzhKNtEnDP5NdKlvy/ya+lR7Gjve4bOLBXPHr/SZ8kiXfIMziVM44sSmfMpjr+1yjdd13gF65R9YfJn6U3dpI07WJ3i4aMt2NNYeVvpOubh55dyNTzs3us05aTzVhk9pzK8pThjwdjQOJ7/gXWswaJw+Oze6YSlsOleEUe5M8iYNYIXTtmuW+QJjh4c+5XA6n6Fx4+oaf6p7lsaX+u5oRGM2zRttXUMzPHZudOOi7HA5S2P+4FK8z9A4LNjXmtcIak9f8/FUo3JHe+sTv8LgA04TDG3DSZcJDoxKfCwn5jpIzF1/TPW9q993/MZHdtfOa7f71sPTSK95zWuOX6cvKa7FcWPGzfKnHr2P0kTpX3avDQLBtP293/u9YyIg3OSEAY4k9+/EnuDrXT3X8pEMfoHdv71rK5hdrF6jj19uxeNVr3rVzcd8zMccOrtwutb6VVta08nTYddaA8Wv/rq4EG/lWm1o7MJezBUX99di4I6POCkGbxPTtX6Jk18N9sNfcu++d+zeh90vV9PYwd67yq41g1/M8YHjxtpEG/365WpYNObTdDLxA2lpTPPJTRE5TOfXv/71x7gU84nRFQ6fjFOvkLjWnCh4opJPxsU0//TrhhV9LMXbeLjW+OEX6j3RiYs4TWLOJ78w7ilRcTJ3dVB7KCdjUw56ghkHc80kb1xQ8Esee+2Hm8PwrvGr+cYvudOnd6VN+RgLr3vd647XP4jTbdrw35O2P/ETP3HzHd/xHTff9E3fdPPa1772+GXrr/zKrzzew/0Zn/EZNy9+8YuP15VM5mJ9KI5VPfFpTF2jjXjC+Id/+IfjB088cTedt+jsOG6M0oS+kzwWczw8Ae8iR7lN48flIv1//dd//fDLeH/nd37nxzV5m/3ljifyu0nj+Dvh41jVPOq3SK7FwAWHX/qlX7r5sR/7sZuv/dqvvfnu7/7um+///u8/jjnGm985+Zqv+Zrj9Thf93Vfd/OxH/uxx5PclzeWehLcmBIjY2Jizt1e/epXH3ntOGOuuNbEhi5yB97OPGqeMI+a182jk3MluWeeEK93eqd3OuJ07ZiigVjJQRqzyXHc+RFtvGsdB3GaxKpjlXmdPsbCxCd+8IlG8tEYn8yjznHwMCebb+TghE/HPMdNPk7mLnkLx5eQMMSJxtfyac7vFVWNhWtwmm9cw5hHnV9rP9FY7hgHvghzfHFsmM45XoMUt8mNJ2OcxuYKvJyPXs5Jcush5vxa/sHx207X6Bu+Y4zzNue2YUzmCnlnrqCzHJ5oQ1fjwZfhrqnk0WSMm2+MJ7Eyj/pPnqk5hzTvGBv9B9C1WPwyV8hluojTRGMYxhSNYUzOlXA3tmlDa35N5go5J070EfcnnnjiWlneXN/45hu/xHtyrmQOVRz3jCn6TsaD8eQckM7GhjFxrTn/oI9zJSZvrp1vtDMGHHvNW+LlP9H4dI1fcg+O8eD42/HuGgxcGJ+MBXz4ZN66FoemzrnkTu0n8TY3wHLOT285TONr+dDHNbTcM2+kz9MeP/wvLs7b5F/nN5Mxbjyas8ztjlOTc34+OcbQGK/pPJrGrvFo497ARGMq/tqv/doxPl2f0XiiDV/ksFzufGCC0/gWc/5MjjE05ovccUzHbTIfy11zjTnU3DO9j0Pj3/iN3zhy0LxuPBhfZ9mpT3QjZaBOkymnBEEpyds+WZ6BoV84yo418PJvB2u37aqv9R07Q2PanGH5dYbG1x50LvnHhW9TjfPjrPw7Q2cYlUufr/lM312N9ZdPLa/hoO6q8bVtL+uni3idEfMpRrzO0BeHM8Y4TvSBtWNpvIOxxvwujR28XcD84i/+4vGDgE7eHNve/d3f/fjhPz8A6HMnCrt+naExbfhjuWPFKZ2mWNrzaxfnjDzmw5kaX6MJPV0EOCl0QesCx0mmC203Wex3Iv7EowtuNzZcFPryRK510XubBtoVK8sduw3/WrziPbmht/aVX7bBnFraTNtrp/9wdrjEYVfnNN6Ndxrv+KRtfHZx0njXLzqfoXF8ittkmcaTtmubszRu/tuJFV6713gw4rIb7zPiRI947GhTnM6IuxzezWMaM3zO8AvGFEe7MzTmz1m5A2vX1ljvasOvKQY/0jh9pr7B2cXQdzl8Rh7js2N8yq9dnDPihAOcXb/gpLP1qZ2hjb7DsZxaGLvzlv7p27wz5ZO+u3mcX1Me2sHInx2NYaXNDg4ucJwTPFPt1BvdJcPuSVCBLAg74oWxE8iVzy6X+OzgpHPLCRaf4tKgmeBoE86OxjDOsAad5Q6fHW3zI43Tp+3XLvlSubbtWn+XR1j5ZbmjMbwzdC53YE2tvNnB0Hc4cdrlM22vXdruzMfFuCeUduKtbfrs+EVbZYeL/nHhVz5ecvLUpJuRnuS27pt0NyPdhPyET/iE44cnfUPvx4HxgbVjMHDa8Uv7XQw+wDiDD1/KnR1tyuXd8XmGTzCujZH6nlKRT8oP/dAPHTe95RQ8T4m8y7u8y80nf/In33zQB33QzUd91EcdT3U/7okPuNpPOK3xWPWdaoxL+We5Y/m0g4FP+uzirONhikXX5uKpxvpOYxrtGJw02sXZ5VLu7M4VZ2gcl2K+o015DHNqxQjWLg6M4j7lc4bG+k4bfHasOKXTBCsMbXc01v4sjXfmCDwYLuwsjeFM9Tlb43Q+HBz8oW9l0PzNTcrjN28YrKRN8RpAHE3EJizLiRVfXFqf4GiTvjs3wfKpc/UpF+3SZscvbdNmF6fj3Q5O80TLqT5naKPvVZ8plzBw2tEmnOI15VMen6nx1K/ilNZTn7SjCzxlYnyIz84Y1/eq8a7Ol76ceqM7pxu8l51d+3maCGs/ggBnB6v202RY+ezwWHF2EyGfzuBDl3ReOV6zfgYP/eXXNX1f1jVgK88Unc/Q5wxt0moXi65naLzLI39a7uocnx2cMM6Yb+js6crdg9AZXPjVXJHek2X67Gis3/hYb5z7tzs3r7/ru77reBe3fzPzBO67vdu73XzkR37kzdd//dffPPnkkzfv8z7vczxp61jnX8B2T6Tis/oWJ/v+py0eZ/S7e2xorrDc1aT828mdh2rjSX9Pa//Kr/zK8a+cP//zP3+8xsC/z8obX5rIoy/8wi88bm6/8IUvPF5/4+a2f4d96JiNz45P4nzGfAwnPtantmJM/dLuzHivnK71q9w1F+/msL53uKzcd3FqvzvGV59gTmzVWC7v6pxvEy61gXGGNuVxuNPlVNu1Pxjmr91jXvrucjoDJ4zVz8n6GTjytrn4oceAu7imbcu76j1k+xm+xaPlQ/q9rBOPlpf7H/J51Xh3ntBf/rR8CIfb6uy2j8sujvZnzFurzrf5+9BtZ3Dh0xl+nYGR32f41Vyxm8cdY9Ipjtcsa3uGX7DOsOK1g5U2ljsWlx3ftK19ywmnFWfSvjbh7HCBddZcEa91eeqNbhdn3q3i3229N+ZxTyOtRNZ1AxdW76Nb91277n1D3vWy86+02nrXkBO7HcNDMlxzEXvZn/YSAhacqcba0RfOFCNuvQtxR+PJe4bqf13yx/uPaDPlo70Jrbiv+Nesa09juTN5j7W+xLqxwLcdw6PJaOegKF96F930RJwuvW/c+tT0X+5M453GcKYY8RfnDoZTbXCAY1ztxEm+wHjXd33XY16eYGnDD+/6w2mCQRvt+EXjKUYaw5CD8KZY2vHHO5aNL+999FoJ75P2OgnvNfcUt5uVz3ve826e//zn37zf+73fUbyHDAdxlrv0pY/xNTFcjEvzDowdv/gCq3E+4aON3OEbvGkew+ELbeBMY4WLp53h0GjHtBd3vKa2xvnSJzeAvAvSuw49re11N95v77N3ycoZOfec5zzn+PLE+399geKciY80v8S8j6dxgI9zExpPTVv902c6H8sTOMbGDhc+8Knzkmn+iXFz4BQDFzwaD3JnYnERZ8e9KY7cSOOOMxM+2sChC27X5Nzan7Z8cZyxPrX0kXu0nhgMPtHYl0jTHExjOdg8OtUHhjjhNsUQo1XjKY483p3/4uI3BHbPCcSaX9OxUI7IF37taIyDeYvBmZq2uODU/HUtlrzttx+mc3F95hM+07yBhRMufJrOpdrGZzo2cdF/88TOXEFjnHbijc+av1Nt6FEew5jGii9wGlv4XWv6h2NOX327FocPMPy3muXUJ+34g9MUA3ft+YPLdGzqX1sYYjaNNxyl64Ydv9xz034nb+jjWNU8OvVLu1WfqV9i1bFqGis+6b+xMOUCRw7HaaoNnPJvJ5flXfPoVJvypWPVdD6mhfnGOc4Ugy7M7+i4jsFp6tfTSG/799Qb3QaKHxmTWB1E3rbLx2/hJCwnq7AmCVogiUe4aRDgaNvL0SdceKxdkxrfJPrEnHhLLj5J9umBSLsuuKYY+eXGj2Sn00SftJnosbaBQxfLHY3lnXi7aQFnavKYxnSZ5p88wcF4EqeJvvGXf7sXbrDiI+bTCYk/ThbMF3CmZizwi00PQKvGMHY0Nl+JNY2m2mgnj3cvkJsf6Cx3JvrQAh9xwmmCITZw6GJc4TXVWDsYHVh3cMTIzT1LP4DhR3W/93u/9/ixyX6wxvj91E/91JtP/MRPvPmIj/iIYzzzh+nb/vd///c/fJrGOyzHKtpM5wp8tG+MHyQHf+B0MbCTx3JF3skdONNYyTs3huk7PW6msbkdBo2nfORfGl9i+HEWT3H7QTw/5uRHo31289s89+Sj/wbwDu4v+IIvOJ7mfs/3fM+b933f9x1E6ekmzZ38aX0Cpi2NaTPVWLzF2dwO41Kba3jJvx4smPKhidzpnGnKRw7DkX/8mxgM7T/4gz/4GBPTMZ7G5eDUJz7wZXce5ZNjnrnL+pRPsbKcaqx/uUJjODSf8NEGB3ljOcXQzrmJsYXP9NjJLzxoPB3juNCjayrrE8OFH455fNo5ljt2itdO3vDL2GT4TOcKfhSfqTa44JDG01iJtS8SHDfjNImVNuYJvIrbBEd7nPjFp6nGMDpuTjXGnyZyh0/KxPRP444xE4zayL9iPeWjPZ35NtUXH/nXsUpOTwwHOOab6f0X/fIDhvMBx5lpLmsHw/W4dTpNTGyaR/k3tTB2xkKxpk9zz8QvbVzDZBMMbbWTN5a0mcZKzOmye6zCwXyD03Su4As/3J/Ca+oTfZy3w5ND0/GpfedKfJrirOO6eQfHa40vNIY3xeFDMZr6E+/3eq/3Oo4PeE1jHtbl8h0eHXjO+f+AR8igKjsTUhhNjjsJanIs4S0nhg8uloIwNQdVGGkz4ePXi92QecUrXnHzDd/wDceThpOkwAMfHNJn6tcZGq8nHDsDRpzKm3y71i/aMMspRu13NcZB4RMuO9qcqfGqDV7XmvZptKsxbbKpPjDiNMXAIRxYcKbahDPFwCV/LHc1NsZx2ZmL8civM+bRHW3o4yluNyB/4id+4niS+6d/+qePm5J8dWLjBveHfuiHHje5naA4wb30P5/SdxJvXNgZ8yh9s0uubX/I0lzBt51jlX5g7OYODCVtWz7Ej8s6Z2h8OY/6RXevu5E/XnXzO7/zO8evh8st8XjiiSeOp0zl0wte8IKb937v9z4uBJzMGwc7F12Np2K1E3NYadvyUr/7PhcnS2Z8Tm3VuBy8FguP9NmZK1YcXKYapw9tJ/rmfz75vKMxHLbDJ59gnaFxfKYaa4/Ljk9h5Nv/9rEqHvzazT/jCsaOPvisGk9zubmY3jt53LEqjAkf/vCLpc/x4co/MM7SGNZOnFBf59H0udKlozp9lDB2NdZ+Z4yXOzs49F1jPtFFmzNyJwx8aDzRFxftYbGpNmlSHu/ECVZ4OziN8Z25OC7l8VRj7ZXmiSmOGJXHjSvbrrX01W6HSxrHZYK1akyfaczhlH94TLik4xkaN6ZgTn3SttzZ0RhGMS8HYV9raZy+E79grNrk17Vc1A8nPhOMu9rM79regoiopPJUkxsDhJuIF3SO72AYLDvir1zwOWOiDXOybMD7l3pap9G1WCUobcO8FqP6TUg7cVr92IkXHGWHi3fuugmmeLJs+m3XqnFaTZewdm3VeCfu+bUTJ3MEfeWxuWL9lvJaP/NrmsdpG86OX7DO0AfG7txlfqCxp5XpK5en1hiftq8djdO7bdcuw9iJk/duK3/2Z39282u/9ms3nuD26hJPjngC4OM+7uOOJ7g9uebf1u4yGpsv+oZ+5/iwG28cd7XNz3J4Zx6Nz27uyOF/+7d/O24I09d8MTW5Y57Y9UvMjSuvt/HEttfdyKO/+Zu/OV5Tog9Ptbip7cclPa3wYR/2YccXKF5Xwg+6KHHamb9g7Pgkj92wx0vxlMbUcGE741P+lcs7fsHYHVdxKU4TXYq197PT1pdmdJ7aGRrrm2/TvIv7WRrDo5N4T2JOE8W87nhnntjVmG87hg8MY2FH6zSe6BJ/GPgU75btf8gShuJLPD7J4wmOvuKy4xOctNmdb/Bh/Jn6pH1+hWV5jZmL/+u//us4d5O/nsqeWj7RmE5Tv7SFBWcXgy9nxGonb8wzcpjW/PGE+NToQh+2wymNd7XBY/eYF4bl1Cf+yGPXevjcdx6tn/ts1fi+eo/bh1PHmJ08DuNx/T1ufzg7MZfHjD8758Zps8Mlf/k11RdGYyGMluFfs5Q72u/4JY9hGAvuB035nKFx2tAAjykX7XfndBgMDtvR2O9jwfHgjzzewTrILH/mZ9oLSKsuSJF14ffEo6eYbnsCrrr3LTnrAORCUlJNT1YlhIs3J73KBKfENJnwb3rTk78GC786AZ8EUhuc/v3f//3Ac6OQztdaN8DcoKHLBKM+xZwuLuAmPvGnyRqmm01TcwOCJrjwa8LHhdK//uu/3rgodaPLjYmJmezFqSf35OC11ligD396Tce1OOrLP1ozONMJUu7QucloojF9//mf//m4KH3yTf/OfxC78g99yh0HoYk+NOETHJrsnPT2BRQ8FyiTOUfeODk0/7lZNtGXjNqb/9yE87oE75ieGH3Ei7bTG2AwihVtdk56+QXLPCHmkzx+4xvfePOa17zm5gd+4AduXv/61x/5zDfvS37Ri1508+Vf/uXHMeNx/y1jfLtB3r8gTvKvmDSPdnxo+0OXNJZ/lgzO1MwVsHqFyTQH5bLc6d/UJ3zc5PYaEBjGlJvHU4PFF3Ga5g5dPMHtSxL/DeAp7t/7vd875jKY8tJ/Ajz3uc+9+azP+qxj/bZjiDFOZxrjNJkrjCUFJ/GeHsfxoDF98Zm8TkXe4QLLmNw5jsMwxln6XBtz7ZtHzTeTeUKfztn4BYu+k3GlvXnL0/5+gNSP207mijR2/LW+e6yC4fxE/k30SWPzoC8IJzlMY/OEHFY6J7X9Gmsc0NjxzjWI3LnWrzQWb5jm9qk5p4AhTtP5hsYwHB+Mqek1iDw2/3V8wedawwWO3xuA4/cpxOtajfUrZ5r3YE0w4BgL5gv5B2OCU6zhOU9/3HFfvdtMHtPYPGFcTXD44gtT1x/y1++DTM2cQw/jkl8TbfRtXMplx4fpXNH4hieHp8cq41Pu8EmZzMe40Lgvd30JPTX5J+6s685rsYwpnGB5nQCNJ9Y8Kp+7Jr8Wh75waDP1R58w/E6JIg89PDI18Ya3c93QvG4eNR9Pxib+zcUw5N90TMGisThNz5X45FwUB/P5E4+OeVM+5p3yb+dYJZf51VzBz2tNrMXJnDWdR+sTjvFkXE3NPU2aiJVXSon7xOhrLDhWTTVe51FzKE4Tcyx3rNLeWJiMBxh8Mibk3TSP8Xc9Bcd5sTyezOt36TCL1h1oJlc3CV34IYmwA7VgCKpBqY6BYD0jtERUOGpSE4B//Md/PITzLq1uEmpHWAMhI7AgST79EF8/yp//+Z8fk5oAOGG1Xz84wJA0q8GxH5b96jnh4JeJoITo4gBf/az+aKuoYzucTl5wl+T4dEKlDs7dsItPPOAw9QwSBU46wVGXDvhWtOGvkn624WIicoPGdgczBxC+qauf2+KER77h24B76qmnDoz8qh6/FVgMP6V4W6ef4qQj075iG3/0pU/cGH8VWKt+JiQTG3/knjyUf+ooNA4DDn/ry3Zc6VqhNb0u9cNFYfxIY+tMfOQwv/SvvZsd5Ze++MT3lU/a0dl2fZd/MFwgWxZv7dd4xyWfcLE/jevLhSDtFFacVo35pB/8mbb0wMfNKwcOGjugqattsaoffMKwbju/4dAnnS3lYfrx+zaNm0vwESv1PFXJ9OPJyTS81Oao9OgP/fBV1BGrfIKh0EUMqkMfdTM89SOe1u3nlzGFF0zv3+VT+vHH9lXjuOrLdji+AKCNOSft8LFOv+KpfoYnv3BRcKCxsWBJX5hpXB0Y8BiM8jOf8FUchOSvOVTM1cVH2/jExTK+6tBNwcWcjpt+1OE/LH4r9mXa0kXdeOLyV3/1V0efjgu4hJN+6mQrBh28+unVr371zY/92I8deSN3YHivq/cm98OAYoZzfHBUaKwfxVzS07xibxzQrRxVX/t8w8l+nIo7HG0VxyrHTONK4bu6tY9LvtFlrSMO+MgRhT7266u8CcNnVvs0xseYcvJML/HGSd6oE/blPLr6BBdnOPJO7hgLfILF4NhvqU+WxvSjU3WaI/Sh8KG80dbncvgAevRnzT91iuVf/MVfHG2drIoXHAVGOutb4a/+8MJF3pnPf+iHfuhY9wWS8Q5f/Ze97GXH/PPiF7/4uDmhD8chxyD964epT1tjwVhXT51yWZ18V5fBxyVtbMdZe1jiYXy6+IKVFadw0pg+1pnxoh6d9cNglxu4yE8+WM/0A0Mb9eE4rzCXFp/1WAVDnOic8akY2NZcIv+KaT9uLh6ML/qyjE9+6a840sacgw9faNfY1DY+YfADTvOo7fxyrDN30tk5jphWB5+45Fc45WB1wrBU6FddXLTPZ22YfvKN/uo5LvCLD/Rr/oOlfRo+jfB07vBfPXX0A0f+qasP49J+9exP4zAsxcl+xX710sbNDGaeWLXBWVE/wyHfrdOPHrDkIS7mLrFi8bXMaLKOT/vMJ2KkyGUawWgM8zWscCyLk3ppxx8YuOlH4X8ay4vyBoZ95XLa4OP4wie4jW911VHUWS0MGjPt+IGLucY8Sh8aq8vom28+08a+9MMTB2PTuDJHiJNc1k8+wUlj25TiBJcW+MIy95k/tbekDx31dZtf5RbMxp0f6KWFtsa4dQUGHvpj6awvfqmffrg45hnj2tBFWevACQPeqrHt9v/93//94Zf9xjef0s82/airX5bG/OKTfbQRJ8cJ7Wnn+MknfWrLdzqvhqv9/OOD3DIeYMHWdzmqXfqtsaq9vpg+FF9IMO37PRL95Uv55zODo6hvm2I80dd8YVzKHTmIGw76kX9hpE362U7j5i39uP51PkCjDJfiahv8uMCEQxv15A6OfJE7tFNogxM+YVjKCRgw8YWRxtrRGp716sAIB0Ya65MVK+NSv8wXP/SBlS9pfFR49Ed7ccIHhlL+4aR/fOlnnd/FPI1tV9bxmU/GuZyRg2IOS11Gv/r0GQdc+aYObbRVaGwsdH6irnKpMRyGLxx14OjL3MWnuPFd0Vf6qpvRH4Y69FMHF2NKv/bph37q8kW95ooVp3FHMzh0kcvmC9eJcnjVDw/1YLI0E89MnjhOmdfXsVDeaJs+tYGTxmmjjuLcWJxwxIV/SjzUWa0chaOOQmOfFTqkTfqJw2rpYpl+4iOPaWQbLvJGHTi2wSn/4BUnS4aLWNOYPsalYwwspq19rVvirD2/2s4HOOYu84T28pDG+V2sjkZv+iMvwsOlHOycXxzS2Dp/1Msu40R7+/n+1KN7XHg6hutHwVkbflU3ffBQaGgbDfluDnVuAROG3KIxS2N1Wb6ox+CIk3mUPswc6niuH6aO8WKpMBxpZ0zBtJ3G6vGrceD6gY8KDvQr/2Aw+llX6IcPf+Dpgy/6sc7ShW+ZfdW1jcaw6KNf4+FsO/VGd+IQUCAShPMEZoQhSoFIwCYC4qqjvUmFIPDsh6EPgqjH4NguAetPHRjqKQKnjoDi4nNJpY/V4BSoAhAXmCYVyakvOAIJQ58llqTDd01gdZQSoj4stVXsD8PSPkle0uBc4jmBwg8nS/7hRBd6qQejpGog8NV+fdFGW/X4rS4cBvcyTpIcjnr4Ss5wfLa9QWk9jRuUcIuFJcNTX2sdn1n64bhybR996MzSLz720YM/OPERH/vVZenT5OdzfuOlPg3olX7q+IyT/Uwf/CmHbYNT/lVX/qmX77DVwwcu6yQpjfHAWYk/38KwvwlHez7TbZ1AG1P5rg5uLP1gX2qMA6z0WzWGZZ86jT0Y5YS6+lHKYz4q/FbU1cY6PJzt14YudFOYbfEpR7XDWVvt7NeuuvyurwPkTTjlhm1p08UkXeHpo6IOruLO4Nsnb2AxPPWtrT7FBTd4jQma2MZn6wyG/bjbri9jQVEXL3Xh6JOfcdEnLsz+NS/yu/zCB6Y8VpfZpqgLx3Y5qh+f4fMZD0V7MW9uU/9SmwP40R/t4wMH5zSOi7ow9FfuqMNqTxs4NEgbXKyrq726eMHQlxjYpthmqQ8nlX/4h3943Oj2ZSzf4Hvy9nnPe97xqhLrDrT2KfrRXnz0RT9c9KP/4mSpj+ZHfBi/09lnWPyR6zBh0T+N68t+6/rU16oZHCZWTB1+VkeOKE6A+BcX+2mjT6YOvvgoPqcfPupqi6dldfTFX/Uz+5pHbQuHRvkmb+Ksre2w4sMPfTUnwVFHDudfea0ufWy3n84w4ySGOKkH3/5iVR/2w+BbMRLvMMQzcxEgZ+TQb/7mbx43mJ3gwXAS7qTej5X6AtF/AbkhRQ/4YeonjrSt8Nf2eFnnl/2WDI6+xJOpw2/68Isu6quj30wOwwiHT3go+adt9ehAK9su5wp9Fav44Exj7fARbzzgW7YfH3XgWmbq4WvJ8ISjLd0YbrjyjeFwmTv6UXCGoY/L8UkzGLirg4u+4NmmhKEuSxsaq6u9PsRB/ergGt9wVt/TFK51/I0RdRi+1Qk3nPyGj09+waJTMYUDUx34DIb9+DauLjWGq4/GX/rxeTV+KzjTTDt1FP1Z6k8/67ijm7qrX9Wxjd9irL26+Ka1/c0llpk6xrj91eE3PehCzzS2X30c2h5Oy/joA5/mLesw5WixaltjQX/maxjy2Gc4/NGWL9ZpoqijbXXiYCkO+lIPDs4wtF81hpFf+PCdb8w+OPhk2sJRwsaZLmmjjv5Y2Ljg4bMYKTDUhZNf/Kk/+aNO+tRH+ukDDgzb8MWfWWf5HQYOcphfis/6SWNYYqa+/uCoQ+OVC2x9OmdVTx1tFfWYHNe+udY2+2HrUxsYxRsOSxs49FJ/1VhbfsoHGApzTOQTTHVwFsuW+raP3sy+Nd624bLOo9quPmnTeNEXS5u4WOaTpc/48CedrePRcZyP+WSd3/av+sHhMz5w1OEPHrT2mdEPJ32y4qhuGsPBARafYOhfrNQzFtIHboU/YdivnqI//GDaD4OFoU5mH76rfmlcPRrzP/3g8znDR5z0pfBVW3XKn+rrB1Ya81P9fNJ+HZ+rxta1xQ8X66y84R8c2xXr8BqbOGjbcUM8i4M6OOtDOxbWilNeFFOY5bo2fFGH32LA6o/v9uNpXIuPfq1XFx91LjWGw2djj2/0wxdGflnyV3+WTJ304UeFxlnxtoSBS3FSBxf+4J2lic9pXKzg2MYvGquLMxwYOGfxUV9JH5x9tt86ow2/w0gzS/7QR3/qpCt/0ggWDHX0o07+xoffcbFNnXSxpIPxUo7qG75lRR+4wGL4aKueAt82eZOPtKFfvh4NH/2hGzxLnMWz3OGHdfuL1yUGn/XBLLWv4ARXnXSApeCHi6LfVTv+26+kL6y+UAiDHvziMwymP1zlKIOxaqON/fTTj89MHRhpDAeGvvKP72msjfq+VICVfvxpbPJJsR8Oo439/LJOY33rozryT19yI4OBj/qM39pZassnfZ1pp97ojhyBXQQSgQMSneO2+0bDN2KEFTiOuSgkMgfVlwR9S2A/4R1AGMFcdBYAGATzpKs+FHX6BloA4KkPw+SnH9v7Zi5B8YOjnkAItCD+3aOnINTH2TeLvvkoIAaPp7wEqcRy4csffdkGRx1YuAk+n5g6cG2HHYZtBrcb2vTjJxxJ47Onx+jt2x03NPDhu+SlHV6wDADFN2vq2+bbY1xoXRKWfHjpa42TNtr2RKe6+NLPt6N4+QyLtvTTJ83045thGGkmXjBg4itW+Gb4902gdnDFwBI3RhuFzuron8bw9CseFfqk8Ror22jJL3zU1zfO+sJP7rD0s15uqsP4w29c+Mjop20aqys+1eVHObrmjicC4NCPT9rD0l7e8FXOwMEPV9qp47PCJ982w/BZ7tuvnn5tEzc+0ZDRjMZiSRemH8W3hvrV1resuFSPv/jKG3z1kcb22e6iohyFze9LjWngyYF8kNd4K4x2YsQ36wxOuYOfvsSmeJZbnuwL1xIGbdRXRx4bEzjYZhz6xt+6vnAQS5qFY7t+6KMePfStLzrQymfr9GHwm0usw4IhDuYb8RVv85t4+OybcdqJt6IdjRt3NIYj/8TSum148Etd/PggLvqqDZ/EgYba4eCGnfr64pO8sZ8flnBoR0N16AeHrzCyJ554+t/G8Uo/vpTDuJhrYdCSv7j69p3Bohvf5Y+8oY12+vQZXnkpDjjiLH5wlfKeFt/zPd9zzEVuWIqv445XNHzO53zOcXPSk7gMR/nAL7mOC58V87F+bDcW4IqJutopzW10tJ1fCqM9vyzpDav8a0zB5g/f6AcTTk9nHUCP/ogVLP3Rr7lCOwZfvMVKPtoPg3Y+q8cf83Ua65t+6uKmZNWxTRzgwFDs8/QQvowvaai+fFRfvjP9Gwt8qw98aSzmNFdHnvPdZ5h0k4dim35iTEP1Feb1JsYDbeDLc5zlIix6yTvc9Wm/vLJdP3jBtE4LP/781KOnH+SndjjSX874b4CXv/zlRw7JBcc78xfu+KiLC430p05c4Bs7+lNXLCxxbq7wWZ8wYNEARvMNn2gr3+CIabbOJbaJj9zCJf/FRqGL9nSgsX7U1z8t+IOXevbBsV6ei1Nznm18pD8Mn5tr1MtgyAk5Ckv+wVCHj0x8rfOffjimTXWa0+W7GOpLHXzTsrGAu235Dc82HBszPvObDuqVXzjS2jHRumK/HKEbC4fv8pSlKS3Ey9jgtzrqmx/4DMvnsO2PW/OotjioQ2P78dZOHVzFPQxxlhP0U4e/NJajdLBNHQannJfrMDIYjtE4accnOSFmNLduKbfSj1/6ok9+WXZMVI/GOPOdX6w8tR+fzvntkwN07ak8eOrA0Bd+8XEuzvhHG3zS5tjx6I/jgHGnT76ok8b6Mh+a24qV3GoetV+edN1gLpGTcMRG3fJPXVYdnM0Vmf1iVF7AoTEulvlESxi0ER98aWfpM/0VPvmMH59h6BOuJQw+s2JpycoJ+umHGYf2y1NxoqcxBsu8pD8+4LnqQ3vzsdxieMLiB36KfFA6VsFeMfhgzNFH0b9+aAwHB+cDxjgO/M9PdcSA2aePzj3UoQ2fYNiPr+2d92qnjnGjqEM7fM1f9MGveQuO9nygLzz5ioM48V19OJblMX34JHcU+/VHY/tg0Ip+ch1nZhv9xQov7WhSzH3GEZeORbZdxgkXPtHOksb8kP98womP+jMXyBH8+NRcYh+udGmOTBvj3HhQp/iJV/klz/WBF+MvLnyiIRz96I+2cLTFVV/6pY2iDn72K8192qQfjfBgck2ONsbtg4FzJm/4jRPDtdwRW5riQDOcbFOHfvYpOBnffFPohw9dreMj3trpD3fbcBFzccgn8VzHJwz6Nj7r07jUhu8w1NGnz/jyuf3Gt/zktzikNS7igHPt9RcXWGLksyUcfemHHrYbh8YdLDrwBb64iy2TD/jSWP/ai02xsm4ulsf40My+9boBjv36oJE4wBGr8gt3+PpSh6kjv/i35o5jHsNRbPimreOdPOQvDEs+2Q6DFXN4fKKf9vSlc/GnkVgwdfDEx5xGW0ZDD1LAqi9YClOPnmnDbzzkH+64WLrHYDyIg/75oI6lNnzEB546tulDHbkYH/7ggwtsdeiKNx3kobrGTH2LHw4V+MVbXX2JE94w8MDLfKIfGtiun8YmbEYX9cRCfPQv59Tnp75py3dLGOqkjfZrnPhhv35g6Ftd+jTfqI8j3Rsz/MCDb+ppwy9cyj8+ipO66tFVH7At+SQfaKwe0492eMFRBydt9cP01XW2dcX4Xvna1jyqr+IrDuatxozxK5fh64ev9lvizd/0gSk++NFWn8x+fRmjGS4KjfggvvzWD5/tg3GmvcOjjp7OkhNQS3T/gv3ko/fucsRkJJDEySkBs64QjHNEUpq4YBFJoA0UWOoSlDBEYTAEgbDE0Y99AijZDU5t4RDQfv3gIMDqrAbHfljVwUNyqeviVp3q2VZi4sKa9NSxDY5AN7HhIqloow6f1GtyhOFzPNRh/HJQUF73utcd/x7tQKeoSx8+0TCN+avQIKOtIlH5iYcDjH5oqW8ah+Ezsz/fcOG7QmP7TCAGJcz0g0GfDL7+4qs9zgZn5mCoH4XZD6OY21YcYeFHQ/rxidYGpLxT1jr8zh9LOPXls36eenRDQ8wV7zV2YBWzDD4u+mR05xeNLZk6NBRzWuhDHtOJ7/UlVtYVZn/6leudMMAQa1zw1i/9aAyH2WZfsbKtnKBx/XQxRRsGw+R5qTEsGsaRxgod8VA6idRWXzjhjkt8Gr9waCxnTIB8c4JpXBkT6jP6wYiP7bRtLlEHX1gOWMx+N/jpREOa4KOshrO6ijow8NCnbeJNFxjVoQ+/WH7px9zlc/sb4z7TGA7OjC/6SEvb4qov+5VymM59YdEcqS3OirrphWf5ZxttcHEAdjFtTHk3LI3VVYffeKaPWNdPPqWxkwRjW3tFXQUPGJar8VueV0cfzaPqi7e++K+ObYr+mP61p4tclgswjKkOvuZzsbRfoYd6NHYM4rdXlMgPB2AxpqcfB3zJS15y+IHDB3zABxzHBnMGg0Eb/VnHhWZ40rh+xIe+xpVxaR+NylFt0phvGZ+KOyx5peCrbfMo/5W0gbVasVrr0EaOMCfo9WUbf+h7mX/apzE+9OOXurgo4qk/bWmyzqP6og0M/TGc4YgX7Y0FOGkMBwYs6yyNaUDz6sjjN7zhDUe8tPflBP3UX2MFI6zyj2/q0Jd+TjZtk8OwigN/Fe/a9tS/mJqj5Cw/tHVSbxx94Ad+4JEv5nP/AQCnc5T40BEXhSb6TD/bOom2lDP4yh91GBz9WrLGQ9rYLj74WRp/cJqPj0aP/shRddMlHP3Rj4mRscF37RVjIt7alqPhaKceDIU+SscG+SDmfOK7fmHIwXUsqCcGcofZzxc5Q0Mmj8s/n23HefULh8YnfHXEUz151nwDRz378dEXn/BT4PDLuu18EiMY6pbD1cFHH/CUTB/64jvDhca/+7u/e9zYcoyRS+mXNvzXd0Y/WOrpX8kv/Do+0FA77RV4zDZFLPGxjie/HGes22c8NH7TT16tpl7jJX/5xH956AJafir44hdn9fXNLMsd6/qR651ja28+jS8++MLItEtffamjvfz77d/+7UMX4xUn+ilpg9Nq6zxaHXOOPtWFQxtFv7bZxz9mCUMf9JGX+PAJjljwh1/qVYc/6qwGozjAzS8ai1fHmfICn3JHXQZD3qUfHLrEh/b2mS/WvIGzakxX+a4Ppr064uXVJfyRf/DgwNRXfllnxUr+xJeGziniajyUX/nN5zAs7W8epbHCL7pYNk/gQWf7cVlx8EljWHDTVkwZXeirZPDhqa/QBh/9lOv0geUYrK19XbTrCxf6lX9wGL44wRND/jh/Mbbo74tUdWAwPNUr3rZpq4gD04e+uq6yr+sPvPR9GSfb9KEUyzTmv/HlOlHczRdiufqkvW304E/62U4X/pTvcoZvltqwzgf0yWzHBV94cOQe/2kcV2PcOh/TxjgO11I/eFmnC3/ksKW2flODzzDUoZ+yalyM8GH60J8xbp3RmD6wyr98Pio8+mN8ixM8+mnbPEEn/mivlFv6UQ8mfpXL8akvOvKR/vLPEg6j35o7OOjHEqY+YOjPfYbOk/RTXGHDoI82Gb9pqZ59+nrq0bW06zzrH/MxH3PEkn7ahQEvo79Co3jyxzm8zx3v1KGhbTSh22rtx8d+fslfPORh5yarNnioBzO/LGmQdYzhk7FAu+a/fEqf2ljShsYKbdRRzIH2waIxvurEQ53V9FcdPNXz2yr6VtyvoAv/5ZY6fM6MIdrCUE8dhcbmHbHvulVfa51LjfEUS1gMF+NJf/IZDu3oo19Gv9YtYWivL1Ys9SX/xEcf9OGT3OITDfW3GozwqgPHTVR9OD7gYh0OnpcYa5zWucRvOuWv8zacFDj8uByf6irw7OcX350nKZ3f2C8e6ogDTuoy2DBowGwXH+2LBX3lTXXgiIFlBQ7tVr7a64s2ccCJNgou5enR+aM/8mudR7Xnt7xRVzvHcf3oj6ULvEw9eaUwMVDPb6vgDMM9IbzOsqcz9CQ0DiAnoZoEckYXhCogd3VZ/ZIaHnG1ZQIvsPdZCUZwA1ifMCRUhqvSAGv7urQfVgln0nEShEt8YK64AtU+WNb54mK4iQl/bUoG+Az2fYYPHEkjGWjcxXrt1gRq2+WSFvzCFQ9tVh1wXuOkHlv90l6bNLbMr+qlsX13Wf07IGf6DsM2OqVVddaluvjQAlf+pEv5tNZZ216u65sfJhU6W6fXaqs26/Z1XR3+izkO+K/t8KFfut+msbygj7ywnl+rNvYrxsm6feWSfjSuH37RLMPVtrsMtkJX7fIHp3AslfviDYPPNDXB0aeTqbXvVat1+7oOBw8YjEZrO9yU+yz+6Wt5OQ7D0d9dGpfrjXG+0XPtnza23YWRfvrXDqaYWdbGkr73aczfNMaHJvQWO/5lYciJ8NtnSdvi6QCLl1jZlqXNfQelfNGOL7TBRZ/1m35xCr9l8cHJQdXY7OQnPvzohMJNSj8y+drXvvbNJxhu9Lsx+dKXvvQ46cYZjuPVGid92ddYiWNc9KeUJ/i4wKE5fVa7y5/qwNFOPbHWb3lTv4/TBpY6Kyfc17EAq1jV92Xc+a3wi4448cf8QncGRz/id5+pX1vHTfXXHIFz33xTX+rQV/5at6RXhsvqZ9vXJZ/4wg8neLTChx7i78ahGwJurvoC+fd///ePCxAXV3KVFr3expckL3zhCw/f6NSNtPrTF47Zpcb8VtKvmNELv8z2y1xqn6V+8ptvNFa/bdV9nMbqNQ7u0hhffSh3mX3lKV/w46O2Gf9WH9u+LrVVykH7+AA7o819fsXDeNIfPFxsjw8MfpdLba8PS9vaL1ecjKfRWm/N63X7uk4fnMXHMj7VeYg2OOBt3lNfbl1qnH7xvs0vGHhoL7e1CRuf9LsvVjAUcVJPvK3DqU/Lx+WN/nBVF5481mbN43xS9y7DWRzyTZxoo218wrkvXurAorELOXMPv1Z7XKxoQQc4jr8wOo7jx9RJsxV7XccbTvOofXDSq7qrxmLK8rn1xpD5jjZ80C7Tj3KfiYl2+nexTcdykS9Mv/ym/V2WfnRVV4EVZ0txWDEu59H0U8c+GLiEp++1zl1cbKcNDLnH6NP4OTY8+qNOdpfG9MFbvFetaif2/Lwv//CnDw7Fau0b1hq3sC+XxVO+MLxgln+3xelSY3XUp7Fl67CKlW38Sa+2r3xsowf8ckwb21bD7z6Dox19xAoPetW3tg/RRnvapmt+rX2n37rtcl3/ijGuMJj5WP5dzh8rTrqKE59wUx9ult+35V11LOkJT1tYdMnH6qXVZazbjzve6jn3MfcotmU4Kpfxa79lONoaD2nMF4U1VuPU9mPnm/bnTxrTCZfqwmBpfny4+JPG2sgPSzmt33A0se9x+UNPeI6buOh37bucuKDwVh/Vx1suu66yvPQrnLR5K4A3fYCBC435oahfrPJbrO6y6si5xicutqdtdVY/b8OzHxca0odWfGPpfDmnr/us66sxJP/kGP5rXNJG/bssbbR13ubzpcb35S/ctU83gelqGx/SRj2+8fOu8Wk/v7SzDqdjFV/CsL3Px8aLP/Y3nospH9I4HDHIbuMUX/GijfaXGuMrl+7LP/vSoTEev/qn16pj29dl8TT/d70V77XezvqpT3TvEHm27cMUMIE4SEtQCSQhDYBn7TwFDDYaO7jSuMF8Xg/PItGWxrQ24T7uIPqsYtcrQF/FSS99Ozhej/R/o4WnCNyc/JZv+ZabP/iDPzhudPPdDW7v4P7ar/3a49/U/avws/Z/RwFzRSerjnf3nQxe45VjqRvcP/uzP3vz4z/+48cPlXrKy0mWOd/TMd677Qnuz/u8zztOVNeTyGv6eqbXpYUvAeirPDsfnxsxOZXGtJXDz563na8xnd08oC+dn9X4XI2fRfvvV8A84bzYcU/+3nez4b+fzdtnD2ns/JitN4vePj3+n/fKXFwe0/txX2T8zzN8++jRNQ5zA/PZ87a3j5j+/+iF6w9zRtcfZ567veUxmROUNZl188pNFUQNvmutiwJYMHZuNJoEYBBvKlx+We7cLDLpF8ipNn0j1IXSRF/xyCftFfpM7QyNaZPt3Mhwcsi34j3RRxvxwWPSPj/EGh8YykTjdSzA2NUGHjOmpr4ZlzSm0Vl5nGbXLtNYO/5M5oo05hPb0Zg28JSpxngosJy4TOOkXXlsOTW+9I2tHJ7yySd4OydkzaNhuAnq39V/4zd+47i5/Su/8ivHjVEn1p/92Z9984IXvODmIz/yI48bl13Q4ICP8dk4n/ilPW1g0HgyxovLGfOonMl2uJwxj+JBY/EyFqZzRTksPpMYpYelXPEvhG5w+1FJPy756le/+nhtDP19KdKPSXry3ysvPM3hif3mBdrIH9a248OVf87QmL4KPuK9M84bB1OMxpQcFKddbdL4f3seXTWmzXRcpYn20zxO42LeHHhl6h3Vw8Clci1O2uweq8Lh3/+2xjTgT/rsaNyxqhyexD0e5gtjajo+4cAo/yY44qN0rNrh0zk/TegzNT6JV/PXROPijcPOPJrGtK1M/NK2nJm0r82qcXFv3zVL+ihx+t/UWP6JeRwmuaNt+R/ONXqsdXHBiaXPuv8h6/KmUh4/pN1lnTDw4Z+YX2vaKnJH+4m+9RmHtG77NUtc0nhXm7B25i3jAB+68GuaP7i4doAxzRs6TmJ8m/584lsaT/ziU3Mgn6bcwqBN5TbOj9uGjzzmy47GrhtgKOnzuL5v23+GxmJEH0Zf+kwsbdJ3ggMDH8s0nnDRRnzg4AHrTJufXdzCgvhOgDxRgayEmCQ6HOJJLhgEmBjR/PuhE1XCTQOJjwlJku7e6OYXDHwmwSyxmiCnOHiIlfhUJhprI05iNPWLT/zJxHxqJjWlf5fYyT8aTdrHvfEg76YaF+9itaMNjeGx6ZjSli6wugCcaESbJv3JuMSDrbljLEz8SuNycEdjucc3pbg/zfThf7WFI+a4TOaJtAnL54lftIFhHjWm+DThEw6f4JU7D1flLTXFCQYueHnnnvd7/fIv//Lx2gnvHXNj0vv8PvZjP/Z41cRHfdRHvY2W8lh7OJO8wUicvB7LDXT6TsZCnuECwzyK07VGY2OKWd/hwi9lZx7FIY09lTaNeTnMH5jXxipdaOO9f97v+cd//Mc3r3zlK493oXrHIc39252b3L4UsXz5ox+Y7F8n11hczqOT8QAPH+OhJ/Ym8WoOpfM0b/JNvOUdHtdqDKN48wnOZL5ZuYg7w2eisfZipeAywdA/bdN5OsZpEx+YuEziHZ9ycDqm4PAJr535j09wnANO8wYXOPKP1nJvog1flOJdLsO/xmDgEZ8djXGB5fiAzyQH8aFxxyo4E8MDhnmCvhOctPEeUGPBl8l8mvhlntCuOE0w6CBOsPJpgkNfhe3Mo/KYxnJGHu9oLF6T9ocTb/oj/xgcZaKN9rhcxsv2awyGWDH6TH2Tgx1jYOwcq3Ciyc4YlzdwGD6TuUt7OOKl/QRD/+s8unOswkce7/5Hc8cHy84l8bzGijeMYj3JY+3zS5ym+RdGD81MYsUnpXsnMCY+0RGfLH36fM1S7hmfuNBmwmfVmD4TbXCGc8axKo0blxOf8PG0sbb0VaY4xriYl38TfcT7rHm0YxUekzmQvriIV/rQa2K0gYeLMtX4tr7f8Rsf2W07Jtuc/Hi5vqfr3GiQEBPxiO+pK7+ky/HebXMNpwac921aN+lPJlr9u5HhR6zcQPFOTgG4Nghw+ONCmy74WF5ruLhQ9/Sii3AYTsyuNe/Ye+qpp44DK30e976i2/D5pK3XBDjxwEO8J9r48RUxV+TOtRj44SNOCn1NJpP8835feezf2Oky/ZcrX/h4YpA2JqfL9xfdpunlNpOiWOEEx3umJtrApTEsGnsn12SSheOHODwRKfdwmWhsLNH4T//0T4/267u79PFQc3A2rvhEb+++utZM1H5QQd4YX57gnGpsbHrnbz/kMtEGB6/hEC9cppO+G8D4eE+1cUobY+Iak7c0hiHexsMkb/QvPmKOk98YoPG1OhvjxgJ9+feDP/iDN9/3fd93863f+q3Hqyf08bKXvezmi7/4i2++8iu/8uZzP/dzb5544om30dBBVcy9x1vuTS4KaMMfN9nTdTLGaaM4VslF86gy0carW2igTMdUGhuj6WJ5rdFHLvtxRye9jr+T3DGeaAyLPubAa8z5hHnYFyHf/M3ffPO93/u9R8748UXnLH7s60u+5EuO8tVf/dU3H//xH/82PwC29gerebT3/q37H7JOY+8E9wOkHTMncwVtzMewtO/i6yEc1jp0+K3f+q1jHqWXeedaM08Yk82j0+O4fulifJrXjanJuRKfzKNPPTrP8cNIxui1YwoXHGhsPMCYjHGa0sZ/m+BgLEzOR5u3xJs+/Jr4xC/aGFNykb6TsWmekYPGhLFgnpjw6ZjHL/PGZO5yruSC9Bd/8RePY5Zj1XQeFe++FHPOz67xi6bmdLnHJzlD34nGfDLfOFdyLsqnjjcHsQf8wQeGc9r86Au2BzR/cxVjXMx/9Vd/9cgd55HmnWv5AHTsheW8Vrzj9ebOHrDSMdg5YBiTucI5iWOnsc6fydiksVj5EtU6m8zH5i3nfsaUdV/YT03OiLu4yZ1J/vHFXEFj/ojT5HwABp1pjMdEGzo4B6CxObXcuVYfcTIWjE+8/ODs1JwDmgP5Zc7ZOY47dvb+3sl46JhnzjH/TOdR2hqf4iRvJuPbscq5Op3ls/NwPl3jl9yDA0Pu+D0dXK7BKK5i7hhsTMqn/8AAAEAASURBVJiPJ8cG841Y/8mf/MmRv7hM4i02sDrnF6eJX/TBZT0fnWjTPOq8Ky6TedQx2DgwPh1flGtzh0+OC/yyrkzmCu3kjjw2Lrr+nejjeOf4IIcan+XVQ5c0Ni7N671XfTKP4uHchM5iNNXG3PmGN7zhyENambuuNRgdO8XMOf/UXOOZ/+AYn5NxdVff199pvQvp0XZiGcCK9R3TvrKLs9O+tmdxCcdyYtoZME5cLKc4+t7lEv9w+jxZ7vix9heXHbwOQk6orO/YGXxgnDGm+LGjSzrk0w4eDPlLY8sd2/Upf1qeweUsTjtc1jze0ZgvZ+bfjjZOUpyMOXH2w4FuVvrSxcH+Oc95zvFrzZ//+Z9/nFS/53u+570nxGf4tWLs+CXOu+3PwggHn11O2u/mjvbNEw/NYxdqTsCcWDpJdcHlAseJXRfHH/ZhH3bkySd+4iceT3C7iHrITaQzdKExC+sMnXcwtKWxC4OHavy0B2/9F85uvFdd3hr9+k/47OiyctnBqm3nbTSaWlhn+DXlsLaLz7ptsh7Ojl/apvEUZ+WxEycahDXR47LNLlbtLacWBl12x3lYO3zy45mCgc+uX9qbg5uP83GyTJc4TTBqcxYGvHiFfe0yLjs4NHa827W47OJov+NP/Z/F5wycNJbLO9Z8s4NR22eSxmf4ReMzYnUGxqrxjs5x2cGIy+5xCs6ZfM7w6QyMM/xaddnlZC7u+mMXq9i3PPVGd6Cr8227ZpmT4VzT9rLuGRgwz8A5C8PAlRCWU4uL5a6dgbHLYW2/y4euHaB3sLTdab/6ZH0Xa7f9ymfXNxqfkceXnNbPk/UzNNrVJt67XLQ/S+OzfOLbxK/6N+/51tdTwj/1Uz913Mz0FIGnnvxo4Ite9KKbz/iMzzieOHrIEwkTLsWn5RkY6RKW5eTJg0ucOE6WcZm0Xdvs4mj/kBMg9ZpXPO3gCxGvJfFDk57GlTfqeEJJvsiV5z//+cd73G17SL6sfu2u46Ls2hk4MDqnmHJa263ru/7ttsflDD47GNo2F3dhuuPXM8Gnlf+ONnBq33LFfuh6mjxkrngI5g6X8OPU553lWXxw2MU6w68zMPLlDH+KzQ7WGT7BMFeYJyx3DNb0PGLt9wy/Vryd9bhYTk3b5uMz9JnyqN0ZPoVlGd667dr1HX3rqzyWyzt2hj/6PxNnx5/anqVxeLvLXT61b7nDJ4yWUyztz8I4C2fqi3Yrh3X9Wkxtd9qv/Z2B1T233WPeyqv1U290c7aJbVfAM4TjJD67WLU/IwBhFYDJEsaZfsHbMVziM8U5Q1t9p2/LKZ+wdtqHkT5TrDN80fcuj5X/GZzOwih34E0tLjsY+k7jHZy45NfUJ+1gwdnhA+dMLhMs/67ladzv//7vv/mFX/iF48alJ3Pd3PY+Za+cePLJJ49/5cf3IXaGNjC6ID1DYxg7OLXfwaDdirOLdUb+rXxui60+5IhX7PhXRXnSE932+XfD5z73uTcf+qEfevw46Wd+5mfevNd7vdfoX9TP8Ccf8qvP1y61j89unOKygxPGtX5c1ueTwqZ8tFtxLvt46Odwdn1bcR7a92314mG5Y2fghFEO7vAJY8cvbc/Cybcdn1Y+Ozhn5LH+z/LpjGNeXPi2Y2doHMYOj9rml+XUzsDQdzi7Gq9YOz7FY0eblUt4E05xaDnBiEs8pljaVaY8Vi5THvWtPZ/Owkmf8K9dnqXNGX6dgZH/Z2l8hj5x2cU6S59dHqvGu/m3ahPuZHmGNmHo3/qOpfEOzpnanMHnNj1OvdHtfU7eyeOi8iH/AnwbIdvgaO89Ld6VNvnGVRvFO+Rw2nlaS1vvrwnzLt73bdfWv9d7X9GONrjA8Y5by6lf3g1EX9rsvAuHX97pRJ8pFxiT9wNd6g2HP95/RGN5NDEYtDGAd7ShRzmMz8TKl3D4ODUaN+Hv4NDEE5CWU40b356+ovfU6FPuTLmkce+i29Gm+QqXKR95A8fchdvUjHHaeCUD3yZ+acMP71/FacoHDr/wsXwoF0/mehL3Va961fHet9e85jXHe9Jo837v9343L33pS28+4AM+4HjHYnnwEL30Lwd7r+zErxVDDk/et4ZrWvCpOb1tD/FlrcOnThbW7des6xsPNzPgTfMYjljTGM7UJ7p695vjDF6Zucy797w71E1t73jzLkevKfHKEv2927u9280HfdAH3XiNjXzxJLdt0/fs6VuedWI49Uk742n3WEWbNNk9VtHYPHHNOCoWlus8itdUG1h8cmxg0/yTe8blGfMoHPkmjyfGB22dtzmW4zYxmsIpB3c07vi9Eyt+dKya+kSHYmVcTc8H5B9faGxcWZ/YqjHMqcbaiZMl/6Y45Y48nsZK39rSRbymscoXc/pOHouL9jjtzFv4NMb5NDmO40ITxzu2qw2NcZrmn/5pY76ZzsWHI4/+mM+ZOWOqDY3FiF+WUxxt82cn5vqnD5+mOMYUDDY9vhyNH/2RO2kyxeKHnKExLJpPTO7AMY/iNTH9wzHfwJhy0U68nWvt4BRvGqXzxK/LeXSC0VigzQ4fOHyBQ6Mdv7q2g7ETK+dczrHFfsqHxnRJnwkfbXDoWDWdR8WXH3yCMfUJDi440WjiEwztjAPa7PDp/A8mrSeGi1jxy3wxxaGp9sVswqU2dPGKI/PydB4N63I5O9u+RHnT5xLBxEa4KdkGS0G4o7vHbiZ+F8e4TawAmoymGPVrkEjwHW3S+Kwb3bhMkzy/aGzw4UaviXUCNGm7tukgv6OxyciJAn/4NTV5bNCKuTIxEwlfHMx24yT/dm/Q8GHlMx3jNKZNE+VEG220L3esT2zVeIpRv/yiiXhPtdFOHhtX+EzHlDiJuR8s64Inng9d6hsfF7Yd0B7adq3XPIrHNWPKj6x4kvtHf/RHj3csu6npgPju7/7ux03uz/mcz7l53vOe9+abfWuf963jQ59udE815gs+tJmO8XiKN5zpcYYP+DTGw50sizWNpnmMD01oDGeqsbZuwsplvDI3JnwR4seQvcrmJ3/yJ48fafFjQcaNm9rKJ3/yJx9fhngnd2N95+JC2zSe+sQHsXKOw79pzLXFRYysT03/NDZ/KRNLW2N8mjP1K9bdeII7MT7Jl915VA7DweOauWvlTA9tnbfRZzpXrBqXg2s/16zj42YanaZ5zC/5QmPrU5xiFd41flRXW7rSGJ+pxnwwluTgDob4wOCbMs1jfonVjk804ov5RrymfvGBL4558tj6NOZd0O5g8MvYLI+nGq/jeqoNLnxJ4+l8DIO2fJnOxbgwxyrx2dWYPl3LyMeJ0aNz9R2N6YILn5SJ8aH8neZM/cq//NnRJrwphvb02D1W0QOO+WYn/+Rdx3HLqcERK1ysKxPjU/PoNG/0K49pYzmNVX507dDniV+02Wlfn/LGMYs20zGhnbGQPmFfu8Sh+3+NrWsx0gSOOPk8tY5V8niqjb7lMG12NJbDjndsqo22NEnj6bEKhrzhz3Qs4MKMhR58hHemvcOjxN579v2CDTilJLvYfdXHqO0k6BkYSJ+BcwbGysX625s2zwSfitMuF+3D2onTWThxOcuvs3za5XOWX+Gc5dcOztlcztJ4x6dr89jN7V/+5V++ecUrXnE8uetkw03tL/3SLz1eP+E1FE46dk486Lzjk/Yrxi7Wbpy0P8POyj9cVn2m3OLjfeye8P/5n//54/3bXmPjaW43vJ30vcd7vMdxc/sLv/ALj1z54A/+4OPEUo4Um5a7XLQ/A+sMjLO4pMkOp2J1BsauX2dwweHtFad47y7psxPvt1eNz8qb9DlD410MXFxow9nBSht4Z+DsYOAQn2cCTlzO0mYXJ32eCdrEZdenZ5rG8XlWY5F9aztLG6iwztB4FyMuljtYaXMWzg4XHNhZGsPa5ZM+OzhhnMVnhwsO8Xkm4MRlV5uzcPC4tFNvmzv58RSOx89967BeXF52fN9nDivwphjh4yMZdnDiYrnzTQN/YMRlkqS+8fCr8i7s+9Zs8k1KPuEQpzS7dnmGxrTJJv7UNr92NP6v//qvI4f7Nwq5PLG4aFsOXosDIxwYO9qcpfGax/l2rV9uWMljxVMevhWcWNrUdqpPPsGZYmi74pSDtl9ja8xxmcwT+pO/yr//+78f+rpRPDXzzg4X/RYry7vmUWPPjUtPbruJ+cY3vvE4pnj9xHu/93sfT3G7eelJ3bswHuqjWJm74Ew17ngHQ7x3cufseRSfqZXH5fBUH7Eud6Z85IT3b3sliaWc+N3f/d2bv/7rv77513/912P+8F9k3tf+nOc853j39od8yIe8+enZNU9w4Ut+TfShTbYTbzhKXCYaN1dY5lfcrlnShZa0UjwldK2tXLTd1ab+06fPD13Gh8ZrDjy0ffXC2dHY2Fb8t0HHuykn/uDCztBY3kxyT/9pgxMuuzg7GuOg/OM//uNxvKPzrsb4TDHoU6zO0OYMjeVg42kSq+Lt9zHg+HLRcmL8YTv5pz1Ou9oUJ3jpY/1awyWNtZ1o7Jyt82O55zpvamdpDCeNp36tGtNlmjf6X/2a4IjRf/7nfx7nx7j4r7OpNSa0n+ZO2sA6Y66AM9VYW1YeT3JYezjO3cwVzi+8QnFq6bMzF+OjwNrRWHulWE/1oQWNtcdnav/xH/9xNIXTf0xMsNJ4R5vL3JmMTdzhlH8+/29r7D4F448cnPIpd4r3BKc4xWeCoW0aa69MYgWjAjO/rF9rrj/45pxCHu9gXfZ96o1uiSkhDDwkJcSELOE47IAPYxKAHMWnxNxJCBM1TrCmRp8wJrroFw83rtwIevLRj6/1bxnXckpfPHb01a84wZCgU435lU210Z7GsDoBn/Chr+L9r36wbOdGd9rQZ6JzY4FP2u9os2oMa6INjeUOnXfGlTmCvl5N4abl9EY3PvnFn4k+q8ZTDDwYbSr+HWiiMT70lTs7ujjBlMd/+7d/u/WebnzMo/yZ5PDTyjx9YBUr+tw1j8qLP/qjP7r5mZ/5mZsf/uEfPi74jOWP/uiPvvnwD//wm8/7vM9785eoeE30XfnwS85McfiDc/+iPsm/+JxxrKItXdhOrNZj1c5cUe70xXe+XrM0T3h9zStf+crj9TW/+Zu/edzMkt909+7tJ5544uYLvuALbnwJ8r7v+75Hrt7WR/PxWceqHW3OOFY118Di09Tknifluwk7udGtb3yMid15lD/l8fTfKrXHRdkZ46vG5q3JuOKPi37nbd4Rj89dc+B9MeQTPumzM9/AYfkzmQPxwcW46l/L7+N/175wYPEpTnfVv217PGjsporxMI17GltO4hQ/uQcjf6YawzBGzaPTmMMQp3J4glP+Oeat+k78wkU72qRPul2zbIz3moUJF7lDH0afiTba0odf2ldsv8a094WY457zv50b3bRh9KXLRBvty51wbLvWYNCZ0WYa8zSOywSHLjSWx7js3OiGhRObnlfQJn3y6wC88g8eNFZ2NTbf8GeiL9r88UCeG1i+uHnnd37ncf4ZE3zbmYu1x+mMeTSM6XgqrHCm8wQMPtG3se18eMpJzsjlnXkUpzTeuV7kl5jvHKtwYXBoQuep+VIMRseGHY3x2TlXap7gS3ymfuHSPDEd5/IGp12N//7v//7IP9cgcmcnXpd6vOM3PrLLjdPPDsyeuvKDYd63gujlxE8QRSJX6q/kkVQG71/+5V8ejrvoWoPwEAziC6J3dxq8uHTDUj/1vXKxnlXHNjeLXAS6YWSyZvavdVa8FcO6ffjwRzCZBFVgZOqEY8ks1zq4/NM//dPxVJuDM5+amKqfPvlm+4phuxuMLggcgOhzOUGGcclnxcJXobGLOLEu3mmjfjzCsi8+ttn/53/+5wcnvDrpuKxTXfWztQ4uYiRWnSzEp/qP01gff/d3f3do7MlSTwr2Dqww0qZlfl3mqFjxizYOaHfh1P42v8TnX/7lX45xBccXG5f6ac+vlc9aB291nnrqqWNc0RhOGrVfe/XCaXsa+6wfJ4g0yroRsfrRuiVbMWzzZKZCY08aO5m/1C8e8dJu9ctnuspjPpl/5E592a9cxnztJww+yR0nZuauy35uw7nNL/4Yn8a5eN+Vf/l0iLPoox9+0Ea8cClOONlfCcPn27jwRe782Z/92TFPeAdvWOrXvtyBc+m3uUHeeQ8yM9d0AFr5XGpsH6uO/caD4wONcFn7wtFx46u/+qtvfuRHfuT48Uk56scmv+EbvuHmi77oi268Y1n/f/qnf3r82KB1/uRTOuSXz9azONkub8TcDVQH1ssTBu3WEvaK4fjCHz+CyNS/HOPaKavGl3zsU8yjxrucaUylX/jhxcf2OOmftnRWeoK//dqoE4b1bK2Di6eljXHb6XtXHq+Y6q449JGDvrhwnLo8edFP7S95eCrzda973c23f/u33/zAD/zAzXd+53cer7H5kz/5k6OqJ/xf8pKX3HzVV33VzZd92ZfdeFXJ85///OP4LJZwWXz4KpfFGyd8Ov6qkyY4qZtOlz7BNKc7PzHnNG/VT/6El8Y+VwcGLmLlnKDxRJ+1Tjziot26H6YcNt/48U3+GBNrnVXju3Bsly+vf/3rD15w3ShccWyLj3VFXmQ+++IBH8dfcxhtYIRTu/s0hqceXcxdNDamaLTi5MvKSVt1tGfrPOq40FxhX1zC6bN99VM9HOQjjdlt50ra51dYcMJyTouPedTNK3MOnCweLW/DsM2YKt6Wzk/WfmpX3Pusn7i0jU846ZO+l/PobRiXOPJGzM3f5hs5uOZF/rSs77WObXA6H+AjrEu+lxir33iZOx2rXvva1x7zFYw1VvV96Vf9WKqjH9o4hhuj6zm/fqoTnmUWlm3GuHMT82g8yuParD61vvqlXtdDjnvGt7m4WOm3dpat2x4X63w2Z/mx3uqtc4V+2m69ssbJfhqL1a/+6q8euUPjSz5hhWF56ZNt/jMHlpgV7zhfYuibhdU6jc035gvzBEvj6mir3Vou+Yiz/DPW+eP4EBc45cyqke2Xddw4dYxSXzHW1zpr+/jAYdWjCZ/wgeFBEPvaXzv7wnsa4S0Y1RFvPtFYDq55o86qTesrF+s0Nh5o3HkJjVj9xOMuDPXMV3TGB4+7tAlLmyzf7XPuZizQWj52TaRu/beM35rHttHDuRtO1r3y7HEaxycu+rPNdQMcfvGJNupU/5LL2k8Y2ivOuxw3m4/tZzAuceBf+tUxj87y477z0fjBzyfbaEpb49Pn8qZ68WipjrL65bO8Mfc5bvLtyUcP5rE41y7fLLP0s028HV/4tN4bqI42fA3PMlv94lNzIJ+at6qbPy3Di696jk2Od/Kv87XibX9tLjEutcGXX53zOx+on/yCdenXJY463cdx/nV5XWX/JRc82dqPWMk9Y+Kh8+jTKG+dO45VxoE5kD5do1V39SdecVnrmANh4KXNOlfcpjEs/oSVdjSWxzg1T1TvNm1u0xf2r//6rx/zMV5ysGuHOKuzFtvh15fPcsdYcP0g3mzFWf2C5TNbMWwzFz9kHg3vNhyamvdog5fPnaMcnT76o10+hVWOqmObuYJPzpVo434Fi3Pt1+VRYalTP64/XJvpA07HmurvLOePJ9/Sa4QllwmFc0SUYALKOGJ/whFE0J1YmDAIZ7J2kWNi0k6SdkEpID4bAAwOYQTJoFLfPqIbdApcZlnBy8RgP4uPQU5gfKpjksYbN0mmLwNPPcmir9pbtk89n+HwB4Y+O4jZp05JoJ/MPlzxoI/P/IJBFxj6bTJRlw444qQfRg+lA4Rt9FO0XycSXODq6zJO2tmPj6Id7XBJQ/2IZ3X4raQPDPhOatVRF19FfxluYklHJl9gwMKN8VuBZZu8KE440Zuu9qmTxm2HYR/O+tGfz/rhD/208Vkuu6CsTflHAz7QnV8GpyWTw3yKNx/0I5ZiVV98t15JY3z4ZL/++JSPYglD32IN25LZZh+c9Fs11g/jkzod1Moty7jAUYy9ttFYW/7lq36sx5d+tMMlPrSxbjtfFLz6DLd/bVOPdriIeThiZS7BidEWDi742U8rfORXfluGoV0HqsYLvvIin3ApR/mlPY3VC8dSP51Itl//6ssfOtEEZ8aftvFb/3FtTPHXiRQu+sNFzjQvaSfWCmw8GJ40hmkbbSr245TG1YGP9zpX1I869uFBY/2JiX6cTNFaHLRVVm30R7/ypzrmTnh8pJPxC8cNTQc5N0SdQMLS9gUveMHNC1/4wuOHBLtpxofGlHXby3V60Bh2Ri/a0rkxpX9xUI9fzQnygn9ySR94w2P42KeObYp2MNSjDd351PFOfdrZT0umDj6Nczj8Vc+S7topzXH4aq/OavLisg6/+MwHsWwe9VkO0N96xX4YsNIPRnHnY6YObEWOwmA+w8gn24oxXdbcaYxrQ7t4+EwnHJ04uUByouvpbSd1OOEqr5773OfeeD+7V9l4gpvecMQMDlu14RcO+URLuaMNTOW2OIk5HPsZbuHEm39yi++2wV79sk286SMePuOof23FnMblmToMZz5balNuNY/azh998Rsv6/KnYxWcMPQJR17xi2bWGRxFHfxhweS3utqVn+mLj35g6LMc5ou2xnXjk//qqyPGCrMNfvrZpn/18JFDjF90EQvGd9tohpsCR5/00U7RPxx48lV7+YMzDNvF1Dof8LGvm8dw+SJOdKSLfhTzgDYsrvqEoeCiL3FnaWqfPuHFRZ/2833VRjv+wFLHPvXSGD8+wqEhbHXgiFdcLMVSPet04xcNccaHNUemH7/DsL951BKGerikcXlsTsYXvzRWHxazpDH9lDTGh3/263vlqw8YDK529hf3fI4zHWgsb+in3KYNvHWuKAZ8wV0bGhvfCm440hcPhdmHCw3l06qN+o0F9aqjHo6ZsdU8Kl6NR3VWjW2nMZ/oEE/cGR5w0g9H/tBXXXi0FEf98Imf9sHwWYG93uSnrTripT4NjCt+8El/+uK7PporilV90UOBwwdc+WO/AgO+/qxX7OObmMLmwzrGrYul/XSuDr9hMNtgqMd/n/WjFNN44pTxh5/qw8Jbe33xzzb9FCf5T4c01ie+9OM7i1P5p6425aD61vVN2+YSGPRRmFhp2/i1rfjQuM80UfSn7+JkvQIHV/3xVaErDvRJS33pF8fiqa5tfIdh7mK2p7GlOvSzNI9aMtjw6IwPXctj9W2jLx78ok394P3/2Lu7n1uyqu77l3n+BhFFdIMCjYC8yasNpEV8AeWAhHBC/AOM8dSYaHiOPOXUxIR40MbEhkSj2FFj0EZsQEHAd4K6NZpb/Sue61P4baeVtXtfNWpxh/u590xq16qqMX/zN35jzDFr1VrX2mzLYdc02LbWKq/xhWFvPI2PfC72amKb6/rh4LqYa8bAg0/0xq/chMUPG+001+FUA+AVbza423CB0xpNP3yNgS9dNDq7F9fg0g8Xe76xw1cc2Grphrs+zne/yp7PMNjh4jWNxQlfG2y8WzfgaHDEAKZr7OCw5Xt+yT99cOCTcVzX8IXBhq9s1K54ew9BG3Y2Njb6wYwLDDrbi4FxwjGe187zK22cZ4dvOPbds+K41lGv8Ys3W33Fyl7LL7WEjvRLG+PZ6M4vOcrGBtfGb7jxyXecjcEGRjbszQXa5Lc5s3Ixd+liv+on1rCaC7hnYyzXnYsLnuJkr9FOHHCAY1zj0DgdYPdaXtMDX37Bxbk8hsFPHPFg5zif7TV4tjTGB99yWTyMQ2NcXKc5fisGrDDYG9/1ctQ5HK15+PIdH5zZGs9rzRg2ePy0GX/VWH9zRp7ijzNO/HVsPBjV0VUbdmxcx4GNY6012Wvjui4f4stO/+LEJ2O7Ll4wcTB/+cWejW2to3SFIV40wtecoI1YaTBs+eQcLq7zW6MxPvzDNZ7bxSv9c9UH3ZLHhqw3p4LKab+bSQSiO1+Rcczez0MIFIH1MRnYEZ/z7OBoRPHJE5EFwDX9XvSiF21F39hsfBpuk3xENgEJS0T2xMfDJ+caLNuLX/ziLfkEQpAFwCfZMIzlk0X/q7sbQDhwfQpWIGEojBK8BIZz//bbmTjzJ+5es9GXr7Dj4ZpJYCEzyR3D6ZMTeuAvwSROE5R+tJN8mr42+kpU+HyWoGzXZKehePBzjZM++uY3bWhsQnkgQcuKCju82XTOJ44wYJtIL7n9ZNeeLZ5w+FKDmd/60YvG/MfNOWO4mbA5pgONccHN2DbH3XTQ2KdpxYqm8oFfL3jBC7bzxsZJP3zLVQUSX80n+K7bnJMH/DWOPpqHNXBonN940pg9PxQ+ORof1317Q6zEFF/xEQu+8L94V3SNYYODi41P/jwahmMYrvPFuNkpWmw1+DTmE11wkWOuyy3HztOYLR72zvPbWM4ZQ37hzm/z0XXxcgwDF5z545w+xhXzuNHPdbF3jr/G8JDLay2f9MfDWOIgnvKrWqKeGCdsv+VrTmRjDospbdjhfu/evS0O7NQANuIQBg4vfOELt/lrXFzljvmpPyyYYsl/zXka003MjYUrv/Gmn1ixYcvG3IHhGyfGdJ6/9IGTX/qrJXxyjjbNK/lGx7Cae67zzV6jb7XYWHzis+vmFN+MDU9e2OvvHDvj1sxxfrPhk3gbX/zZ0Up+uf7kk09u38LzTTw85aU6/P73v3/7lu5jjz22aQPDN5TwgsP/5os44eiah+U1cTB31WQa0U9e4CLn9MHFuHxiA5uvYs5Go60xYMEwjlrCf2PQgC0cP53BN3kh9/C2aXwXT7yNZXx1gH7xwc81GGLFT/2tQ2ujESw2jS0vzAXN+NYpvHGEUQwcs3Pd3OS7fMPfOmTM/HSeJmzsnee71zBgiTWf5LJz9FEH+CKv6QmzByf6uB4P1+SsWPzRH/3R5qtvX4sBP9Sgl770pZu2P/mTP7l9m9t4mpy4f1uX8ISnmb/8og2Nxaf7BtflJJ5s5P0ap+Y4f9VrsdBwaQ7oa9NXvrbW02+vjZyhj3jqgye+fKaNjV72xuQDzuLNxrH5iKtNDsGgVXlXLIxvvBqNG8PY9MBDTtDVueooXLad6x7H+GqA8cSePmxh8B9m+sHCBTaO7v3Mccf0g2MPQ8NFDYTlHP5ymJ3+mv58og1utFnrqHOuwTAfaCbvum/Dx2txEkuc+SmWeMPjD45hOOY3G1zMHcc4mWvysTxhI59szoUjX3HX8IFjbD7S0lxxzF4cjYGP47D9LA+NnFNr2LRWsZFHPvDhFxvYsOCHIXfEkkZs6OO6scSTrxrt8HGdL+ZVGK7DcJ8k3vrxyZyipWOv6UJDfOiOC33wyi97PtHG2HIm39PYuHBcNzfEz14Tb33v/dcch+caf2DphxOd5I1jGvAp/fIZnjUPb37hya80NpZ6aK1Xb4wlf+Vfcw5ndcLcNJYcMZbYyBXH+MOQg2zoRef9WgWDHf/g42IO46UPXnywxoinRuNylG60rd64jp/Y4EQnnLw2hpjSxjhyQo7B4Kfz+KaVeZmGMGHRQV86G9d5fq332cWKvrCqo/qVXzQp/2AYZ19Hccmv5iGNjWcOW9vYmFe9r8KRDe3Sgm7up/gIJx+qfeya4+Kv0c8Y2ax8+Ycz/fgmVjjxl3/mDC31NxfkKHvY9uavuJsz+uFsc914+FVL4Im3zViac/Q3jvmrH23lChvHdGdHY/47V5zWPDYPaGxznm7yP9/5iLPx6Icfn9zDsDUGbYxRjVy1EVc2+sk1NuUXvnTHCz+64nHvdp4bC46xzPPyVF+xFnd608X8MB/0cd2GD17Gpgk7cTKOHJBrvS/Vr3oEJ41hVEedK/9hwYCVJng7x0Ydda3r5rc1T07QAR+60o+P4t1cEE/n+W0c2uQTf8XBsQaDvmIvdsUMbzZ8l3u0a+7Br5a47nz3/LhVm92D0w9n2thci4u+cOQxDeCkMy7OmZ/qJBzHYt29L781c1dO4Gx8OOYvv9lUi/ndWiWO6igONs119VoO0Y925rAxxUWu0cE45p3GRm4ZE798w0krNmKKj7qs5mneX+jjmnFga2IOp/cE9IMvr+gHBx+8cMXHnk/s5EJ+wbFWyXUa6mMcscgGZrkj/mJAd9xxsZd/NIbBRs7Qld60slbxh202xpHHzqWxHPcexB42vnKQLSw+ir1YNLZ5BqPN3I0L//BJP1ryUZzFiN9eO989YhrD92wg/fQzvhixx5lvxsCXxjDog4v++zjpT1t7vMSJP/Thk1jg0/xkx28NDxvf9GMjj123NcfhwbDHU6xwx4c2uMLQ4OgnXtngLoeycQwD3zSGj681j4/ON8flGSx5WSxoo7+5IJ646Se/5Ts8elYb2MF03XnrmdqkmVPsqrXO4aKOGo+frvELBn97fsP2Wu2qD7oRJYoNWeITRpISgFjOl/ic1LLxmqNw2CqCbD20EwgYBBQwQddKUKIlrr2JKtF8NR8PmyIsiFrF1r4GS59wYAqeySyJJYQbDuf1w0dRwS1f7CVCGGzYW0RNYEmpj+LJVy3fFMNwaACDdrQIB5Yi/fTTT9984AMf2G5u8otdr930hB2+YzgWGwloDFzpz542rl+Kk/N8blHArcJDY7wc27JJ4zQ3Pj1pDE8TF1iSvWaBwktjx14MxDx99AmXjTFprHgpuC2YadwkZMNvzR4GnjTit7EVJQ0Of2gTX+fph0s5qB/8VWd5DpcNX7yGba/pY7LTnk/55Xr64VZs5B8cuc8mPvRzLKc05/EQj2xgOKeQ5jsfVhvYNDZ3szG+fuHykX64yB/aGJ+dsfA2X8WGP87ZXOev1zDMTcXeWBYS3GnDpuaYdsUijY0BR6Mf3+OLaxqzMRfY41kfe33w0Nh4HRevFWp5g7fmNRy2Goxw4kxLY/NbneCfY30bmy4WxzQOo1w3BjwxdrNAZ1zkP3zXcKKxPvRpfLzhO4ZL48a12JsP927fMNCo83TBrxs514xlD8eY8lj+fPWrX930ZksHNpr+xnUu3M6nn/5e6+PGwly/f7vo+7aub3E/88wzm26uf/jDH96+yf32t799uznEQXMNjvyzkPPdDZvcEU8NDzp4uFYTD7rSC7+40hUXNVmcqkPpZ87DNo5mfJvGF1ysBWqxHBYTGPqlIVt60ch5DQd8Vs4t+h7swoVl7PQrX3FfG9vOscHdONUS66axNNfEiH5dT5sw+EdvfvWmSY7gU+7Tlw97HFzLUeN5rcbw3c2tfISjr4aPc96giOdv/uZvbjdfclXeGwf3973vfZsdX/w0Sfvywtynn3H4k2+rNrgZ29549vrY0udSnOghlnEuR9SkxpGDcWHHfq+NMYypsYHLxg2gm0Q64A/fddqISbXCWM7BsA9D3jrnxldth7PWOuOpJeqNTaOrPisfOePYzS9f+ACrumRMuI7pbXybY3ga/RzzzbyChz8s/TUxgA9byw+567XmOr96A+hcNchrdrTZr1XGtWnNFzbqqLUqLvrCEBN+y+vVJ/7E155NmtGYDvi7Fmf8nN+vVfTIRmyNo97IO7h8TT/a0Kr46WdzLr/kNHtvQvglL+SR83FmT3vntHBwycZr88ix+ubYuHTTHBvTG0ctH5wvVsagnTmOi3t1uSaPaZw+/NKHNo1vnw18esIzjrUTrhzAwTn9xa9a3Hwwln4aLeWgY3kct71+xnUun/Rda4VrNDa+dUoeds8fx2oJHm36wdbwhik24s0nesuB4sLWODSGodk7z1/XcOSHvjTmVzjlDi2bV3JKHzzjCpeNuWBeqq/WFjzyo3HwLoed089WU+vMAZzULTzh8ktu1MdrvueX82IFy2vjm3+wjMnnfb1JvzDs1zpKH+Mbhy7mOC76pTFscWFj7mlwOm+Pk7yF0XsQXHDU8NXYwKiOxts+v8XG2NYzmoiRmKQNPx3TD4+2NY/Z6meT73zmF1/jIm78wlNznp2+HRuDRu5Duy5+cLLZxwkfHOWOVg7Kf/qa4zBglxfGzac0pkm6wGHbfHZe44OtnHCOfnxOY9fwMUYaq7V8v397/+hamrLR0kYt0KeNndea2MLuXpSfcqQcZSN+MOHU6FIsnRMjeQGXzhp+cDT2uLofpa3GVgzw0YyBc3PLPC+P4wyHxjjRJj/w5keNxu5F9ZPL7OHqX59y2xriHAwci1e5yTcPn7pPysZY9HPdHkbbmsdwjMsfOquB9+7d28aKMx34pV/60HfVhg/6qaM4y0VzrFy3x32/VtEVR9zwoLH8xMeHBtXRNGbHRh/jxDHf2ouNueC+n9646IeDPnRiA0Pjl77p4Vyv+e19lT2sVT84eK/5BqfzcOgnfvCMbRPf5oL+9Ou5Ei42Pqaxvf507dmJnHauOppNOHho8PFJK33SxPsH9xTNH33YmWfF2p5u8PmheW38HvLHg8aupYFx4Gvh8RWeRhvXcfQQ315c2MDBBQZ++ttgG4+tZkz+scEHR5rs7yXZr/NTX+fiYg+b72qo+34+wjIeLvnlfak5njZwXNPg6AcDHw03frLRB1YYrjuHt5wIi011lDZ48DON9aMRbLkCQzNGMXCsNtDZefdJ+NG4eccGJpvuK5zDpfmrr7Fpqk64J7AW81O/a7WvZ8WV0AjICRPWxgFOl8SG4SDBNQJy1LG+mtccFGzFQhAS03V2MFtU9xjw2BjHPi4VkbjYr0GDrRl/b6OvQAkkPvplw56fa3Ot6857zSYOkptP+mo4Z7OduP2nBA0nGxzcDCi0zoWz6ud8xc7rroWtD23x8Zqe7Fe7NU71M7ZNY1sf/sCwdy4b3GlFsxo+XXfOaxxwqe3HZrPGnJ3x06bjNHYcp70ObJq49nDgp5Ox9ckPe/xq7NjIv3Cca8tOHznML/aO7VeNYa8+6ItL59jSD4b80x//rrOXQ+zKJef2xzD1hdO8KebsNZiXNI4v/zTj48I3cV19ii9b2tRn5etc+uZ/fsGvj3O4xtc1+PFxrL9xyp38tNdoAm/Vxnl8wqmPfCkf+JWu4bAP1zltxYWJc30Vflo5V8NlrzGM9DGG4/yhcxpnA0NOsKVNetk7Z2+jjbHlnb6O8WFTg8Mne02/1W/98NWHPjbcVhv99dtrE0e4rtEWF28C1S4PdX2D242eXHLj6cbj8ccf325aX/GKV2zjxTdu9MBBH3z4iI+W/2zWxo94rjj0y6f81I8NveLtXNi9to8LPm00biw2aQyvFh/HcF2zD8OeT+w0ezh7v5zLRn/H/KG1jTa41GDitzb9wyiO+QUTHm1ga2ycZ2OMmnPwXddg6scGBnvH1i5vxrzhEHsfkrrZ8tM1Htg67+bITZQbtre+9a1bf764+elNdePar37G6ZI2+ZVOxRiGc7Ra48SnvX78E5/GkdPlHxx+X9IYlpZ+bLz5M8fpA8fY6ceezVr/ihMc1/nNJ30aF87aHOMa38aPD1vjsuMrHeA6t9o4H7fwjZmN680ne1j47/Vjz7bmeLXx2vg0livamn+O9XFu1cY5W9eNQVcNDp3gskkDPhovbeprz8Z5No3F3/J41YKNHNjzWeOFT+Ozp81eP8frHMIDv8ZyDSd+OWc8OGv+Zb+OHY695loaq6Nep0XX4YvB2mCHS0fjZuNBT9oUBxj8doxrftgXB/hpbC4YY42V68YsBo41GMYPh026OmdcfeA51h6kDdv8CofG4eDTWHC8prtW7jgXBm75QR+v7Ztj+sUpHOc052Gtr7PxJhCOY2OFEX/+p61rXms40sI84JfNsXHY2Ly+pLH+4ciT7PGAYx8WWw23OH/9zNe173Xj6us1/rDpVPN6j7H6nO9i46FevtEg/GzgFCf4zq82+MPJ3jE+a3MORjh0wCdt2IqvPF91wYedBn89Dqv4sWHLd3b2rhk7bmyyt6/Vr2N99cNFg4ffvs9eY+M0Ft+8po252RxftTFuXPOnfnFxrI+x1BvNa/wu6bfHiY9+xnJd7vDF5lwaO/bafsXuOgyx1wcnPpVrztfKDzg1PNjWYPKBPtnRGLaW/V5j2PkEwzF/vMYZHpxsnINp7LSBn3/t+WMe0BgWnH3uhLNybFw4uBQXnGDYjB2f+DvX2Pg437HX5gI/zE/5Q4d0Yp+Wxq953bE9HDxsPbPIB33YGNP1tcHuGt5w+MHWfdeqTZxx0wd+52D22p4PNI4TrWCnjf77eQZjtfFaY1utgOe8c1rahrudvP0Hx86xdSzuztlWbRyvepc76ziNRw8cmlsw4wnHazZr09eWPmzo49i9PG3gaNns54LzK4ax9KuO0mfVOHsaxy9OjvXXYJbjMFxLYza21cdLGOWDvb4waWBLc/1gpXsaN4brcdbPcwEbTuv42dCH72u/7eD2H5i0gNM47FeNnWfT9RXHGDV92OABb9WYTT7Zr2095jOu6Spn4TSv9aOdPvnkHB1Xm/qJkdqlVqz89TnbvuUW8L/frZ5EE0CfNHgif+/evf8RyCPQnFVMFEhi7ifHXbG45tMTk8K2insEA5+KtTfg0+ZNPL9KBgE/2vz5iP+07aMf/ejNL/3SL23/QZtkPdos8HySiHRpshzFYU/j4jTxSZz6hAqeT92mTYG1IMoZfk34+PTYp0s+ufXAzcOVSTNhxdwExkUOHm3Nhb79oqhMG42b7nDWonUEs2Itj+k70bg/PfLNoJfcftLpIdak0UfMNf5M9FGExYrGFoO+zTPh4ybKHIdnXk5qjv7NT5+qTvTFXQ57qKhm0NefwU8afXwLgrbTWixO8u/Xf/3Xt//I6vd+7/c2vc3VH/iBH7h54okntu2HfuiHHuovv3BSJ8R8XcCP+Edjc5zG5uik6S+XYZjfk/xr3Opo60Pn77o3t83N5jicaVO3xMZN0LSOGts88A3tvklhzfnzP//z7YOO3/iN39i+qeODD7Fg49sJ733ve7dv9b/zne/cHnbr4/e6cbH59H/a1Bvzqfo3yR1zqmaOTzD0V29604XTpFbQjcZiJd7TdVy8ffDUja9v7xxt1VE+0eTMOo4PPE3MJzVQzTEf5I/7tul6R1sa05q+k3kVD3/F4ttTPtib1ApzG5/m+Zm1Kgy1j76TPKYxXazB5u4kh8W4HOabe9LJOoOH/n/yJ3+yrXfeg8ido36lcXNLbZ82tYJv4iT/JjlIYxjWT3PKvfak0ca8an2ZrHm4uD/x4SQc3xgVr6Ma499f7sgZWBMMOHJPzembbRON1WIaa9ZxPk0abcRcnaDvBEeMfPPevYX89ZdM0+Zeia405tdEG2PTl0bWB7ViggNDDmpyeLpWWRf4xadyZwM98A8uvnQhVjD8R+fTJv/MC633nUex6GJTk33QP1nvjFkdVbt6T36UC335I//4M6nFxjQX5LH7Wmvwu971rqNUnrPHBaczz1/4RWN1VD2ezE2ExCgMuTOZCznmfZU4Te+VrFXe35njeFjzpnVU3Sn/YE38an0wr9SK6RyXxzDUrGkdTWPfgDafzKtps97RQ6x8a17cJ808sFmrphqvdZS+OE2aWKmj+psLk/kAQ86Il7yb5jH+X/ziFzcc98XyeHKf/SAdrvqguwKpmAiAQE4mnclrg6f/tOhzWgBKqAkXGLgIqP3k5hCGFka6TPh4w/+Vr3zl5mMf+9jNRz7yke2BwKSY0DZ98cBp2q6hsUWxNi0i+l9DYzcJ+NhMtmnMyxv6TjWGYStWZ+ZC2tDpjMblzpk8ViPoK3fOFOs05hONp/rk0zW0KWa44HS0FW+cxGmCYUz6irmF0WLmpmHaxIs/E319c9fPV3ziE5+4+fKXv7zd/Hpz4Hf/PPT56Z/+6e3DpP6s8mH+8kub6psG9IVlfj9szPrs9/rTBob5MNEnzGvUUT7VztT0asWZOY6HXOaX+Pttu6eeemr7+RAPt93ky0nz35sgH8R4U2/vZsdNk2vlcPk3vbHDBxexPpM75R+8s3WUb3GZ5KB4V2/EahpzPMxJ/uAzuaeIRzl4Rpvyj8bp4/WRdq06Go79VGOa8MmbSTnvTQW/Jg3WNTQOQ95Ncg/3Ys63M2vVqnHz86g2/IHjDbIaIYfPaByn6f0f/moFnLPawKAxf6ZznD5hTGOOh82bW1xa947GKm3sp/FuTD7x7YzG+ts0fp2ZD2JenZjg8Kf3ILhMHzTypbXqrMblTjV94teqcfrgeLQ1F3CwTeYDLnKY1jB8oDBtMHDSprmDDwz7M3kchj2/8Dna8qU8nmAYE457Yxu/zjwEq46eqcX42MTrjMZ8gVGs6Txt3Y82ryY43t/FYXLf1ph8ukb+pTF9JnMTHxjlH4z8i+uR/TU0Vis0XOTglM81NBYjW3yuoTF/JjjihIu9diaPvf+AI2/k8YTPRuLCP7OPJS4AOUUsJN3ETxMhaP3bOjfZE+ssF+PCKZgTHvrEo/0ZnG4wp8mQtu2nXPS7hsZTP/a807b9/vpdjuUvfcX7LK/0PcPnGhj8DucuGjyfDZyzMaevougN6RmN4/J8fO9yLW3sz7ZrYZzRhQ/daJy5qYPTPDjil8XPzYFP0z3c9lMln/3sZ7djb+L8buHrX//6m1e/+tU3r3vd6w59okyXs7WYX/w5q7H+rXfXwDqiMR++US0e7SfjuHFxE+7bOHLABx7PPvvs9k0+3w7zrQa/8etbgT/4gz+4/Zag/yh2/+1bedw3/s7w4YMYXQNjoselPmf5rL6sry+N9Xzn8Jh8+3XFbHz7Xq/Xj7xeMc5g6Xt2XuIdh/ZHfGFbnL3ZhzHFgaUvvLM1EM5ZDHy0bxaN+XMtja/h1zXihEcxv0bewJu2xu/9R8cTPH3P9G9MGNfIv2tg4ATnjF/6e6Mvl8/gxCWdzuyvofGKccYvfdumPl1T47Nc+JAe18jBsNqf0egMhr69z5tyqB+sM1xWnLMa4wHjGnyugXPmix/pYp9f67nJ63DO6nMNbfA/G28YPcDl0xm/0gbmtL6vGNfgAmOKU99pfzrUvMdLk2vELFz7qz7o9mmFhxi+mu9mU3J4k3q0eUgSlkI5+ZSKYDZcYEwLLgxcfCppf+bNIG1geDBy9uETjdqO6svep2X4iI8Np0mjj4cWYdhPkr5PzHA48ycL4sQ3/uTbUb98AihOcOSe3Jk08fGgJx4TjemLB7/gnPlWrnjD0+BM4qQvfWz8UZDwOtr4RGM4FuqJNsakcbnDn4k+MPDBBcaZ/IMBj2+4TLQp98Tct3mmCz4cm7jT90wd9dBSf7G6S94Y07d4f+3Xfu3md3/3d2/u37+/fZvRn+z7JvfP//zP37zqVa+6ecntz9YcafLXnLLHh7534bMfQ3+xUrvU9AkODH5aY8RaTZ/cdMLR4MAQK/ujLZ/qN+FS3zN1FA+b/2jUw+3f+Z3f2R50/6/b/6BGHvkPS+7du3fzoQ99aPuLpFe+8pXbf47S2Pu9HBZzmojTtFbgBEe+0GYSc9yqN16fraN0jgs+R1t11B7OmbWqdRyPSe5cs46ua5V5PrnxXeto39ib1IpwaCz3JvlHGxuN9RenSbyb42qXdubbnjDg4WGbaFPMxcu6OcVZNTbPJ2sVLvzpnp/OZzRubk1+YkZscFEr+KZOyOFJHvMLBqzWmUmsYKh/6TJZY3Cx+da8HJZ/05jjkibqzcQnGquhNvkXHv2PNHOBPhp9JtroSxtzvPk9qccw8JF//DlzP0pjTYymGuuPjzl+5p4rn+DRZaKNvvRZc2daK+RMMT9TR+HgpNF4UnPEug2XyVwwPn/Coe9kHTenymNzYZo3cIo5vGvUURhTbXCgjTye1tF8UoubC5N4ixUs98PidPY+Ep42ibd+uNCFPtdaq+jDt0m8yj/96Ws/afxSj3E4M6/8JR4M60LrzFE+5U73Smr7RJvmlPHpMtUmjflkm+DAqI7y5exaRSNc1B36XKv9P//vbbsWmBtMv8/tP5byG0jTBJUIsLwx1qYPlwXBT30QTxCJd7Tpa1H1Z9a+ndhvRB1NUDj88e02upRcR/noD+czn/nMzdvf/vb/8b+VH8FKX5MGt0mC6mf72te+tiW7Ikvno9qIk9/ywskmd45i8B0Xvwdmo6+JMpm8Ym3zW92K40QbfOSNP9GvEExupvS1GOIjVmd+ExYXWDR2wzAtJN7k9LtX4jTR2G/l8sn/7K3/9CaIJuYDn9x8TP48zuJuIZM3FsVp/ok5v/x+m3mqbk20wcFvZ4lXv9c3mQ98wqMa2Dfd8LxrMzdp7IGluvWwRZ7v6sGTTz65PeD8/d///S1X1IY3v/nNN+9+97uf+y3uo7+NXb0xL+UgLjhN8tgbAlzv3z6AL05HcfCRw76tjoc2meP6wRInvKxT8uZozGHIG3XHXOjhHvwjLb/McXW09er5MOSJeeRntfwGt5+p+fjHP37zqU996uYv//Ivt2vi7eH2Bz7wgZv3v//9N29729ue+5/QjfOgJtb+00o+GUMNPNr4ZPNbe/RxE94acRTLWlUdxeVo3hgPF7XC77sX60mtkMP08Xu3+nuTMmk08cGE2mPNUQOPNnVCzTEnqsVHc7gx6QJLXTenni8/6rPf86X7JXVUnCZ8xNq8ojGMyf2Ae1o4/rIBhno4uR+tbskd+vBr4hOtqhVycToX5I38MyfMBTgTPsVKvPCZ1C55K+/+4i/+Yquj5jiNj/IxPp9wEXP3/BMMONZwsZLD4t46sc/V5zvmk9xxryT35M6EDwxrZ33hHG3muJjLY3v3bRONjXv/du2FIW7iHa8jnGis3qgXPQSbaCzO4q3e8GeiDS5i5Se6vNbk4NFmLsgbm9e95zyKw17O8InG1oaJNnwxH9xn80ecJvW4GoqPuTBdq9wD8EtNlY+T9w76mgvyhm/f9m3fNpF36yP/YPCLT2fWce9B1FFxmsyHa9VR+pif4qR2TbhYq2gjj+WOL7loR7DkHhzxNj/9FeBRjK3D7T/V0d7XT+oWPu65zHFzgT6TeLtftnXPX+06og2/8GmOyz+5cxQjHM/ubNXiSa2QN3KQPmpo9cIYd218gsEvzfGkjqZx9/y9/53o4z2M+sU/OBNt+OFewL1Sc2pSR7svEW88Jtrgonaa43TSJvXYusIn2phfk/cN2+C3/3jGoP7R2H3OZF6Ftd8/+N3l3vIOxxYg4nuDzOnJGwLDKGwEdGM2CSIMgbRZgGBMFkM4Gr9MPAUO5mSiwHFTRx9cSi7njzRj40AfvGg1aZKcvvDOJBQu3nAp+PhMG32v0eQdPorR5GYVB3ESaze/0/8kEY7Y0JhG9Jk0edJcmPRf+/CrfMFp2uROeTzNneJEY7/NPG30KXemXNK4hWPKRT+xap5P57gY0UftmmLgIk60UY/VnEnM9cHHQuahyiU+bGxsvHHwsPPTn/709p+kuOHxJsLPU7zpTW/avsV97/bbvI4nzTjixDf1xvGk6QcDZ3t+Hb15gSFOFno34GfXKjXHjY/aBXuyzrhJ0PdSnI7oJIfVLlwe5JdxbOLBXt31AMQHHX/6p3+63cQ7x8ZvsX/3d3/39lvcfp5EXb3rmiw+6oR2NEarz3jwybpwdq2CpbVfx7nra7Gij3nlTdek0UYO8gvOtNGDxmfyRl/1Tz5M/Yk/n2BpU07qlry8Rh1N48kDWD7gwh9v/L0ZmMZKvqXxVBd8NDjiruZM85hf8pjGZ+YUHBrLnTPrOA409qZt+p+Ip7G1Ex/NuaP1WB8Y5jhe0znRvErjaaxwwMWb7DNc1Bxrnub1lE+1+EweG9sct3byb/LggB9yuPtIONOWxtbMaR7DoI16bF6caXzqPeM0TsZXK3DCbeqXXEljOTht8gUX2kxzR18YHhpNcyb+6pYc1Kbxah03P6c+GV98Wqum73+ND0e98eB0mjf6ibd7bFo7PlpD+YSPOswvr6fvpcXm7FrFB3OBNtaXqcZw+KJumU9eT+9taUMT21Rj/eh7to7yQy7Tx/t6uJMmVubC9IOjxsRH7onTGY3lcHVi6pO5+D1RAABAAElEQVR+a/5do47e9T1Ueqz7NHYvMOVCU3kjB6f3FHHqvbgaMa2jYe33V33QjaDJZsJOixGCcMKyP9PicgYnLtNCFP9wznAJazrZ6h8XcTrLJ4wzOGfyJZ/s88t+ysfkpW/7Ff/I67jw7Yx/4Uz9iXM4HU/318BJ32tpzJcz+uh7Db+ugRPG2XpDk1Vnx5OGDy72l5qbYgv4r/7qr27/c7JvcVu0vNl7xStecfNTP/VTN294wxtu3vrWt26f9FsULWTVjUuYz3eu+fQgPs/Xd3/t+fza2146TpupLyvm6tfUN/3EfNo/Pnfh4oZW3J9++unt28A+3PCg2w2qaz7g8DMlfoP9gx/84M1rX/va7WF3Y9x1Xw7b2840fp2NOYyzPPggRrDOxErfcM7ooq9afKYer1zO+ITL6tMZrGvEOy6wpq3cVffO5k58roED64y+cTk7p8JpP9F5r/EZfeJxJuZ8uEb+wcGHxmdaPtmfaXHh2xks/dvO8AnjGlzO8NAXh3SZ8pG31WH7Mw0Xrf0Ua/XrLIb+U23qW8ynfqVxOk99Wvn0eoqVxtP+jZ82ZzU+W9PxWXU+41c+ncFI37N+wYExzb3VBxhn4gSrGnEWJ7/sp1j1Pasxv9JmygWGdo3cCcP+TOPLWW1gnOXBh3DsbdOWNmcwjH2tWnHJj6s+6EY0svbTFk77KY5+isDZxSyfKihTPvljf6atOFOsMM5qw48wplxgnOmrfy2/zuKFE+5kH0b7CYY++qfxFCMcWGfbWX8aP5wznMLIv7CP7sM5wyUOYR3lkH39r1VvzuYOPg/C8O1df373hS984cYDbn/65hsP/qPJ7/me77l573vfe/Oa17xm+3Tfw0+bB+Nn2vPxOYp7DY1hPEifI3zCKP6TGwd9r9Hi0D5MsbWJtz8tFP/+k9H+tNkD7pe//OU3b3zjG2/8XIlvU7zsZS/bXodzdB+Ps/5dI1ZxOerD3j6cMz5dAwOvFWfKJ4zyeO/vkeOwjvS5ZAvnLJ+42J9pK5czWCvOGT71vQYXGp9pOKzbFCttrhFzGNfw6ywXWuTXVJcw0vgsjg9szvoVF/szLW3O4MTlDA99w2k/xTvbv3HhaO07f3QfnzM4YRwde28fTvv99bse19/+TAsHxjWwrsFl5TTB0//s/E4POLYz7aw/cbmGX9fASItraXwtfeIDb9LicTbea7ymXOKPy1k+Z3WJC1/C6tzRfRof7be3D6f9/vpdj+tvf6atOGex9jyu+qDbG3NP96/xiUVYZz+5uManDd9MXAQwPva2SQuDPlOMxr2WxuGd2V+DCww57E9VzmiTxvbXwMHrTDvLo7HDOePTqvEZv+KC21kc/c9g4BCfMzjXwIgLHvJYPk8bPnDsNYuQh9UeeHrQ6TeZfav3r/7qr7Zr/rzffzTpYfeP//iPb3/+qL9vcl+j7flMMcPRP9+OYvGLtqs+RzGyb92ccoFzpm887Fe/HHuw4dvbvq1t86Dbb5P7PVy/n+3mDf9+ouTxxx+/ecc73rH9TIM/D/bwe/qzD3wqh8/kcX6djdW1NIZzDS7XwqFxOtPqaMMjLvw608I6g6FvfOynLS5nYhWGPxE9g7P6NPWnfnG6ljbhTvd4XEMbGldLJ1zSBZez9eYaPvFhxfF60sLg15kGhy5nNDZ+sZ76kw/xOYOjb/3bh39kry+/8u1I32xh0PZMLV6x4J3xCVZ+hTvZX4PHyuUMnr7X1jhuZ7Q5OzfjcCb/4n8tjO4rwp3scTmrTfly1i84Z7mkgRw8ixXGWZz8Sqc4Ht2Hc7Tfah/G2VjBhHFWm2+Exqu/R16fjU9jXUvjFSfsyX6txzCv2b7l9qHFucfwCxvf1vMww2+LeWPrm1yK3NHmIQosv+8EY/IGmVs2v0/rT+htk9+QgREX+8l/TJP//f6R3x3CRWCPNg+W/Abuxz72sZtf/MVfvPn+7//+0Y/Ie2ghVuLjjcHkh+hxT2P+9HtKR5MUht90qp35QXu/x8S3fsx+kn9+b60clHuTvOGLfPFQqIV+8pv1HjB5oIgTHL+ZNm00prUGZ1r8cfG7TOKdb0c5iRF9+EYX83PS6ENjjT8TfdKYT3L3TP6ZU3IHJi6T/KMJfejst5/ViaNzih70tamj9O0/wHDtrk2+8KX/JAcGXp/73OdunnnmmZtf+ZVf2eauGPjWrp+n8DMVP/zDP/zcfxxjLDhxoY9v+k58guNnUTxY9ftk9J3ksf40hkXjHkDdVZd8Um+sd2JtrZrM8eaktepsHe03MPE78zuY5oI4qX8eVKsdTz311PZhhv+YxYcaNNQee+yx7Sdq3vnOd9685z3v2dZ+8dXEnF/9nwmTNc98oLMYifeZtUqs5Att4E1yUM7UztRRtcJcwoVf+Bxt4kQfsTpTR/V3f4KHbZLHax2lsZhPGy7ll3k+zZvqqHzEaRJvGDSWy+roVBv6yJ3iROejrbqFk7ox/a1v48o9eM2rSR2lCW3kMi58mmgMg0/w1NFJ7eKLzRwvThON6brOq2rZ0VjBkcd86l5gqjEMNdCcskZMNKavdbr7NjofbXLY5q939G/tnPCpFpvb1pkJBo3pIl60gTWpFfKXxpr5eeae31op/+Se/dGmFvMHHxhnfoe1tYom5tQk//BXK2hULZ7MKxhyUKPLRBt9zXF+FevJ8wE5jA+t5d2ZtcqcgqfhMtGmeNNHHZ3ksPGvUUeb461V8mY6N2mME0y1YoJTvGH0vmGCYz6draOtDWJuLrR20v5Ig2PzvkodPXsfaWyaTO5N9L1WHTWfaJw+5vg0VtVRGk/WqjT2/0mYT97XT+uf/1BVX1zgTOYnPt6fqaPqjToxwYFhTmln6qj55L0dbfk1qccw8BF3+pypoz2foot7lIk2mygX/jl+p30BpFOIIagYuVGYJlUJZdJOFg18mlwtPFPR4OSXhAg3n4/sJZKizacpjsmiNUmmfulPX1pP44QHP2gMA5eJX/pMH17gsDZ5h4eJO/VL3zCm+uKkbxpPdIGhHz72U3/gaGshm/KBEx85NOXUHLC3TZvxy52pTzDyaYoRf/nHH/N0qo28UWvsYUw56a+vLb3jeWSPgxsxC7SHlp/85Ce332T2e8wWOTewvsH9Ez/xEzff+73fuz3svnTDhY9YqYFTn/Qr3vl3xJds4Yh5DyAmfPQRJ29Minv4R/aN7Q0Fn6Z+wcHjGs0bLg9p/KeSPlz1MyXPPvvs9p+QuXF80YtetP2Hov6Dybe97W033/Ed37H9VI0PuNeHVHyhMa3PzIfq6BSDJvQJB69pK//CnOKIFX/OaGNewzCn4EwbjLQpH49i5Yv+U4zGtFZ1rwN30sT4GnW02klfryctH9wrnYk3XeufPhM++sBpnZrGi8byWH+vz+CIFU7TuWlsOnfPn+ZH9YGTxubVtMGRx/Q5qw2s/PJ60uSu2lzNmGCkaQ/jprEytnrDl7YJH32b47jE7yiWGDW3z/ik77qOH+XBng98OhOnxm2tOqMxLPOh3IE1ac0pfc9obPw1dyZc0hins02sqsXT/CvW9lN9+UHXa9RROK1VZ/hU++gzxSnevW+Y4pRzZ+qoseVM2kzjnQ9nuJS3NNbC7PyRvb7XqKP0WPWZchKr6s1ZjeHAmHKho/cw+sM5w0es4JyZ580pvOBMGz9aq874JG/KwSkX/Xo+dUbjB41/1W90N8iZohbGo/1lBfwerm/TPfnkkze/8Au/sP3+7ZlkvzzKo7PduJwpjo9UfH4FHmn8/Ppc6+o1dHaT+S//8i83Ptn+yEc+sr3+x3/8x+2hs4fbb37zm29+5md+Znvg6cH3o/Z/pgJyxfaf//mf2/aJT3ziuZ8p+ad/+qftjZQbEf+56Ktf/ertPxj9kR/5ke2T/DPfPHuYWtfI4YeN8X/79Ucaf+Mz4JHGjzT+xivwaIT/0xWoTvDj0XuQb0w0H2n8jdF1j5rOj/J4r8yj40cKPFIgBaoTjq9dK+YfB8Ru2fs6vW/9+Tr8C1/4wuc+IVpM7vTS1+BtsHxa4FOvSSOcPw3xqbZt8kAYhq/n4+JPMvx0ybT5hhy/fBrtU68+YTyCp4+HTr5VB883Kn3adLT5xh6f8LD1acpRHPY09olOnw4dTVIa86V25s8f/Bkj3/o0cBJzD/P86Y0/3fIf6k1j3p/w4GAT96NN7sERZxiTWDcmjSsmHkpNP8XzZ3Y2c0o+TjT2IM2fqvjz1e/6ru+6+fZv//ZoHtrTR8w1/kwetplPapc/s5O7Z366pD/jMc/FaqKNvs1Pfx0zqRP0EG/bP//zP2/6vuQlLzm8gNCFvr/8y7+8fbvXbzKbH+bEK17xipuf+7mfu/m+7/u+7T8eNOaDWnUUFv+mcwq+eSlm9KXN0XoDAx8awzrz59fqhBxWs6xVfYPKGEdbf8aoTkzyhk9yuHa03niQ7cOM3/7t3775/Oc/f+P43/7t355bI5544ontd9c95H7f+9733LcVG2+/x0ftSh9rzCRW7ie++tWvPvcw3bfJp60/Y3RPMc0ddasmByc+6W/9Fa++1TOJeX/yTGfxnq7juPgAXf20dvqm/tG21lG1+Mw6bl7B04rVUT7qDH3UZPVmut6pgW30PTqv8I7Hl770pU3b6W/WpzE888s3a6cNBrzuRSf6WH/VUXVdHZ3kMP7yF45995JH/SpGapf7iRe/+MVbLh+dn60N+Mih6U+X4K9W8Kk/m55qDMNa3jpzVBv2/DGvWl8m38KSL2LuHsBcKOZHNcbHuqAG29ScCQYcuaeOmgv0nWisRtBYs4ZPtNEXhpjTxrxyT3C08eff//3fNxyxeuUrX3kU4jl79zeaeQlroo3+9KWR9aGYOX+kwTBHNbpM1yo5yC8+lTtHeLBV+/71X/91mw8w/ATotImXOaH1vvMoVrUPr/5a4igG+2qgPY3xOdqa4+679J9gGFPtlMfuucT+LW95y2iOq8e40Ng6Pq0T+tNFDVSPp3NcjKrF5eBRjdnzy/tgcVLXJ37BuH///tbX3LbmTXDwoUv5N62jNBZ3NdC98XSOV0fVYnV0Giv6dM8v5lNtrHc0wUOs1IxJc59ta45P6vFaR+k7WWNwFyvzSn9+TXBg4CPmtD1zz+/9h7i735fHZ95L72Nz9QfdCoA3x4qjgomsYJZghJF8tpqkcd3mvGJkURUEC6tgZqMPUWvs9WuMxmFjLH9qb8KxI+A6Dn7xaB+OvXNscLGwKgI9XMnO9RUHr67Za3Ca/HxjH5fGYYdvTZ/8CicbWDBg2eLOfs8nf9eJqb/kpC9tu7HLtnHghu0cHjZ22eCskLiJct6+WNV/1YdN12HEd314IHcaiw2c8saxFtf8YsMvxdqNh+Nu7NIvnK8jfB0XzuoTPm46xNxGX2M3jr5xgafB0NY3eWzkS4VEEbGtY+1xYHQ9zia+wij/9Bcr4zRm2trX8ikMPF2ncZzF3QKy2sRnxYG1+k5jfOgME05+w26sxtF/j6FfGsOiE9xwjB+XcJwLx16D04LomC/FnI3r8XFdC6PXYcgZtYuv8s8+bR6E43o2jQNHzvBPvNbx2ORX47sOwz5fzU04ckedsAjhk01j2TtXy8YxznjAorE9rcS8Pnu/nC8G4uEm7G/+5m+2B56f/vSnt4egcF7zmtdsb77sfav3W7/1W/9HTTZ+PsWZ39VRvKqjOGt8sbGr6btqjC9edGGHa/nHLgx2tTQKx7GGA108XIYhb9abqeKUPS42fDtHTznjJsiYYkXffRzSOU5xgacZy2atgqFVA9kYz7biOA/HPhvXq30wyj92Wv3zAabaTc9/+Id/uPHb2978+TDDb7Dy7yW3H4546OmnSd71rndtP1nynd/5nZv2+rPR4tNYXZMvNBYr464ai6XGVssXdjU2xYq2Nn5kq29+6RNWMWCnpbGHKzDwXNcqGCuOPnufur6uVdXj1e9yB4a2x3GObmIVVjn4IJz8TZv8pq95pYayoXNz2DgP0tg47DV8aQwHvo2vjclmr49rcfHadRh8MidwSN982mPA1df1bPILBl7aPo/ZXNI4Tq7baGOdsna6jxT3tGmcbLeBbv+BkY1zOMOphrqRl8OrTVxg1eJir615DI9W2bMxTpzqo19xcs51ODS26aNeiEP6rTj6a/railfj8Al3+opVdq7b0t/5cOLjupY26oi50HzYLt7+g0+cwnENl45dl798goeL+bCOFRd9ja1v1712zpyy7hYrr2FpbOJh39iu7XGMhYv5AMNaxSb99A9Lfy0Me811sTK/+SZn+CQH48vuQX6Fwy/96WJ9qHaVf/m18nHOFl/j4AJD/TMmLjCyveSTa40TVxrjY82Te3Jnf7+EszHsNTj8yafGsu7AT5vVZo8Bx/WwHLPBR62gMy6wbGwb/0Eaw9LwEW9+ac7Tbq+fa2Gyyc55jcYwaNz71uLNVt81TmHldzbFSv655hgX17X0q79ze22yUfv0owku5Y8++q9xco6tLd/ZGN+cKl50Xq/nU3z2GHCNwx84WvU4HOfissfJt2zEHJd8UnMaM7/D0Cd/7DU2q8Y4OC4O2cBgW9N/tem6NQYnLX3ZxSG/XI9nPrGx0UXuyEP+0Li51zjZwtFgZePYOOpVddS8LFb5HhdYmvPFwGvnrU1w1Bv+88k4rtuci5PjWj5lYyw1R9xtNDJW44WxahxG+rmmnzy2lze4wDAODJuxtPjYh5UNffHgl9xhw7easfKtc2xWjXEQKxjOq6OtVfrkk33H9vGFF185B0cdhREnNvGwrzmfT+G4TuPO06Gx8juMOGVrnw0u6qhcljO2+GTzfBrjyE7e0JlfeNBo1c848dCHHza2NTatVeLdPUW2+qePPuHl96qNeKnHOMBpfrLhj771h7ViGKNx/uM//mO75n4CDm3SceUTVlzzy3lc6ItP+toXB+PHyes9RtflnzzW4PKtcZx7kMbxZWMcscJFnUibxnyQT+kDgzZqBZ9guda9AJxs0nA7cftPPOw1Y+HDJ3tzwblrtqs+6BZINxy+FeYb3RyXWLYc54ht70gCEoVoirWbZ3Y+iXFdSxR2HcMu2F5nA8ebbMeuS9JE1t8mKWrsmghhFwALqwTzbbLVJxj81reGq20NZNoIpmsmCk57mzDgucaWT/mFbxrCtOHAVp98stec1xdOTf8KicRk2wKy2uzjhK8Gy1iuS3RFTX8+mbiNl8068fZ82LhO35pvO8Go7X1yPm1Wv2ihWMMSI9eKp3FsbGqOw8k3PrUgirccwm8dJ3/SGNd8jjcbOAqJvLP1qW02+YVHDY/Gch5Oc0GsfIPG9RUDZ1uNT2tuGcd1NwtxhsPOpjWWfXy6Hh929KMLv5xno0jio59x0oe982zCyIau5kIawy0G+oURXzhh2WvGkn/ljv4veMELtmvGy+9VmxWHIT7GpjEc/Ty4zc4ejg2nmvOrxvml6JtbNp/alof1yy/2MNKlvXHooo6qXepoXIrVqrFrmn3XvU4bPLrxpVUaZ5NGMPTvOp5+l/kP//APbz772c9u3+bWx/b617/+xn88+KM/+qPbA9A0tK8179inHb9ojJMHp/ubBZzX+UkTmHjZwyne7HrIk3ZsbCuG466nTzh08TC/b6XhjK8+uNi81vR1LawwzCkPh/miqYONwz4c9jUYdLaHT2ucxdsej+bUyqfcgeN8+ReOMeQfTFvfGmDfORjpiZsbOD9B8/TTT28x9iG1ddfNhprlL1oef/zxm9e97nVbvOOOp/HSGiY+eDWeWJnfNPawqJv5rucPbpq+cGzhsFEr4LS+4F2e6pvG4W5gt//ASRs2+FirrFFxMQ6bMNY46S8WNdfYiXmc+6YwWy1Nuu5cHLJxjW5ihQ+/8Fhvetms+qQNrBoudIEjl/kkb9KG3YrhOJzy1Tk4+MCCr79zXrPPJizHzoflOL/xsDbQLW1c19IPdo0mxlu1cV39K7fc/+1t4pLO+uOT1sbiT3XUN3y7bq+fcWxhOG9b9XNdvepNIPzqDluNjfFsWjhxcg5f9wPVYjlt3D0GrM7pV254DR8ODHWUbevDXj92NXh427R8h8MOjnjBYJMv9F+51L89u7RRu8Sbdq7r1zjps2LF1znX6SFWchlu9ycw8tvr+OsX58biCxx+WWu81je+8WG3clk5s8cHBj78c8+/5h8b2sQHp67zy3mbeqNWwFo/2MUnm3I8v/SHFT9jyRu60LgPWtilIb5pDKdr+e2ccWii3sCG25tSXBzTxV5rfFxqxcm8suZZX8SpWhIfeKs+sLKB1VjqhPPqHpzGzGbFcI4/+ZZ+NG6O46MVC68bi71mD4NN+vBbjGistT503Tk2jek4HvbxZiNWNDYuvdZaoX+xgqE51xpjvGzkHZ3hw13HKdb2NX3XWMHRT53Az9rg3oQdLI3NXmPXbHFhxwYX9wX8CS+MfIKnuR7GatP9n3Pw3V/Y1/Cl2x6HPmlsLPNa7vBJrPqrRzaXtHF+HccYfMKHX3RzvM/R/IpfPtlraWxtEHeNxtUlx421+mQ8nGzOs8FDDorXvo7CicuKo/8aczbyxnyAxVa92PueRnGwzydc6Esb9QZ+OYwHWzbxcVzLb+eMHR++2cxVGhtrxRH3Gq42NmmDD11obL3T9GeXjfh13l5/3PMdZ9pUR/tGd7GIb9qsWGnMhg+0pY36qfEpHYxTHrumj+b66je+sNQK9t3jxHfvVxj5BC8bfoWPv9eXtIGhDwxcVo2ro+Y4LjAaq3Hw9No1LY3tNb6LUfrIG3M8/dgUJzhaPOzhOm8cPtGmsdccXPMPRlj673HkDhwxWuuEfuVw/Z1bMcoFe3+ZwA/z2/MB+rK1aXus/CoObGi85p9xmzOulzvO22Drb9Oco4255L5Cw+lSHQ2DTTg41eC0VnmNfx/os9d/5bPihKFPeSNeuPTsJM7pAquWT/FpHBjsxdr412z/fRdzBdQE5bCH3YoB0t4sCwaH/Bm9IBHXMWd9TV1BlkQmmsT05piI7Oxf/vKXbwGXuL59phATgzCSxYMTN0ve6BHMNw5gsfdm3mv88DCOyYiHb65pJYabWgF30yQpbR4EmKD4+tabh2kWI3Z89HDA9TAE2zVFWR8Y/vRagvLHHkcFxRuwip5vT4bBDk+Tk43zfPHn5B5A8dvNJgz+s6W7GwDaWXw1ergheOyxxzb/4dCP/2zajGccNw77OOlDOw+gaWxM/PmuAHiNm8Xo3r17m+/s+Akf3zAUHDYwxF6s9YNV68aXzvpZuGGYmPzW+GuDha9rf/3Xf71xkS/3b/+cxxji8NKXvvS5PPq7v/u77TVcPssH49gcGwcn+cXn/PPzDJp+8oHPxmRDd375E0OxcE7+420Tf9dpJL/wLn7GMi5cm5zBW9zZy1FxNh5ONj8ZYV6lH43pZ1znxNx8kKPOwTAOG2PkhxiZe5pY8WvV2EJu8xvMNMaZxmxww4luvTFwXv6ZD3zCRVHDFWfHzruOD96uy1f56AFqPqgT+YsfjY2Di5hpcOSOMfkFix1ONHS+DW7YagmN4OEhRrD4h6M/ofFzKjDMHWOwUUfCMY75IJ7GFWO1hC98pJe5CkP9w49mf//3f7/t0wfX5hR/xcHv8KsJtr/927/daqNv0cob/cQRF3obGyf5xS8+8UHOqHm4u0Zr9cWfaDrWR27jzYafNJF3Hmyz/djHPvbcXJBP+qojP/uzP7vFFB/6yi9+p43Y+Baw62IP3/jmBP6aPCpHjVs9EncNFu1s7GgHg6Y0oq+5rGZZO8wbeshJ+tXYwTAXbGoDnPu39YEtjb1WJ8SJfs1NfrHBBUcb/xtHTYdljGouzdUb8waWnGBj08QmvtYY+GKpPx/lo3HlOe3wShsxbf7iJPdgsaGJrVprLH6IZzcfYiUGX/nKV7Z8FwOvmyPmFSx/YiqXirm50DynlzyVH2KJj02sWx+MjQtd5Zc+5pfX6ijuuJkLrtlglIPGphNdxZJ28pwOzsHChz39qgMwXLfd+691iD/iJS7s0gkmv1yXF5fiJN40pqEGQ5zEKL/Ve3GUh8ZVJ9RR2jhm5zp91Frn+LvWUTrhIU/xZiMX+G7vmP9sXvayl23ayGNzQa6IBxubueavLDRjw2Brc2zuy82X3H5Tn36anJED4gILd1rxG2+xUivkKe7sxMdckOPlOd9pw951PppT/HJMO/zYaXBaf81fx+LSfKhW6AuDfnwQz7QxlnNwxMs6I0/kmv9E1XU4ck2dVUf5DYNPYkobY9AYhhx1TE9zrhpnHP7jyKbaSz9jyi3NeWPQmH5auYOnmImr17RjSxu6GCtcHOgnXmxcM7Y5jBu9aCyP5bB+MODLZ9dt1iqxVJPZiDG/xIo/ztGFxt238UV+hcGHaomaQz8au5f0Gg69XeM3v3AUS+sVPDzgGc+9klw0f3DJd/GCZX/vdi7QQF/rgrmuwdWvNYY2uPDZWPTiI254lBt0MY64r37xHW+xcp3GfDeOmLsfUNtsuNMNZ3nlOju1sloin+QDPZpP1go5rhaox+Jvs4bV4MBQ22gNHx++0wCu2sIfeWGPD43LDX5ZN/hCP8dwzRec8JGvNKKxvBEX/enCRh+60/i1r33t9tq5+7d1ynWcYHoNl3b8uvdftct5/qYPHDnKJ3zFyAYHrg0H+YcPbLESAxiO6WwM+oiXHJF37o/saUNL+WtTt52TM+IAR4NFN/EyHg1cx0U8jMNWDqi1jjX+wDMuDHWimoS7c/jCoTFOck8f8RYTXKo57Ntah+CJs1w2Pm76qF3uKaolakW5jBv99DUO/XAWT/NBvXXMhl/s6GfsNU6O2YklrvduY8mev/KfNnySA/JT/oglfvKvWiJv+O26ddy4/KANznxzTj8cq7X8qJYUB7rymT5ihqPap18aladyg29rHXUNR5t6I2bOyT264JPf6qh6InfYq9fGYafhjIMclluaGLV20qpcoeG9W/34IRfMEeNosOknVtUpPOhabok3X/BR2+SQ5xm4iEF+mVfuyR3jpzaIKV7GM758siZ2z29dd51++sFXr/lGb36Lp7H07zkKDPrZ6AfDnj/GhsVn8xMmHH7Bog1s94y0Uwf1w4HGbNKH/vQzP2nHRu7IFzbVYvrIdTZ8lDt42DTXjYMPP/ARK/rRGabccp8tXzU82BkTv3T2vlQzvtgYEya9zRX3fuKpD/2tDfZac8/8ZUtnY9DXnIkbH9QbOcGGvjbx0vgF39yV6+KAp3Hg5Duf+C5PYRsHH9xxMRfTRR7SNf1oI1ZqHX9gsHHeODSDk8b8wccedmPhVV3QVx3Qz2ae4dAxX8XbvR29cRZLGHTWXz7Blxteu6aOyi/NNVv3Svjgi0/3/LCMLdddN3fMudYy/Y2/xkk+uA6HP67LHesMjfkuDjirtXLZa/oURzGlqTlsfNdtNOY3neUPTXCkMZ/x4Ws5yk8Y+qUvG+cc01ijK37Op7P8pp055TWb6mgam5/8w8mY/DW/1VM4rsm/V73qVRuGY9rSRz7j4rq9ek0fr5tTxnGslZ/upzR5jg9txUaNUK+u2a76oBsxzhASYcEmGhGbiM5pJTrBJAsbTSAc6y+Agq1YsYPBznHFSRCc04fQmmPjSDAJ75pNHwmu2ZtkEkDD2+bcatP4cARCkYGdjesCh0cYuDuv4cw2G0luDFs2fMMZNgwNXrxhaGzoadPXODZJkT58pA9bzbUWue3E7T/6G8eEYhcf+l2KE1vnV230w49fCqUx6OJc2mRD4zCccz2f8F31wtFx8XUM2wSELW+0tPEaFu64GGfNv/ItjYuDfjQ2DizXYRjb5FUoxNs1eq3NsX5sND7ZioFzxoVvgrsmXvp5reGczZo7zvFXw8drustlY+IPY68fDOds7MKA43Ua04aNHOFbDeZeY5xhafrwz/jmJZ1xZYOnZg9THuPD3sZGf80xf+DKAxq7DpdNdvi67poG23H6OZcuFVE29XPdGI5r+QAHDw1+BdZ8cB4XfbPxmq/yOI75Gl+Y4qtOyAvxMrZ+WmPT2Hjp47q+Gt+MJTZ8EqsWHjZh0BhH4+BR3/KCHW0sVnyCpb8+7OMMx2vX8LZQe/D5uc99brvZsMDjYiH2hte3er1hwElO0cd+rw0+dC1WfMJHP+PwHRfjr/wdu7mqVsBd4w9Hv/TDDe5qg081HQ8awtE3/bzGxdjqsTg1N7OBq6WRPsVJP+PgIs5uuHCA41za1J8/aQF/H3Nj6Ucb4+R349njUR2FC8e5cO3r67pWnOjtpuT+7Y2d+PppEjcwbvzVOv64IbO5CfaTNDjY3IjRJo2Nyx5f2vLNhovxXddw1k+Tf3ykT9ft8aMffjD0WTHYiLHrcpGursPCwXV+hwsjTqs2bPHH2ZxwrA8ceBp7/dMTtmvGrDnGx40ZWw3Oqk15kU/s2MDX4FZjaM/O9fTOBg/6yHUY+sDQX3NMXzXAdXb8SfPN6PYffGlsYwcXXxrUjA3HTanzfIC1amFs+uGrGd91e81116o3rrFf9TMuPo2dxukHRw6kKc7aXj/90yY+a6yaL2zEW/55zU+8jAuDj/rbigu+aWzPhk/0SWM+uJYdXHjlEk3gpB8fXKMRn1wTJzzTwjW5C1P/8NlmEwY9cNJo7HxcYOKsjmrO649jNngZnzb4pJexNNdhruud88Zlq+Vv8XRP4DXcNDYev2i/5ly5Ex/caIsPndkai53NmDBgaXSKY9rkg/HVNv29XvXz2lh7v+DC09jQT/9iTmM2xsKHNs5Va8wruOnHxms25Sdt4OqrwcJ5v1YZp3g2Fj9opV54XRxcXzUuNvSDk772xtf45Bq++eS6Mdng7diGo33NuI75602w8fQRG75prju/+g4nn9jgp591kw+ur/qxWfUzns34+mr6iZlx4MhjPNjwKxtcuh91TsxwscHQcJF/NVzgaPnLxhjiGQaf08deH9fMzWIAq9yyd1zetIdT7OzZ2YsVbfgVBk6w5YFrNWOXf84Vz+7V9V+1WeOER1zwu6Rx920wXM9vHPBP43CNX0sb91p0dmwcmobDlk/60Vm8YYsl7uzq5zqNXXdt1Q83vmQvxuVKY7HRh15wXJdH5T4ueDTvHOvrernlnBjxobrlHL9ga3D1Wd/XO+d68bSHSVdcaFQeZ5PGNEk/OM7nk/HwZUOf5jl+bLMztte4O2/faxj8xkWeG4s9jNUmjekcNkx9HYejL9/kDlsar7kDk40a6LrGBzYa/2FWS/jlNY3putrsazob+Fp5xA+vzQnjODZG2uBKe9j51R6O166zFycYzansjAk3fuKRNsbW+IQff+QOf8u/bFZt9IFhDLb2GhvH8Lq+apN9+YcLndnooxnPazbqqHsl/MXlkk3+6GtsHIydj/RgI3foaSwtfvzEIS7GMFb6iYfxNTlsjPIIVzjGpH06wLLBWvUzvvHEynmv2RjDcRj1h7di6O+a8x7m6uO6HNAXjuY8jvxqfrLDXcOZrfG9d2DDRxjGSBt+seG3ceVQGHDw0M/cjLNxaQ7DOXv85FY6G3vVmM2af7jacMmn+sgLOHHkq9caTFzkMJ/0wY8fNZjO8QM/bc0/x+xxdk8Bx/NEPl2zfT1SV0LkCFFsCg+RBDPHBcqncE28hnWdgBoHE1awiORTpQRm6804G63gEnm1MT5BvXmD4cYfNg6awMJaBYXlXDaCA9d4PkESAJ/isLEJOP/WIMLGI3/YuO5TChMOtocHNJAo2TsPu4aLc/nktc2nIHzCm5aw+OmaVhKlj/Mlpute05Nfihp7PtDLOU2fS3FKYzb8Nyn5IEFh4OZcODT2uoIRdto5Tj+FpManMPDVf405OxxXjRUFGvPbhr/JU3zZG9enWrVV42Jm7B50izcMetXwYaNvGjtniw9b+WY8iyqNbKtf+DQ/YNVWjb3WT2wUALHio3wynkY/NnSvwdY3G9fFwoPMOPPJuWy8pjEu8YFj0/LP+OLNho/GL5725prxwtBvxfGa3wq+AukmCAbcxjIebBjxhWNrLDZwaCFOGp9p3Jyhl+v0q8HoRsY5+cFerWkxMw/ZFE/+wJELNTjGi7Prxnazyi+b4/JPP9xXjWEYo3GMCdM88mBPvZCv8t+1xlw1dk6zTxuv+WwR4pd6AQPWmhf8sRnfp8C+ofDkk09uD0LF2Hnf5PBpsZ8p8e0Rx/Abd9Wmc/jgkjZsHGv/6/aTb9qIN586Tz+v8awZPwy8y3/xNh88gK9+6KM/u/5KwTk5BMeGHxuvaWE+uLmrVriWb/SjTXmMR/6FIU9ozCcx0QenYmV88xLH8tg54+OpwWLDN3Fia27as9Oqo/t5BSN9ssEhnn1TQA74No3/CO9Tn/rUzRe+8IVt3smvOL/jHe+4ec973rM97PZNXd8CMUdxk8N80nAypvhpqz4rH/Hkh71vnJir5nTcYKxzAZZr6ey1zVyw94k/H+kEy1jO06+1auXjfNp4LT64iDkc2vDNNe1SnPR33TgaHeSn9SG/jZ027FynTdf1SzOv2eDOxms3tTDEG0dj6mtcHL22sXUtn2CoL9mqo2JJ45o+9Auj8WHoX9PPOd8840sal3+umQvOwwqHbXzoR1dNvPHno3PZ8A+GOVNzrVg6Rz99aWyOa3yS+zXX97kDh7+aMbNRR2nMPmx2rvN7nePO2+LrNZv0t5bzE1Y2xmNjfjfHw6GP15rcMQ+tD3g0N7ou/rRZ54h+q8au04o//KIjjVcbOvGf1jVjrDnIXu7gY9OHDsUv/cyX+MGCYXOOfl7zQw1V06tbrrGxFXParFjZwDWf6cmGxvrgV47iUbzZFw8YxZ1N89k3p1zDh9Z4amlD65WLcbIpR4wvB/mlzrOJD37smguwXSsnvDaW2KixGv7GxVNjY8z9WgXDNfzs5Q0uYmLd85qfcPJ91Ri2811zDEsdEPfqBFwxz2+5ZYw1h8Oy19Qpdnxzr8AervjRWzOW83xPH+fWHKUD/dxjOM/eHOKvhnv6heE8rq71mgbGwZnO6qV+tvRjv3KB51z6wxQbcykt+GOrwSr/4gPDpo/rNrHBSd6IEY35lQ2NHNO9Bq88do4eMGzen7lmbOdr4g17raPGSD9cxEkfdcIxPPGz15zbx8n5/Fpfy3+xaq2CzU4zRj6lDWzX7TWvaSNO2eiDTzjszNfVJpxyi21rgTrBl3Kn2KXNfh3EMz7yT5ODfIIrR9jEh76u41lzrVjWX2zUdJtmXH01vNn3l0jO4VDuOTamY1qYm+IFk8b6s7dd0tj5+MKicX1gyTNY5QUbeU0jOoetDxzHcadtedx7ENc1+pljsDrnfDhew3HsfksNpQ+cVWNjsMGnRq9iybbjMOSimOunpZ9vkWrx4Q+/7dnSQu71vpPerRf6uIYH3Wmzx3LMJj3h0JsW+sWZT2piGOX76jdtHOvrXsmY8s8+HLnHT+dqeK65k37w+GkTk+KdtrBq+KSLc+lHV5zdc5V/YqzBwas8vqQxOzzUJLzkH12aP/rY+KmlS7ztXTcW/WCY4/yB21rFxjXahx3WqjHtYNq7P3HN2HziC5ww6o/XioG/sc3p+/fvb7qJh3WGpumI835+5hdM49mM77y6TmNcil1+7e/54wrHePpp7DX6yGXNOduK0Xk4eGo48ImO6g1t09g1jS1sOZo+sJ1fx6avnDE/49c47PZzCnZ6eK3Rkl/uKdQJz2HoCfta7Vtunfjvp2wnUTksiAok8SXNGijwDxou8di4+TZhYMGQEOv1u2CwsQkkwWwCMcHBRyDtBV8L50FcVhuv2Zn8/GqS0GZtD8JqLLYKrOLoJ1R8w3JdWMO6hLNiuG6BLznpQp+9TXjr/pINjSW3iXMXjVcM2PgoajWT65JN19f9agdHzvCtgnY0/2D49iOd5bE/bZLL+3FWDr3e28gXb05woAt99jb1XferjXwxrxQAOArSeh3fS221cZ2d/MtewVbUVruu7fH2Nt5U2PiTb/W5K4aHehYgueMmxU3Qfpww1/3exuLcg27+8Gtvs/b3er3uuAWexq6dyT9zSsxsYnWX/NvzEW85jM+6wOOq3VVj+SuP/emzxc+fZbWQhSMGHnJ/9KMf3WoKWzXOwvPhD3/45q1vfev2J2HyV92y7dtd+VRHaeMmU1t9fxhO1/nktVjTd/UJZnZe19ZxnBNzGqs7NF4XcNcvYTi/4sBovRNra9VkjjeWNwVh3KWO7vnAoa0clDt+gsZDHw+4vTZP8KW9+eZPMt/97ndv88+HGa1LtGAnD52j8SSP8YEhD80pvq2xym9+rG3VmI0a4U9G3TTBccO9t1n79/qSjXznS75mcxcucNmta5W4rz5lE4d131jZFKfy+KjGuMhhGptbcm+6jlsb/Fkwf2z37t17qMZ7f8wHPB5URx+kMT32WHIVnjZdq9Y6KufFaT/ONsDun70NnDb6Tua4WJtT/prCn6Srr3K59iBtVi5saYKL9ddrtUtb7e6CxQaGvbxTb9Y8vguGccVbDvLP/JzWrXD4pv7c5Z5/9RkXeYfL5z//+W29Uyf2a/ld/GIDx4bXfq26CwY+7MwrGOYUnVeNs7Ff294v/W3mBBx1dLW5C598giF/xQnO2i7h7MeRc9aYHlLLv2K+t12xL12zLtCDLvt463uJj/N7LD7JZfkXHrvaJZw9hvylsUafyf2AcWBYH9QJGBMc/X14Th+1z1/R7fnm27pfbZzHx72S8zTmF31Wu0va6Lu3Mbds61rFTrsrhhiZUxp9pnksB2nUfFpz5y5cjK8W+zA/HH+xuPrM5i5YbGCZE1rvO1esSzjrdf1oI3fKY76tNpcw9NvbtE7Z09d9zt5Gv7Wt153nC43ljpxZ9XX9LlzY4SCPPbii0dve9raNyzrew7Bct+GCk1qs/xEMXDT64oSLdWEyN3ERo2qxOKl/a7vk08qXbX51z6+u32Vt0HfFoomfu9DXZs1bcS5x2WNkwyfzkzYw+La27NZzKxfnaSx/rHtqxfR+VJxgHFmrjL/ySWP3/PyxPriezcP8Wa/7KzH95EzrTDjGXW0d1/Y21pnulSYaG0cdpo92po6Kk3kFQw7br+2ST3t/YFS7+COP9zYrZq9XG+eM5a+N+UVfeax2Xav9zxl6EtXEkJicUGT3xRr83sFLQ9avN9n7PvvjSxhsbIq0IHYzttreFUdffikq+z774xV/fc1OIgkoPEmxb3fBgqHYewArIfY3qzAfhuM6DvTFw7bvsz/ec13HoTGMMxrTt3Zp7Evnsm/PprxL432//XF927veG2tY5XPX7R+GkY08TmN99v32x+sYvaZrC/IUIz5rITsT8/ikcVwbZz2+9JofdGku0Huvxf74QTj8KHem+ujHl2J9aexL5/ac2MgZfqkVU42bR/pXC9ex7spFvC08PiFvkYdjcXJD469UfFP2M5/5zHaz5MbCAxjf3PZ7Z2984xtv7t0+8PJBjz64XGp35ZPGl+oo3IfhdH3Nnc6tvC6dW697TVt5LPfSe7W5KwaNaWs/jXdj4ULjCZ9u4t3U+bDCbyv+8R//8fbzJPdvv40g3vDlgp8mcSMhzn5zzTcbfGC6NnmMh+2MX/obl9Zw1pbf67n9aza0xdE60xxd7e6Ko09v2vYa3wVDf3bVm47t13YXLDY0pslUYxj1pe/eJ5yOcKEx3+i977c/Xv1tnHwpRvs+++M9RsfscFBHtWn+0aP+UwxcqsHwer0B/9c/d/FLXz75wFG9EK+13QWDPbviTJ9L/S6dW8cKBwcYU23g0EMeG3OqTX2rOVM+xZvG7pHh7dtdtUljGu377I/3Y3TMTsybm51f93fBStfey+z77I9X/F6z4VMYNN63h+G4XmzkMF4wj2I1jnXc67ajfNjrS2M8bJda41265pzr5Z5jOPs++2N2+8aGJqvG+3774z2GY/lSjeDbvs/++BKGc+zWWlzsVvu7YLFpHpzRBka5Uk5PuMAod/Y+3cUfY/KDxuK+x4jTXbDYwDi7VqUNXc5oU3zspzjpIY+Le5rY30UXdsb3/oM2PQDb990f67c2123d8+O2bw/DyH7VI526Zn8XHDY0Wef4inEEB1b3/FO/YPRhbnFb+dzVJ33O1lEYaXwmd3AWn2tpDAfmXuOHabNep3H+ndFZrYCbThvo8s865nL6uZeuyz/9tUs4D8PQLw60gRGea7WH4YTR2ul432d/HPZ+z863uD1nsGZd4rPvc+T4qt/oPjLwI9tHCjxS4JECjxT436+AT5Q9EH366advvvjFL9489dRT2wLl4YBvXXzwgx/c/kO7/hzwfz/DRyMeVcA3k3xQ4Rujf/AHf7B9ePFnf/Zn2xsENzM+uBBPP0vygQ98YHvg5kONR+2RAo8UeKTAIwUeKfBIgUcKPFLgkQKPFHikwCMFHinw/ycFrvqg258++FMM/8mVP4X2KZ6n80dbfyYFC4ZvGt31k4HG8imiTwf8D67+vM6nt97wH21wPBjy59P2/vwflwkf36D0NX8PlHDxScjRhoM/N/DnKi+5/R9k+eXTzqPNQxE/gaKvGPUnsEdwaGOjMX/85EGftB/F8Q3E2v5nLDr/sD0u/qSSbz4dwsWnlEebP1OB4eGRh0P9XM1RHLHyEx30xWOC45uY/tTKg0kYHk4dzb1405hGmm92+tR00vxJpU3O4DSZ4/6cTR7bfAPL7/NNmj91ES/NJ62wjjYYaheffJLot7SmGqtZ5rgNl0n+yRu5p+bcu/1Gdd/2OOqXHLbR2ifS6s7HP/7xm6997Ws3X/7yl7efg8jfD33oQ9vvM3sgKk/FVH1SQ31b2BxXh12b5I1vcavr6aN2Ha2j1Rt/coqXHKbv5NNf/WlsTvh2s/p1FIdPcs+34s1La5W6c7Tll7jAEKeH1VFj+x+4rbXPPPPM9me46rnfOaOrufBjP/ZjWy77qQR5xEd5YN7KKdulhg+/1B3xntZRGstl+pgLxp7kjnl5//Zb6bTxDZjJA/o0hsPvfqNu/y2PS3rsz/lpqxouR/NGX3zMS77hIo/pfLSpnzS2yT33A5Mm1n6jW47Y+i3FI1hrHRXn6TpuTPdK8kdTd6b3StVR9QanSbzVUPrYzJ3JOm49ECM/E0UXMZfLR1t1i19qgPuT6VrlngKeWm+b5LGa3hqjjsKZaExbODSiS787eUQf90py0M/6yRlzUy4f1Yeu5pV7AnGTO9oRnOqNP92nkfrXN5+O+MRWf7qoyXKHPkc1xoc/7kflsDipp0cbfWni/3xQz1s7j/IxbrVYPRbvCYZYuedXR/3O7POta8/nq/sSGmvW38ncpLFYuaegDY0n9VicrOXmuPz1nnPa3B9o1hfrw2T95Rd9aeQ+XR5P6rF6wzeNPhNt9HU/6h4QB/E21482Odz/u6Xu+b9nps28NC+07iuOYtG3WiqP+Xak3jReddTe/D5TR2ksZ/g0mZvWFtrkm78g5NMRv+QeHPdcNHYfi8uEz1pH+73mozitDeqo9cUcn7zHg2PzvkqcvJeRh0e0EXP6iFO6Tu+5cBErNYc20zpqXtmse3wyx49qzCe1GIb+NFYvjrY09heu6h6/Jhob189q6Kset85M+Kih7vvDOFtH6TPRhsbmk/VB/tHYfcHR5p5LXRdz+si/afPzlOa6tVfu4HStNnvS9YDRLUAKrEASAOlJk6CC4MbXhJs0gbTBUIgmNy7GhcEPEw+W46PFKP4wbLjwcdLiQmM3z1O/xMpNB18k6LSlMRyTbqKPPnS5RjPh+GXyT4oIDt1wmMCThyr5IVa4TDQJo7kQTucne36VdzhNm7kpXor+5MbZuMWJxpOHg3Ffc2fKBUY+nZkLOKl7dFYHp/VPP/qoN8Urf4/s4eBjoeeXWvrss8/e3L992OehlmZBectb3rL9XrObyEsfOODgjX/z+wiH1RYfutBnOieKt/oFz/GkFXN+wZrg6CNOPpBwkzC54cUdjk28xenSjUs23jSoBW5KfVghlmJqPdCfJh5su6l7+9vfvsXXzYc4mx93nSNiZBw3QWf8oi2NveHiw6TBUCe0M/PT+Hziz5ncKX/xmfqkr7kpZubV9D5H3aqWwpk2etD4TL3RFx9zfOpP/Gks7tpUY/3hnK2jcNJ48mEEH+gr3uapWjF5UwFn1fhMrGCJFd/UBFiTuZVf1R64kwaHxnLnrjVqP07a0Ficyp+93V2Oux/AZ9rkbXWUf9M8zi8a4zXF0ReGN5BnNKarNQ8Pr6d8qsVn8tjY8qb8m+Sw+JqbvQex5k2bOOPivcdUYxi0sdaf0YYP8rf3q9M4waEPTuI91bg5BW9aR/WlCS72U59WjadxwkWTfzZtGi+6XnOtEvfp+1+alseeL0w11s+ccv93to7Coc+Ui9jwqXsuek+a8auj9mc0huXBsvl0xi/aephsnsNpvh/xT7/yj07TOSH/08f7+qlf5Z979SkX/hu/ejzlAkcOF6cpjn6tVWfq6LpWeQYzbWJFG/pOazoMPsnBM3Hig7kgd7RpHd06X/jnqg+6czrCU7L6SQQCTgtSviqQEsPEmTZ9cVEIzjRBzKfpZImLN6Wwpn6Fo1BPH2SkBV16eNC5o3sxukajMT7yZpp/FRJ5fCb/mg/e9E9x5Im+Yn324QG/ppqssZE7zalpHouTuUnjM7E3fv2nvq0aTwt++vALH/GaakPf9JlixMdNj/+I0MNu3wD20xaaN7t+ouRNb3rTjW9zu6G9tFAZn65ihdOUj37lzdk6Sl8bvLN8+MW/KQ5N3CzEJ90ne1y8Acyv9YYVP2P1TfxPfvKT2zcXPfB2k+HhuAedvsX9xBNPbB9e+H8cps1YZ+uoscsdPk2b+qdOWKvOfspf7p3hI9bTfFk14NdZjfmBT/cVK/6R13BorAZM1xmatFad1Uf+2bQpFp9gmFdTDOPLYThnNA7DfRs+Z/KPxteoN3BsZ7h8IzQu7rQ/0miMD429yebbpJXHzasJRn1gmON4TXOQX3xprQr76B7O2XrDB75Y887e85tP2tFv/O39bo6f0Zi+YqXRadrSGCd8Jk0/sabx2ftRPrmPUNen+ccHnMqd6cM9GGk81QYXfsgd2kxzR5xo7IH5pfte49y1iXV+TTWWf3BoPMXAl19wzq5V5eC0huJSnOSxzfF6T8vmLi2ca2lzdv1dtTlTK/iFi4eVXk8bXcyD6Vxo3PKPf1O/9GutOjPH4fALpzM4dC1vzmjcg1y17wzOqs0Uhx7VmzPaXENjPlRvpjlT/qnF/KLxGb/CW/dXfdAd8DSA9b/m/ppcrol1TR+/GbDOanO2/zeDBg/iwLdvFv+uxeNaOA/S7K7nv5m0jfO1tJni6GfR8FDbb3D/1m/91vbtIN8Q8qfu/kzTw1Cbb3B7yP2wN1RTLmnSHs5ZrLP991zO4uXTWRy8elNq76bIwi+GPqiw/9KXvrT9qbY/u/UGzbe13/CGN2zfyPcn9uJ75tvlaXPNffpcE3OKdQ0u18CY8v+/qd//x969vmrXVvX/X/H7Kwqyy225vb3NXZqVplAJEQQRYeST8nk9Lag/IQiiIiwIKgkKe1BYVmqa3Wnud5l2R4q2oRB6UM9+6zX1fXdwstZ1rTnmFO+vXgOONc9zzuP4HJ/xGeMYc57z3KzWU9uJ72fE6gyMCff/l8acodEZGE82zc7y6Sycs/Q5kw+sI3Z0vLnP9OeIL1+NsU8m34pV2yP+fr36dUQTY8/Q9kycM7DO8ukMLmdhnIkD6ww7S+cn09o8Q5czMc7Q+AyMs3x6MnG5zadTb3R7ce6GiU8EHXl3CY7xXsgfweE0LjjBnNrq1xTDODzyaconLj5NccSv9IVxVGM+aVOf0uaIto09Q+O08c7SEW3oQZejGuNwFIM+R3xJX9v8gjeNubG0oTHfpmb+xrfdiwUjOXS7bAAAQABJREFUjXE6YivOVJv4TD5Z6d1rn+bw6W2f/n3f+963/Q4XXmrG85///KtHHnnk6pWvfOX2jwkf9BVSXLRq+tQnmhpL36Mai7N3j49wwYcmR/06AyM/rAXa8K2fIvGbbv6ppN/vtvWbauLrUyBuavtpJbF89NFHr+5d//SMTzwbf/TddRrjwr/40WyvGZvGe8fWHwZt4EzXeFjl3xGfcDjj4o62RzXmx4qTn3u3aYzPVOO4GD/FiDefwpjGKgx5M8XAJ5yj2vBHDYZzBp8jGKtfR3CMpc8Za5w+RzXGJ43xmlg+xQfGVKMwpuObG055PMUyjr50mWLEB5ejeVys+XbEVo2nfrXG82/KJ41xOpJ/tEnjKRfj8MDpqMZ8KXemfFYeU23MvWo89SuMMzQ+I3fCOLqm0vhIrGBotDkSJ7ESHziu36ZWrM7Qhj/4wJxaGLZHcNK4NTrlky5HY2V8WFO/jFv1mfoEpxyecjF3OEc1Nr429cm4s7TBhZ2hDU7axMyPi1hpR8y6ZOXgEazLsceYXaAh6NOB/jnEkd+Bg2N8/xRkEkxjBM8/UvCba9NCC8fYfkdzwoVMxuEhmHwrUS8kfOBT431N3T+BsS05HjjwogOf6IuLFwZT45evibphBnOijzFHfl807nDcAHKT50j+9Rt95WH4e7diQ2P6TvNPnrQW4Ez0jbd86QbNtLDBwsenRo9oLE7+qRceHk/N+HJnuqZg5JPHRzS2DvAQqykfeSMH1a69Rd8//vOPan/pl35p+ycl/jESLJ/ifvGLX3z1sz/7s9vvJcuFuxgtcFDT1Xb6TAxOdZTWU42Nk3u+2gRvysc4seKXWE1wcOGLONEGzsTgaGq62uUnJN72trdt//Dr3e9+99XHPvax7edJHPNPTPzD0Ne97nXbJ/I99nvczNr2tX3b1vmUD3/yT/wnRlMxojGtJxqbl65+Y1we4zU1/qg51hdenk9MvUnfKYZx1cAjddRYXMRomn80oAmN6StWExNffKzPvXXrcj6x7uuLR+uob0bAmMZKrtAl/y653uU5PWhjjbsmgDmxOJSDU5/MjY+agst0bcob2kzOVav/4YjT9HrAWGuAxvhMNU4b50gYE42N0cQJxhGNy50jPuFCG/WPvlNt5IlY4cI3jyf60Ng64NsRDHOXf0c0pkl+TLUxni9HNTY/beTztBa3ttRidkQb49UKfsERs4nBkDPsyLlKDtKH1trE+BAGnY+Y/CtnptrQo+s2fMrFvbzogQ+MI3WUP9b4ui72chEnNdQ5xnbqExx5jIvHUxzawDijjsKQz9N484P53zWudY74RRua1PbGSX9j8WBiP10T9KBL+kxiZYxYqTdyeVor4NAVDrw035zc+ad6jM8UB581/6a545xgTbEj2pifNuI+xZEnNIE19adQyBnX/OG1/4ztN10X12PfG1tYeEHh02a+Nt+LncmCEUQO+9o28aZB4Fq/wSXRJ1y4F5eCMFm8cHzakm9xmSwYHPwmjt8MsmjCgr/H+lo8DnSBM7E0hnGkQPqtquzIxV2/TRaXicZh0JnGsCYmVrBw0CY4rQVcYDiJTK3fqjIezjSPcZE/cibf9nKytuFo4j1d4/ShMePPRB85zB9cYBzJP37hpOFCn70mb+Ij/x6EgbffwPuzP/uzq8cee+zqE5/4xLalqfYTP/ETV8985jO3T3M/61nP2vbd9aREm9a4/NUmeQODJunDrylOecw32kxxaAxLvNWvvTh8Mt45Bob1MFnjarn69453vGP7xLb/xP7+979/+4df//Ef/7HVIDeLfRrfmxVubIunfS5S1nylbzbh0thqIAzaPCgHG7du6SOX+WYtyLm9GsOT353HYUzWOBx8aM0Xfk1zp/yDicvEJ2OrgXGh816jjXVFZzh3XdeX8xjfb3TjsebUZd/bnsfjjDq6atw6v23e2/bvraO34agTsDRrfHKtlDY0ljPTWMlhfDSP1dGpiRMM62BS/8ybLnJZzkzXVLGylcP02Ws01vzjKOOrOXtxVo3heeE1MTjyGAYuU22Mp4uaDGcaKzkDo+u2Sa3ARfOGKhzaTPmoxWonXcRrUkdpXB2Vf+HtjRcMGjN+TbQxFoaYG0+XCY445ROMbkDB32u9rjqisTnVCpyqxfD2Ggy+sSMaizm/Wk847TU5LE74yJm7fvDjpnmsKXgsfW7qd799tIGBT3X0fv1vOyb/YNjKvWkdTWNxOrI2aSNv+NYN2du437Y/LrbT1w2wcaDLkTqKA31hiLX1OVkLcJjrWhjq+qT+wWiNezy5bjMOHz6t+Tfhs2pMHzk4wTmjjuZX55nOD/bvNf98mR/8uctr8pvwaVwdjcskd86qo2Ild/iEh7W+12BUu+gjj6fm2phG+LS2pliX40690Q0cUY3TkwRfCYaz7tv7GAY7g8tRnDO4wNAUpIrI1Dc407GbqF/5c5ZfYR7ldNQvi1eDMz2R5ctRLiuOx0e0KU5HcYw/6tfZGuPEztDnCMaXWRzXB86DNKahi0g/b/Gv//qvV7/1W7+1/byFny1xoeDTv26K+hT3veuftXCTe2oP4nJX3HLwiMZnYMT3qF/Grxh39Ut8xM8bFH6mRAz9g8lPf/rT2z+Z9JvcLj5cODz72c++etrTnnb1qle9avsnkz5561s0X017MmlMJ3rRVlOTp3aGX2HgcNd438Z3zZ3b+txl/1Ec411TfL1pXKyOxkkMjmhsbBp3TXGE05l+3SW/HtTniDYr9hGcNPHCS+2k89da4zgd4ZE+R7Q5EwOWmsynI349GbXh2xGfjD/ql/H0TWOv86Z2lMs6L6yvtTbxOerXV0Nj3I7oc9SntLE9K1ZH/MHDdRsu2uRGGgz29ajNWX7RODtybRyfozE/C+esmJ+BoxYz2hzVB58zMOKzERv+OUMbU5+B4/UHHNdu2lGNVknmZ9AV5SuPLTgXmd4p7Z1+hPcaZyUWPOOPnOi76E28vVz076LDdvIOaXNW9OMyCaQbW26O+EkCN7Ho7N2Pvbbqi8ckTs15hsaSPDtyQoTDtyMvJr17550u7wT6Ddy+bhe/u27lcTcPivldx9bvzLWwatybJM2zZyuP01juTPLYp668m635ZKqv0EwsjY3FY1Ir0phP7Ej+tcZhTjXGo4bLbfrKT/+g8C1vecv2W9x+j1t98o7zG9/4xquXvvSlV9/5nd+51QefWMHpNqzN8Rv+GMPUHWvqyM0DPtGHnaFxXPb6ZP5ibk2k8QRH7VMregf6rn65se3T2r/3e7939eEPf3j7eRI/OcPweMELXnD1nOc85+p7v/d7r17zmtc88VXxrcN9/qSvLvSZ2rrG1a6JNjTWaGQtTHHkufOdT0Fovu45tWogbabnvDBwuGu8b+JLY608nvCxpsrlIz75NI+fPfLGiuaf1O61eODEjmoDj3216+g2yX3+rBqL0WRdWQM0fvzxx7f89VVYubzXztQ4v6zt2l4+Ycjj6uheDP1Xv6YaW5ea/2fgeuLI16erf3idcc3fGp/U0VXj6uhEYzj0oW9tL05x8hoEF7UC1sQvXMq7yZqKe3W0OjHhUrxhHqmj9On1EB4Tv7x+9hrEeY++PrAwtVXjaZzMfbbGuEy0wYXGq18THDFy/UVrXO5dfxBkarTBiZWDe7HCsEa/1nWUL2lM24m+/OeTPPZJTa8ffAux9b5Hn7jYHtHm7DpKlyNrij90gTHNGxjyOF1dG0/qn3hYUzSKywQHHxhiD4dvE4OBj/G1CQ4+1jpf8muCoxbDwEVNnmhjXrqkDYwJjvH0YeXg9mTnn7ThEx6TdV68bRmNp/b5z39+i3mv8Y5cd11y+P9+8doud06fO2lYdJ/97Ge3rwIRbuK4xITlk24EnLwg4IOx/nmXLR4TLsbio2D7up4XKFOjjaLfwp0klhdLX/rSl658vd3FvBssk4Rwc4a+igkfJxjpQGMaweDT3sVrftrgpLl5vxcjLsUpHhON6UJjnMQbn4mJFQwaK06TNySMpYkbYzSecsGfX2lsTcnDibk5bS2kbds9WMXp3//93zefpm8m0JU2/KL3RB8YxuOk7hz5qqj1TR838p0QJ9r0ZhZt3KBe4+QE5/jf/u3fXr3nPe+5+v3f//3tZvcXvvCFra9/TOj3m3/0R390e4Ek56xPF4jTTwHTxyeM+TI9yVdHxcra8jXGqfn0Op1x6SQ9wRInJ1dvDEwvoK0p5zvaqFk43WZ8F6e3v/3t28/M+B3ufq5EvvTzJG5s/9iP/djVK17xiu3nSrzZdpdcorEbEPLDWrgfl9s4th/X1jiNJ3kMCw/559ygTeq6WLtByHA5cg52w9waty6mubOeq458ldY6oLPrErpMrk/ksAZLjKbncfXPNYUcYpNasdZRcT9SR60rLy7wEqtJ/lkHcke8nF/Ee2I4pLE4Tc7juMD55Cc/udUb56kJjvpPF2sTpyNfuVcrxInRZqKPaxI8/u3f/m3za5LD5scDH3WQj5NrftdK+Hz0ox/d1oGYT2qONcAnXI6eq+SeWPFH7kw1ljvOe2q6c9XEYIhTNXiCY43L5U996lNPXCtVv/Zy+uIXv7jFXcz4Fa+9OK7b6Ny130RjsZZ/NFJrJtrgTRtxqo5O6jEO/FEDrQXf4Jqaa0j1wtronDfBog0+radJPW5N8U+sJ9rgLgflMa35NakVxsJw/lV7vuVbvmUiyzZG/vGNX3yaaGMsDFjyeIKBTHVU3ZKDk2tA+lqTrpXEaaIvLnJXzshlft27fjNhssb5IVZ86nXiBIdPdLY++TRd4+Kkdom1WjOJFZ8018b0PnId6TUF3zTXxhNtxMtaEC9c2KSOWo+ur+lD38k1jrnl8VpHJ7FKY6/xxN316FQb35J2LYkXnEnM+SWH1eQj1wNqMS58EqNpHRUrcbJO2QQHhnOnRpvOwRvgzj9ef/BL3KzzScxvm3J++/0GRAuNw5/73Oe2mywugDTBKMGIWgIG0XF9HKsgWXieuylSYnkeRuONW1v4gqDIei6IhKtffQpyWJdcHBdACSrBfIp67RMXeJnjrK1j+pWceNCFT5d9Vpy4rn1WbSQ6H43RlzVXOO1PP30UVsWok6rkrNDW/za/4gS/Jk5ecFm8a7w7Disznj/rPI7TN/NJHHzrAyc+9YnHqo0+YuSFRRd18THuQTgdpw0cnMSeXpf6hWcbz7UPLi6maExb2tD50vc0gsM6DtMx8XWhGo4bEPXR3zzr1mNj1z75ZW3WvxOifqw+Pba91Ng+Wsg72lSIWlf50jYM20tt6OqCAQ68S43xvAln9Usf66HcEetVn3yyzW7ShsY4dGPPDcd8t41H2sHq+KV+XfDC6/8UXPYxPk750zyO0Ub+qV1e5Oij0UhOieMHP/jBqw984APbPy00l/HPfe5zr17ykpdcfdd3fdfVy1/+8i1n+ATHicP45jPPTRqvx3FsTidna8pJvrjHWb9VG9jh1AdOdRRfddSx2oM0Ti/z8EnM+GR8a7w+5lpNn/jUp5jzy6cgnB/WmnOTNjD1CcM8aroXBNXP3pgwJ9NHM58LNxddbm77FLcb5C40vBihrX+i5ne43eB+7Wtfu2ntmPk0GKvlk7kcx1n+9fiSS/ttM2PTx776yD95Vh3lt/nWPpc48akPv9VSGouVGhiGPo7X1zbN1lqhT3kjznKPn/HGYW0b4PWfuOi3Hneu4lMvJsO5jHd8wvG8PnTJd282l3/62F8/z1lzXPouVvj0YpRv9bnEgcEutelcJV5ymMaXfYyL7004+FZHza/ZF2/j82nF0S88x1tTzlV8sa4u+xgfBtzm0I85Bsu6Kt/l8U35V3/bFac51jr6zd/8zU/00bc+bcOwXfXDBQ4+Gp7ljr7sJm3sX33nCxzxVtPpbW6GzyVG+1cM/a0H9dM5z5jODzBY/jiWrdrUx3HXFfCMSd9VmxXDuLjUxz4+yWPnGPFuLcQHRpz0Z46F5bk+xYrGOKkXxcH4cPRnYfRYHxo7P9LY9Y3H9q99wtp2fuVPXPIrja1zGl2eq+ISNpgVw/PmESf69OZc/RprrtXyy5bp1zV/5/Fqcn0u+dgfTtj5RBu6wg2necLxPOxiYJ/juIiV85hrLd/8EPPirl++52NcwmwedULNUv+Kd30uMeA6FtY6j5xxg8brBng01tY+cbEvDNvmEWc1lMUpDPuKUziXXOrTGvdcX/W4vp6vTR9WTsRHHssZ+cfMXR/P0y8u9hm79nFMP9dKjvX6o37G1OcS56Y+9JE73SzqGtDYtcVlxbCPDzC6Vsf1rueq1a9yUO503dRvP5vzLtqEkcZ8udR4jzbyRtyZc0NrIV3LHcdxXFvaqelwxEse8/nS7/qGY7uuT/N0PWBN6N+5U192qU9xsmXGtMbVG76sGPrBYG09vgmnmMtjfPSvnzH5c4lTn45bD3Thm/M4n9NGH7Zq7HkYtuE4H3SuUo+rFfowPOrrefsvNZbHtGktxMcY48PxPAsjPvrgDMe260jH6xNWGB1r23F8yhdY5loxVp9gpV197DNOjKxxdZ02K059bDPjw7LPPOu5ylrQ9MnMw/Rl+VKffKqOOs6s9frWJ4ytw/Wf2zTmE3+8rpfP4VxygbNiFEfzeO1mrPOUcx6++e742uA0x6Vf5Z94s3A8htGcnl9i2IezeHduwJc28a6PLTwWTlv7zNO1UnM+6FxlfD6HId7qFk70qXbpW5+02XZc/7nEyW/5B696XP8ztqf+RreTmHeoPvKRj2xJ1cn1Gc94xpbwHPK1QicpASMw4fpP9AqqhLL4vYMn2S0URenbv/3bt2Da53dMCZtAhPGOLJHN6aThQgyOhBAADQY88+CKh5sUrGD4mphkttgVV+K7ISEA+BrvxYWLeidY76a5sa8Yx8eCckxRNgYH7whJcv347FN6kh1vCQefbvGgD5580sdz4+mHE//dXMHn3r1723x0SLsuKOih+Z1XCQb/Yx/72JaceOECx+Llu4tfnL27ssbJ2PwWD/OLkRs1cByn8bd927dtXPC2X/OVaPOaS8G5d82X754b7yK1OIhFsaSRcXjAEFfc7BMj+jz1qU/d9jkJ+iQPXvTEBU/95B99Nb4XK5rSj++a/Y9ff3KQhuZyHE8YfkYg/fyzP8c1++jOL308ZuItBnIov+VM+QWbT24CmTe/5Aze+sLHBSf+KWZOrvKY73Dln3ng4GKfeNKwG7blBI1ppx+/xEi8mGIl5ubBTT9z0cdXzvCz381VfaxDBZZu1q8co72TirVXnsf5O77jOzZu9vt0ML5yAy6+xvuZjXzwiSF4ct4+8ZSbuOjPrEu5QWN8zSVnWlvmkFsaXeBo1oL5xEz+GY8zLvrxmS7ioJ8810dtCgcf60E8zes4fc1ZraAxDPnH6NYnodIHhlqjL1/FQe5UE9QRcfIbzT4N+KEPfejq13/9168+/vGPb3HHw81R+v7CL/zCFnO54WcwaKPhI1b8euSRRza/+SH/urihiz7VYrjiwycxxY1e8ttvfcOSH/w1B41gZveu1zgeWrE2H7+Z/XJUnounueSx3FhzlH5uNNDOcX7hIhdxEWt9rBv5otEvE1Pamsd6kLfmsqasL7j8qE7IsdammLbGy1G5Y595xBKWfvyRK7becChHffLe+erP//zPt9jJM3rQWvOGhFyj+6OPPvqErp7DwC1tnFtXk3t8x10fuSNH6Mdowm9rlE/qAH09povmuPE0pg1t6cdHeSO3jaeh+ezT1Fo45oLDb7GQq/bhQmO8aGUOjTZyzVgY5bkx9OCz+iaX4KrXMOSpffrgyjd6ix9d5GA+8Z2m5rN++MJ32sNh8vspT3nK1kde0CWdqxO4mItGTK3o+sRznPls/epnfrngHL1qTDv64KQP/axjvGiOC65iaZ3rQxexdNzz+lh7dHBcvS5HzWcO61I9yFxTwNAfX2tYTpmHlvZ1rpeXsPWhjbjjBZt2/MedPvo538HQ39ruPKR/dV/tEwPPqyU4w2D4qoF0tE8cndPMBYfhQRv64Us3Ocov9cQ+OPJBHRRHTRwch8MPcbKucIZhHucGPvEHRxhy1HO6V0f55nlr8nnPe97WH2fzyHfNczjmoLGY4OdcRV95aA51BoZ+nruGNIdaazwcrVqrvxqrD61xcZxfdJGjxvEnDR3nh9yxLu9d12R9rAFrZvW9uq8f7fiCczzEwRzWilhYd/p1zUBDeSXW/K6OWi/8Vlfyy5bv6rcGI9/FSiw75+FvrFqijjB68ok//KehnJIz5sLL/JocFTON9uYRd7gZ3/GGRRPj+U5jc9lfjprXHPTD1XH9nMv06xxDv16nyEFc5LhaIJ/lHw1dS2Zwmov/8PmlNtHAGuYrfZ7+9KdvW1q2rvBm4iDvxEH84KoDMDS+w1DP8eUTv+knN4yBa79zkv72qUf8oiEN+EQ3jV+uxelhDn61NsX43nWs5A8c+stlzXNNvZFXtMlveeEx/pr1yy99aUHDrsU9V4f00fhmn5yxPuUng8N39dp8OKol/FZP8LdfHJyHPGfemIanwbBm9cOFf/a5HhAvGtEPH+cpuSMm1Rza6V/uwDAfDWkrFvIvn+hWLaGVWmEejdlnrFhqcM0hL+S852LoWJzNj6eYlse2YkljsaSZxnfaaLTjj+N8hCFvzKOvecpR+uGWxnzT377WpHOVMcw1LY2KA11xUd/0x5ku9ClPjaWf9UID69I6qI46rqnpYuZx+jmnpQ1d7l3nKBx+qVvmgcPiLBZyi7U2bct1x2koXtZ314nm0WDTT+MTP4znF/34WB2lMS3lAc7qOkwY/JBfruc9xo9+9IUplvyln3OitaqP8xl9NOPg4yqu1Ta+N5c5NBjwcJZXxssxGM0PRx7DlBP8wjttrMuu3fjguLwxH78Z/cVCPeWHeXDmtz44qKP6yGd91BtrnH8akwv6iYWxYik35Bc+/KWN15O0Yfwqt9KYb16Xip351VEx1eQnHFzVLWPw4bMtK79oI67681de8R0O3XHAxXH9HOc7rPzCxbmKjnSgnz7WMNPv3nUOpw1fxbHrhXygS+cZ2skZ+ll3clD8aCsW8hRH/nROTGP6WQu2sHHGFyeaG09/dYB2mp/a7LEclU/6WOP8w8F503zmtQ8fx+F5rI7IL74xc2vdZ8RHH3yscTg400wcHBc7eaUfPsaba42TfHHcPL2+tRbkloYTPjibx3wem0scNddv1i9duxanDRx+01n+0EIscBI3fPDFVV4wOM534gVDH3HUx+tSxhevLfT1GC6O+IqVPLPfubVc57ccdE0hd+DRjM90hqGP/O6a1XNc5SC/YTouN+kCh9FFnvMNX4aLWMpD++jrGgdOvsgLeGfZqZ/oRrpmsdaIyCSAfbaE0bcErI9AcJLDjgu2hCCsvpwnov3NZZ/nCWNrnpLHMZiwm6ciRfAMnn6SkOnT/JJL8gikBHaMOW6fueIj+ezP9BVcfWCYA4YEZCURHAaHPjA0fuuDF10ckzjpxC8+6+cxveJnjOYYs8WPteBwoVca63MZJ/3tC9d85ueXRWEOOJrHTF/8V43tW/ngy6e0MA6/nuOiv5ibj+8sbTzWBx9cMjzg4sxWjYsVLPPD6ri5xdrJUDOnfebI4mcOJqe09LOvOKWNeYxLP3jG4xIfccdXX8Ynvtunj/18DEMfOvHDWJiaflqcYZhbQdGPyRG+1Qd/Glcg9YEdl7DlaCdxvGiHJ4NRvPE1hiZwmsfWOBjyT1E3Bm5zwKIf3o4xc/DbHGHB4Tuc+vDTOIa75+E2Dg5eDDdx0A8X+3GxP788xief4Di26gcThnh3weA5js1rDI2d9MIyd3wdx1ls0iat/vIv//Lqne9853ZB4gRjzFOvL4T9DreLXY+7EDCfcXjA0fSXO+aIT/zLWz6Yv+fG8FvO0EZ/z/URB1YfcQjXfnGDx/Q3lu+tLVz0wYeVO14olMu0Kf44wTGutUknfooPS7+13sCCYyx+9cHFY/nOJ7HyXB9zFTdj7eOn1jweyxN+u7CDlz4umOW3i0c3ul1ouhh1UcDPF77whdsFlQscn743v8YvPNMOH0ZH2Ktf9ttXHGyNxbs1zif7GB88xlnu6aOZd9U4v1x0GMP/yzjgle/hwIBvTHqJj8fyD4a5PI8PzYqlfeXf2gdGGjsu1nzkr364hBsX2zSEK56eyx1cjIFBv/TxmJWzsB3LJ8fMXQ57bh4ap5996Yezpo+56gMXH1xs9XGcD7Ysv/TpxS/OMBxjxpqbfvZZ6zRO863T9R/P9YHD6MYPeMxY8zruwnbNI4/rQx8xbz7jaIUHc1xe0VetgI8/PeJsXnxWXPraXx+Y/PICw1wMv+KjH2xxqI7qA8dcDD6t9MHFtZLHcIyFoY/n4mMefmgrX/30USP0SWNYjmlMH3j8YOGsfjrGBzjm4KNtccAXl3jAgb9qzEcYxtKZ0XjNUZj4qKNxNId98cUrDHzMYX5jWb7AYI2DUR+Y5oXjsXontj03hi/Fwdbz9hvjOYMrd+ir6QsnLfCjuf2MTjiaHw7DK228gLMWYNhfH/3tT5tt4PUf48zBVhxc6CPvjYODPx6X9c9x+AxvOGJjfcOhjXnqA0uftabzC7Y+6eQxPzy3JjxWK4xNT2PoYx+Ta/YZw2wd118uO0Zz23wyD47x07djG8j1H/M2pxevNDMGNv+bT2zoI6YMTj7pg58xzoeO6Y9Pc+vDlzS+qY7iYX4a668PTBz5xfSBo09caGweLR+NcxyO47hozD7GT7mg6QOXzzCYfuZ2TLyLARz+Mb4aYy79amv+8Qm2pr4Zi5/9ceEff8O1f80/z9O4a3Xj8TNXZnwa4wLT8fSDg7M+cByHATsuMPhoPG3sx714m8s+ecuf+hhTXoflOWz9mLlxMYc+mnH0o7Hj/LLPnCz/xEUzxjaM+pgDRziO83Hl7DFfHcvsgx9fc4oNDHg0wEUsmLH6WOOOMWMdx53hxUdzqemw5Bot6mMLl5kHrmZ/XBwzhokTHFzxW/uZO17G4qfZx/hoLhjm0h83feKDL3+0xsEytj7iaKy+zr+wrEPP41zsWlPmL788ThuxUW/08xiuuepjrstzlT44M5zMS1eYrtfNk8bx0YdesPll/+qfx47b0td4Whlnn2ZO8zR3GsE0N/PY/DQWc/xps/YxXvzWcxU+5kpj+nluvGPaqo1+jtGseNnibC629lGPHcf/Ekd/eYyzeRhsPHueX46JFW7lbfxwgWEeW2P4STt98DG/53LGHI7ntz7mpL0+DBbTN41pwwfzOefZ73F9zFP8jdfg4ROGOe3X1zWFreNi1Vjz2p+fOOOon7kYXH2Mk3v68BGGOfTXh1/yC2/zeg7D8XAcd4zZ6gtHH89tzUN/+mqtM3M4ruGrjsq/uOKS7/jSvdwxxnjHPWaOV4vTGD/z1QcmX9PCOJx7rl9+uz9FG+canHA4y7688k5CI3SNMxazljiOEZhjJTtHV4E56Ll+XqQQBEZB4rznRG4ux4xxDF5B4tYXrj894JhkgF0gKxKSYjW4jjFbPI0VAI/1r4+58BNcxxhO5gtDH4/1cZMnDWAU7BIoLvllHM4w9PGcLrjoA8NzfdLHY/qETQttNf5IUIsOVzjiVT/z3Ran/NLXWDy862M+CW2f+DJae55f+dFxfYyDEV/78sljZs4469u+uHiOD40tXIsOBp80Zm59cIRRiyP9mHG4OJGt+bcdvP6TNvTTmLG1bcf1H/M6bvHCowPs8g8O3Y1rLRhrX/o45rF9ceEjDOMZbP3WfR7LgwxGfpWn9ISbGXOpsX1aZp5yPY3NQ9f0LSfMY9/Kree0wRsvN4aNgZtP5quPgs3CN1eGvzg6QTNc+Skv9E+DNU/s16+59BEn42zLo/yCu8ajcfzCu+fmgIGTY/Z7Xv7BgX2pMYz44WVefdLdeDcd33P9e9xvfetbt3dInXTv3bu3fZLl9a9//Xbj1CclrHtGk3JG3ujPBxrjlpnbPI7hi5/5459PjqmjMGGs2njc2HBtxTcf4ONk7aldDI75i6e5PF9rhXEai5txXvCbEx5OONRH/zC2ndd/7Fv7eFwdsD7FSTMHXP7THSf5l39xtW0e+uovZsaIgU+I+fSDT3G70a0+4mwO/L0r7pPcPmXkZ0rknfXy/ve/f8NtbTQfHe279Oum3MGh2ma+/OaDx+avBugHt/zjh8f68Kt1QWP9WFro0zz2Gwff8Z7TQh+f/IGBD9MnzXCJD381x8Ohq1oDJx34mDa2xWrlU26bTx/8ccYF18vcqb9tZr70sw+GOdraZ+5Vm/TLJ/1h2J/xHRd+0ZkucLT8xpnvcGAUm7Tx3Djnu/oYb8xqnpdf9hvHL9vMOFxYPtsXZ3OmS37Zt+I47hg+5nOMjzDyiU4er5rql37m159f8KoVPXecGZNftGlfORFvMWY46c+n+tj2HG+88qnHxurjWmC95oK16ie31QNbZjz8fC8H+KSe2G9t2MaHBh7DMT4cz5uLbrjSA6bHNLa/Mfo3tq3xax/6wXADAh9z45ZuxcSLnNX0y6cwO+c4j3sMlx/46APX4+qox1p94NONvtYCMwaO8fqak+YwsuYPR5/01c9+fOjhMdNHPI1djV98ZvrT1vzmljs0ht1ctFSL6c/05wN8Bt9j41zzWw/462Msi9NlTTdOnzh6jIs5YPFJXuunD464ecwP5pjGHGfmx9d5iAZa4/QxTxz1ty/8MNaY6NM6NK652893nDU4+e14fWmNpy0+9TGffTBWjR1f/TK/PmIkd+iSX/HXf8WJHyy8GP7GN5c48XW19NOHT+bGMY30FRvHXK/BSGd98RFz+2z1Y7bikF+2NdhpbJsVt3S0Hxct8xjnNLXlk7EMn7TBoWZcXNIn/TpXmdd4hlc+0SY/V772mdv4zjP0wS8cWPSzVjSW/60Vfc3FaMwnfO2LM276269/LQxj9cFDH1vz8BFefFbdjGF8ar/n5uSD19FphQvfmDn1scaLN3wxiA9Mz1tb1QrP9dEfNlx9Hc8n+3tsPmPEoHMVXPzipo99cIphHMPin7nwdW2sP/60Mo7po7/n5me27ffcY1zM09qicfPqQxtzwUofx4slfDjG0Zh5TF98WJwuz1XGwcGLj2nhufMerWiTxrD0wcVWv8uGozFi4DWnfIXTOP3NaT8/MvvxMRfzGJb9Pt2dj7b5A6c8WnHg4sj0MbdxsOynZ9p4rv+af+Y1xljWfPq4zrEe+GhuuAxvj1cc+2Fo5oGrDz08dp4xDz6ZfuLneM38+OKvmcv8jMbGa7DSz5zmyYfwzZ8/jhljvt6U9bg+uMAwNy7M/I43T3O2D7bHnWf0izOOjrc+PY6LufQ1v7XpPB6GOWDog7P9MJgxq4+e00acuhYSJ34wOCyMNDYuHxzXD1/HaYNDGsfZGNj66mer2Z857pj15Biu+JV/+uVffO1zHJ8sv2mgHzy5dqad+tMlLnadgHxc3dcVCLE6fVfikkFrsUiQiQmCr1JIhJsWxl0wYRAfFwnmhtLU3HDiV8lQUu3Bo6+vVPzFX/zF1Q/8wA9sX2Up0ffgOPk4eYiPJtGnRmMF1QLjk6TfYzSmTeadw70YjVUc+YaLBbQWivo8aOtrFE7ytPbVV1+xmJh8wYe+eEziJPecfIrV5Ql9Dy8a05opJGvR2oOjEFnr/BHvicZ9TcyNJ1858vXDidGHxkyhnOjjxCJWTkDyzteJpubdyOoXLhNtzO1T236H+3d/93e3rxn5mQfx8lXY7//+7796wxvesNVYX5m7ba3IX9q48errRH29aa9v9FFz5Ix1NbHqKD708WnmqfnkqYtodYIm4j4xOQyLpuuJdw+W8Y8//vj2dTuf3PbTPu+5flNC/VCHnLvk06tf/eqr7/u+79ti5hPd2Ro7GjtnOj9M6yifaK254J4a/m4gHKmj5rauvElCg+k5Ro3wtT/rCZ+nXn97YWrqjjUpLhONzeviMMNpmn9qupoTl8m1kng7P9BZvOXPxHB53/vet+kr//q65B6s6qgaaF32Kas9GPVVu6xxlj4du+tWnXGuwke9mZ7vrAP62srhyXlcLRDrd7/73Zu2voJM571GEzz45bGvFk8Nhjoh76yFSR7TGB91HZdJDuOfvrC6ltzrl7HWgmtj5ztfxbUm1hp7F0yaiJeG15FzlVqBk/o3PVe5xsHDmrCmvHicGH/UdZqogXTea7hoflIKjus2MZ/kjps8NMHFWtgbp7jzydpynY7HZJ2rf+LErO+JNsbCEHN1gi6TWHmt6VpAvGns52Om5txJVxrza6KNuemrjroGVCu0vQbDGmXOU9NzlfMMjXEod/Zycd7sq/dwXvayl+2FeKK/2mdNMHk8qYHVGrzUCn5NbK2jcm9yjqGvZn0aP73md26Qx3DE/nWve93EpW0MDBofuf9ivPxTL2g8XePOm9VicZqshYTwmsE6mF4rOVd5fWeNq31+emNSi/Hhk/xzHp/WURqLu/Xp2nh6zS+P3a8w3muzaaz45X6kGB25VnK+UzvFyuvF6fpU251rcIE3qcdn1VGx8vqVTzSenKtgWA/Oe3LGa/Kp+VAYHDXHtdvkOvu2ufefrW5Dut4v+E7M3TiYBBE8wWB1sXCfKR94CB9BnC7+CogkmCZ3JGE4CcKZ8uli1c1YBWWqsYVP3+liyydbGufT9GJ1XWRTDFyKdXzs22v8oYsCoE0NRhpP472uhWms409jJ0Y25WMsbekih6ac6MLE60hB40e5M80b4/JpirE5c/3H+qaJ7V6N3bjQ3OD2W1wKv4sYJ0fF3wsebwq40e1GCQ3vx9fFgXFejB55h5QfLnbF6ojBkTcuoo8YDHkM737+P2gOMefX3hxuDfktOS+WXAR5I8JFgwt7MXTC98Lbbxv6bbQXv/jF28nbBfZtnMWqunVbn/v5ZIzx8btf3wcdkzvWN7y9+qzYxtIYztSsbxqKe2t9itWL/b1rc51v5TCJU1hqBD7FvP17tsbiUKz2jF374kJjvk3Xefn3oLq0znvbY/lXHk9jZVwvkI7EibZMLk/zGAZtvRD1ApDeE0vjauAEozF8oTG/pvoYy5eumcLeu4Uj72zTey9G445qbN7i3HYvl/qLOX2OnKuMxYPG+Rj+nq2x6g0+dJ4YLnCc2+B4PM2d6sSUS/ytcbxq7d+zLfeMOaIxX45qTFc1gl/Vrz2+rH3VCYYXfaaGk3jRZooDo1w5sq5g4HIk3vygsfU59Sct5U7+THO5nMNlioGPseVymPG865a+cNQbWFPji2taeG5cHjHxPvq6AR85eLSOrrX4aO50zX9EGx8EoHFtimUtiDufpn4ZJ+9o3JqY8MGjOjrN4+bFZepPGP2EjPzBbWrWEz4wxGtidG3sEY1p0uuPqcYw+GR8nCY+GePmvzXunHfEr5vmP/UT3TdN8HDfuQq48eWfg7z5zW+++sVf/MUn/rncubN8Y6NZbF4A9iLwaJH8xlbzZu+7qftQ4//Tp3fDf/VXf3X7px3veMc7tp+9cAHizcM3velN281unw6+i9GYvvLZifXICfou832j9KEpbf/wD/9wu8H9N3/zN9unYb2z7YLeTQBvRHzP93zP9ikWN14mn5D9RtHzQX7SWg53If8wjx+k2P7jclr9eajxfu3uMoK+aSx/XVMcfWFwl3m/kfrQl/kACH3p/FDjb6QM+PrwVR73GkT+Tm9CfH2o8dXx4qHGXx1dL1Hlca9D3CR8aOcrQOPs4bVxSjzc/r+mgNcf6rJz3tnXbqd+otuC80Lf1x+8U4XsZOFxWIPj3QLv5u01gmm+jgFDmxRaGC6cfZIaJ+8CTy+effULhhtX3rGYaGPuLuJpgt/EfEXAjRkXUbhMPzmQxmHY7tUHhq9zZNOvShnfzSafZODb5CKxk7OtvJne6JY3vmaCg1j36Yr8vMsWh/IPjncDp0bj8uXIu5y+/qXJmSMa802zLqcaG09jBmOijwsx64FPcvdI/qlZOFnnuNwl/8TETzO8613vuvqrv/qrK/94Uszh+Hki//X7R37kR7afbNiTQ3Bh8G1ab8Loa2Tmn8QKTnmMk0+Y760TYgxHHovZkU8YFXOflveJCDn4ID7m9slt/zn8scceu3rLW96yne/E2rvRfnvbJ7f7SSk3u++iO1xGYzx6R/tBfLZByx84zlPZnlxpTFtrSrycq6ZrHB8YvirqemBaS4uVvJteU/ALH1xgdA7eqzGctY72iSX795paoeaI01Rj42ksB+HQeGK0USdonM57caxrXHCCQZupuVYSd+ZTJ5NrJVxcj+Kj3uA0iTcMWJq1KXf2Gn3LYzVBvCc+hYETTLVramoFjHKPPnuNJvIGlvMmrInGxUoe0+fINT8+8ZhoTBP6wsHHNf/E4HTNL4dxmmiMA31c27qmuMu56ia+/FHXu26Ds9fkn+a8KU5qDo0nMVeL6WG8eE8waEwXa/zIa061mMbM+p5oY6xYOT+ow+I9qcf0haOe0gbO1MSJwRGrSf4Zb31r1WJ4e02MrCsmByfaGFv+4aBNawWNYbEjGltTYsW6Jt2e7PjTOcYaVUcn+prO+OqWHBbzvcYXTR5bCzCmaxNOOk/XVPGG1f2XCR88qqNqhfq1F6dzg5hX0ye5A0fzEx/WwZHX4/zKpnlTHZWHuLS2wr3rFhctffi2V2NziZNzp/HTOprGnWesq2n9q47iYk1McPBRQ51rjpyrYFjj7EgdtZ74ZV3yC9Zeg4GPLU3kztTyCY42yZvb5p6fQW9ARFRx9JucfkdTQkwWHtEsOFiKyeREhp7E6kU2HtNCa+G6mBLQfgJgEgQYNCqQE23Myy/6wFIQJhcMxlZIJPgkySskfqNMrC0WJ4+J0SZTBCb6Gq+IwKItDJz2WrEWb7+BPF288obG8k6MphcdrQUxmnKhAb/EjFlXU5M7TmTymE00pm2x8jMP0xfsLoLKHXwm+sCgsVjBOHKj28U8fTTxvp825vXbcy52/vRP/3T7poafLLG/n77wMyX+34Hfptt7EY0DneHT934/m3FbLsgX9dgbhrSRg8X9tjE37YfTBRBexXvPOq/eiBNO1tSkhuIHS8z5la43YZnH71z6WRJ9fXrbT5Z86lOfeiJXxPmlL33pds570YtetP1EiQvyPectfNTRuEzrqPzLv0m92QZf/7E2NbGe1lF57PzUm83T8684+YeezjHyb3LjqdzpBg19rc09+Zc2al/WC/+e79mKlZiXd/erFbfhtsZpZPzkWgC2OPVPpWFMcNY6yifn8anJPWuPyeM02oPHJzhifuRFTjjiJV/k4V7jixj5aSO1vRc6e3GqW2qgx9XRvTj6y52jdVRNp4vr7GrXhAscsYIFZ0/tbD6+wKGxeKsT1a/63GWbxq4rxGxSb8wDBwafOm9Ozp18woPGcCY3aPARb/WGNnAm9dgah+N/HViXvmkGa1JH5bCapcGaYNBY3nitGMakVoiRxvCZaGOsWNHYdShdJnVUvVGz+GX8kd+I71wlZ/CZ5B+/5F83RWgz0RjGeq0+0QYXOSh3+KRNaoU48cf1MU2m/yMIHxhixmgsf/YabeRfNwgn+pqTX2sdtSb2mjrKH/WGOd9N1qY48UdTM/zuLtuDZX0Xb5yc745oQ+PqqDjt4YJ75wYY1eFJvPNLregeFy4TPmofM9ba3IthLD7WpnVVvCc6yx2xTp8pn+qo66RpHeWX3LHOxUhNnmgMx+t0esRlUkdprFbQpmvIicZqhTXO8JjWUbEq//il7TUYuIg5Xyb3X5rTB73g0cZ91uk5OLx1u78ir6MvHisibgh8/OMf3y4OOT4JgoJGPDcYJIcXBnsXb4XEizeP8ZgUfWNbuArKvXv3dnMhExwLTjFRIKdBpIPFC8eiwW1iFosbYBITt+nNPWMVAePpa7FMYmXxZy6eJ4aLQm3BiPc0/3Bxc4Y+Ft108cpjGL1w602SPb5VSPjkhHi/fz74IFxFTe4wNz0nRdZYeUcfeTwp+DCshW4gwpi+YKdPuYOPn43Ya2nMJ5p4YbE3h5vTRZ3apalbt9U/uepk/slPfnL7B4a/8iu/sr1Yo4t/pOW3nV/xildcvfGNb9zW1oQPDvLGTVl1C5+9MZcveHrz0to+UifUKhrj5YXFxCe6wYCFi5jv9Ums+IUHv6yF6kVxtC1G9PN76T7N/Sd/8idb/hv7/Oc/fxsrX/xzUBo/61nPWiHu9Ng8mnOVGKk50zqKF9/gwZqYsc516gVdXCTelsf3w4fjPENjsVIHJ7FyrvPmAn/UiSM3ntQc2qqlE5/4Sxe+MfV4YsarFfiItxqI115zzSVWznvGT89VcGhMXy8uJv8cqTqq5ri+cR6frHEaqIPOn8x50zrfa2oEbawrvz8u9yZ85DB9cYIxOVfhIt5qiDcu6TOJd3XLOY/e/Jr4REu1Qm1n+EzWphjxi8bWgjU14UMfGosXHye1iy/ymMZqsXU1WePWJm2sc7UHFtvjFwxNnPglhyc3RMzLLzxoDIdfew0XeazetA6mNwhd/zknVo8nGuPv2thY62BSb2DwqzUOQx2d1Ar6wmH0nWiDizymcTapx3LYOVMdVYuP3Oh2rcS8NpvULWP5Jea9XqTx5PUrjK7Vu/EEf6+pe702m+aOukVjfOTLkRvd1jffmHhN1oPxcMTcaxic9tSbNFzrqH2TOkpfOOoNHpPXreZWx8UJjnPEU68//Ch39hoceWxd+JYkjIk2Yl4ddQ05vR8kVnyyto9cG/MLjrqlTc6/tHT/hSYavybaWOOub8TrSB11rkof19jaXlvraL5McWjsnqQ1aV1NNfa/mKwFr2PoMzmX88saF3PrcrIWaOnapDqK0+Qcg4tYOVfRyHO1a6+pFXyyrnCZ3rszr3/Mqu6oN86/k3PMbfxPvdFtEsGTTNMgRlSCl+Ttm2zxOIrV+KM+4R/WxJd1jMQ8anGxPWJ0Secpzhnamnv1aeoXbS3+CsDUp/ikzxRn6sflfGdpnF9HeJ2lMQ75dYRPY9teanfX58X6fjg+DeUi+zd+4ze2F+Wf+cxnthdZPvHgt5x/6qd+aiv0XnBNbobElcaak5FcPmJpfASDJtpRrDDup/FdeIbjfNUFEK2ctD/wgQ9sN7e9oPcpbheBLtZdML3whS+8evazn3310z/909tFnYsFn7ifXHCsPOmC0xG/jo6PTzht2z/Z5tdkrDFn1QpYuBzlYzxOZ9hRfY3PH4+P2BnnvKP+xL84eT71Ky6wjhicoxpf1uIj+ZNfU13S4gycMNIn7Mk2jKlfXw2NJ36sY/iSX+v+vY/D2Tvusn/xuty/5zmMzpkeTy0u9DlicI5qHMYRHo3NL9uJyeMzarG543JU4xVr4lNj4jHVJpyjfqVx23AnW1yO+pU/R3XB/+haSIN86vlkm75HX3+kz4RDY8I4qg+coxhxOgOHtjjR+oilT9sp1ln6HOURfxprR6x7mkdxztAmDP54fMQa33aCVQ4fwTBv57yjteImH06/0d1ia3vTpA/atwq2Pn7QuJuOHx0f5hk4MM7AiRONpzrH5Qw+Z2Dk0xnbo3zSdaptPqRxz49sz8A6qsvK/yiftG27Yk8fH/Xv6PiV901YfYrkQx/60PbpSb/17N1m79D6dLDfeH7kkUe2T3O74dqnRFbcvY/L5b3jLvsfjXd4N+nSsbtuz+ACw8WLd6FpRGuf4PMGhBvXPsHtn/7+8z//8/bcGw4+sShGPpH5nOc8Z/sqpk9AuDHeyf6uPtzUb/XriE7GnrGujnBY/TsD58w8Xrl9LR/T5QxtzsIpZ9ru1Wb1ZX28F+fM/mlzBp+jGOVw26N+HuVzdP51/FEujW+7Yu95nLbTHL6c6yifo+PjA+cMrDMw4nRU47N8wueoX0fHp8mZPpXLYX+tt0c1Ojo+/9P4DLwni8b50jZf924bb9vjvRj6N/4IBpz0fbLUivzC7Ygd1aW5z8JJ53An2zO0yZ+2Ex6NCaNt+/duj443X/nbdi+H+uNylM86fn3cHHfdxuUIRnOF1fPJ9owcvm3er8qNbjdpzkiIs28e3CbCXfYL5Bnv5pQQR5LrrIQ4gwvtwrmLjrf1OaLHihmXM/CO5jBeZ/CBccZaiM+q1+RxPh3FK4+P6nw01vmTzhNNGrNita+tG9p/df3PJv/gD/7g6n3ve992U9VXmNxAfdOb3rTd5PYbz3391Y1X727SZ+Jj+oYRj73bdJlwuJwrrMv9e57DOMqlm9y+vuh85Suj733ve6/e9ra3bV/L/uAHP7h9VZKGPq3tBrefJXnj9U/J+MeT/USOGImrNzHgHLGjPpkbxjRfVu5pfJST8WfUrnLZ9ojl11GMI+PXsfE5Q+cjGGfqe0a802XVavL4DJww2k54GEPjo7UYDh40fjKshfjgdNTS9yhWGk/1iQeNtSMG6yhG88er53u3jW+7d3z96epcl87t37uNh+0RC+cIhrHxaDvFi88RHBrXpjyMK/fiNMVq/BGfzN34tl9LPulre8TS5giGsV+POLRVJ7QjdkYtbv6juQfnrFid4deTLY/P0Cd9z4jVGRqXw0drRdrYHrEzdDH/UZ3X8Uc5rXl8hs6rvqfe6Pa1br8R9IxnPGP7GrdPy00MjhsR/f7RRMBO8Lj4NB7MiZnbTwj47Zl+u2jCxxg3SFwgwptqIwH45jeL4Ez9Mt5vAdN48ntDtOQTLk972tM2f/CZarP+Dt0EIz5i5LeG3MCa+uU3guSM7ZGfI4BB43J5kn9+p8jvQtnyZ6qNueVwBQSnqdEXH/5NNeaTsbbT34DDH0a5M9UmHtYSjCkOPnyhj3UOr+Lt5y8+8pGPXP3ar/3a9htdPkH82te+9uqVr3zl1aOPPrr9Hne/GSc2fk+RxjCqZfD3GDzrwc9s4DXBwQUPn2L2u1nTeJtbfRAr2ni+V2f9jXPj2YUHvGke+xS237bzqe3f/u3fvvr85z9/5R+B+oS2m9Z08zvp1u8P/dAPbbz9lrdW7cZBfVD/nPcmv+spnnySJ366Rrytq4nRZ/o7nOt8cLz5AutIHeUXTeQOnaaxguFNBvHWJlbu3Lt3b9MbDn4TW3+HbuoTPv1O5JF1RVe+wJpqQwM5R2NbOTix6qh6QVs+Ts21Ui+OW297sehhvbrWgTGNt/gYbz1MtaGJ80K/6z+NlXxzzsRDzTiiMRwYMKd5LF/kni2fphobq+bSeBpv4+hBY+e7zqd78wYGbXByLphobAwt1AoYsKbnTtqKj9cycnmiMT7y+KnXv5N7hAse+MDBxeOJPmLi3MoXbYphrHNVdXCax/IFBuPTxPiQNtbnNI9hyBs5OOUSf9dKjC5TbfiFixomh6Y4rSl8pnXUWOuo3Jly4QuN1ZspBi7MOcY1LZv65dxgXabzdD3A4A+/+Dgx42CoN2ropN6Y1zg1nSY+vDPFEW//i4LGHk+1waPzi9o1weGDGHWPa1rT4ZgfDl5H/HKtBKs2iTk+6mhrdLom5I5cTp9JzPkhj51j1L+pxnCMvXd9zc+fKQ495R9fjq4HH2zj29E62rXNtN7QRqxoDGN6rjLOGp/eX1hzVU23xukz9WvFWx+feqNbIgmgwo/odLFIKAJOL+pyEE4vsKdcWiyJ7/nUYHjxRqdJATBvL27oo039wsFi4c+UCz7GFyeYE32Moc0Z1qI9ojEudIU1vVjgC4w0nugCo7Vg/JE4wVovmqd84Mg7XPg3xaGtsfRdecHfY3gczR088mnP3Df15Y81qnmB6x8c+U3uxx57bLvR/S//8i/bhYAbvt/93d999ZKXvGT7tLCamaULfY/EnE/yz8m1E2Nz3HWLCx4uXqbr21xwqjnVsLtyWPvB4QuMvXzEwxsM/nmGnyTxzy/8jIxP16bRBuAAAEAASURBVPsJGZ/qhu3GzXOf+9wtLm5i+5S9C2R17tLkLn2d947UCn45V4n3Xr/iBOMIh3Bsz6ijxVzuyEXPJ2asCylbbWrmF6d4TfkcrTfxp7G1dVQbGOJuOzU5R2PbqcZyN1+m2safNtm0BraObKcYOIRzRONi5EWBHJxqTFdj+aMGHrE4wJzGi1/l8ZH8C4fG01g1P43V8eK2V6NV4zUPJzjOD3yacjEnPcTK+eEIjrFyz3aqsXHGdwPrCB8xKu/aTjQWIzyOcBGj1kN5tJeL/sam8dQnfrjWKG8mPBrTtRIuUz6wWpe4TXOHvmk7xcCFH+XO1Cc8aCx3phi4MBjV4qlf6WqbRl9G3/fXeP4Ur32jv9ybDzCO1hsY4gSvNwL2al3/M/KYrvDwSae9+hhfLbaN3wTHmO5PHcFRb9gUo7HOVXyaagOHtmfoI1bVUZgTSw/r3OPaBMvrv3w7wket4Js2xVnPC1MMGhhL4yNcYFT/0nuirzHeZHF/VP4c8eum+b/pukAfu1q+CfXhvq+aAp/+9Ke3f2D3O7/zO1c///M/v316RWF6aA8VeKjAk0uBxx9/fPsZjDe/+c1X73nPe7bfevau+Q//8A9fvexlL7v68R//8a2gn13Un1wqPHnYuJH9j//4j9tPlLz1rW+9+tznPrfd7Pbfp928dFPbmw8+AS9Gbnh3Efnk8eIhk4cKPFTgoQIPFXiowEMFHirwUIGHCjxU4KECDxV4qMBDBW5T4NQ7pN6186m5//mf/3niU76TmzgwfNXF7596J88njSbmHr5P7XnXrHfI9+LAwOdLX/rS5te3fuu37oV4on9fi/cJN++CTG5Q0xMnn0r027D/+7//O8Lpn6/hoR25oeNTqt4N9I7M5F1O/tAm82mR6btD//Vf/7Xp0le38Nlr//mf/7lh0Ndv8YrXxMQGlnfgNHm419yEg+OTwTB8enRqNKY1cxPPO3kT++///u/tH/D1jj9ee83a9vMRmnjjMzH6iDmzNib6qFtqljUFw83oqfHnC9f/0PD973//1Tve8Y6rf/qnf9o+NSyf/TTAz/zMz2w/VXLvK1+numketU/uqTm+ejqpE3BhaD6tTN9+V/qmOW/bJ1/oo47CsMYnaxOOOirutn2l9rZ577ffT47gJG9oc79zjJx//CtvOPz1X//19un6z372s1u94YevpL30pS/dbnK/4hWv2H6iRO3wCfu71A6xkjtqqPU0jRV/aex8N/0ENI2tTVtNrKambvELhvV9Fy0u58JB7bIe6Nmney77Peg5n3wrwpsRmrhPzU/UiFGfEJ/k8lpH1Zv75d/9eFrfak5cJnVUvSkH5c30PC7W8s95XJvUwM5VfLIW1m+p3E+Hm47JP2uc9Unzm/rdbx9d6OPcaZ1Pz3euleSxrevIyXkcFxjOB3ThE533mk+84MEvjyc1vTmtKxjyTpvkMb+6lvRTAJMcxid95SFd1OC95rwiB30YhL7qBKy9a1zd6tzJvyPnKv/YGIaYy79JDvKLPt6otS6n3ygRJxjy1/lqkn+dW+QOX3CZ5I3YOi+oxc4t0+sKOK7/1BxrYaqxGkFjRp+JNsbCEPNebzrn7TVx6nUMHmrX1FwryX/rkl+T/DO3eNOoc9XkOgcG3xhdpucq5wXXtPKm3NlAd/yxJp3H8aGJ6/GpiZW6w7pe2oul3sgddd1PUUyut8ypftaszck1IF9o/MUvfnEbP6nFuMCgjbyht58CnJiaI4/xqhbvrenmVUdp49qCxtM1LkZyx/nFuprEik/MNZd14Dpy4hMca8FYDacJDi50Kf+mdZTGmhrIJ75N+Kx11Llqcs5L4675+4kXvu41tYsfdMFn4pM5XfN7Ddy56mgdpe/kHIOL9WSNG28tTHBg0Ea8aHPktdnj16/T1Qxc4ND5LDv1RjenFWyBFMCKQEkh8Uq+1QHH1z4VJAXSfsV6vZi6CecSQx8X8bgYGxfz6huPtvGJR1vHFWnBVAQU2o6FcxcMfYxXaHGpkITl+CVOXOsTR8mAk0Yr4+oTRtubMByTmPS1UDyX5GEYY9+KcRuOPhav2CtGLdywHoTjuDjRN+tm5YMw4tQ4OPKPXxaLuOMTjn76XJrj9cFHnGDwy0neReuafzdhwFz7wBEbOHQxBk7z6H+bNo7VT6zlTDguNC/5hmWb3dSHX3HnF77NY1zHwrBdcTzXR+54YSGPmRN9OLf51HH99XGByScXQnIvPo6zm3Dsv9SYPuWOWHfD3HwwWNvtyfWf1SfH0rgbNF0sxLnxbW/CgWENeNPHC22/ya25CKH7M5/5zO1Gt5upT3nKU7YXDPDiuc4lb6qjTs7Fae1zyQWnS23Eydy9KPAiGcaKY9yKdXlcvPklTtaUHFa77ocB8yac6qh8dlMkDNs4tA1j3TqmiRNObuxdaqM/v+WX9g//8A9P/HPJd73rXU+sa+cUTT13o9vvSL/85S/f6qF8bq7LNRFn8+jThTMsJ2Z8LuOg32phXPrtXGU+Oq91tPFtw7rEMRYfW317g65+9t0PA2595J91lU9rHa1PPNqaZ53LmhBzudPNg1WbS23hrBie6yOeXljwx/PLFwU38YmHbT7bqjnqlvOePC5/1j7mzVY+9aFLj2+qxx1bMTyOk8f8kJ/OMV3Er3W0PrbZysU+89DXGtfkzeV5/CaNjV3jEA6NrW/adJM6zvpc+nWJsdZR+VKcVox422arX83BH2ucdYMmHPtu8usShzbVUS8sHL/k3Hwws8s+aSzu/KLPZZ8H4dBGHnthIU4w1hdMjW8bl0ufVo1pcJeaDmvF8dw8agU8Vk3Xjzl+ExfH1j5iJI/VLufN6sTa5xIHxqV+nfPEXX/1dMUw5hLH8bUPX8SKxvDVi4nGdKWNeNt2rlrnuokLjpd9+CMH1/PDZR/jso61NQ+N8aBxOI6vfYxfOa3HHeOT/FNvitGlNut4Y7KwHKex5qZI5yl49NYvjLaXGJ47plWL8bDGw1j7NN42f9uGQ2PauPZT2x+EE9aKQ184DJ9VG/seVG/0wUesaIwDU9ubx/M4e5x1vG2vG+Cox37mLjxjbsKw3/gw9GFy2L7ODQ/SpvFtYbQe8FG3HBPz7CY++qwY+sg/fJjxl+equ+LQWO7wSbzX65z8bhvHlY9jYbiWxMU1+WUfY++H03H1j2+MPut53PibMPRNH8eNl380dt7s2kQ/dhOO/Zd5UR1N59aVvuwmnEu/q6PWVPpe9glrA/3Kn8s+8oZPrv/UQB/0uexzieM4s40rHHGikfN4Pte3ftvAr/zpWFt9aFMd9XqTb46vffS7tOazv7VAm7SVPyuGfpc4l/PA0QeOLT6dg9fxD8JxnDat68m9ExhaddQ17bSOrucqtetyjfP70lZtHNPHeXyto9b6XTQ2Xr98ggXHmmxdNV99jFltPW6/fnGhi3hfxkqfSwsnDH26Vupc9SCcFSMcOdz65tflOeYuGuNiPfCLmecSR59Lv9a14Jh4W9v84std8q/5zMmax1rAybqSg2fa/52tTkDlsK+D+6drbh5YvEhXUIiiCQQnOWgrWEQiYgulm2D2cVqiM2MsAhgeMxiST9PfMX00F2T2OYaHebQu2My3Ch6X+jiukAiC5FIM9Kmf44KT4dQc+uCiKdKSSkKsPOpjXCdLWCsO7u3TJ9/orVVw9eEXTraM75oLtwyGcSWWvooSLqt+q8bG5jP/HON3GnssRrjWTx/YjhUr+PkPM/1wyZzMwrEPhnmyVRtzMfsUgPKmwoir+RzX+N5j4/Axl2Y/rjDkjRO0G4307WaEMcVJ/0wONad9+FbUPIbrgiyNm4v/LKy0w9s+Y+UfLh4rJGKJt1asaVQew4PDJ/vEQT8ae8y8KMU3/exPG8fNjUPxso/pYx3AMpY2+JQT5tHyx/xhxM9xGDT2CSPrW+ycFDO+4qQ1zjbf9aNpFy6e89cNmjQ0D10utZEPq37lDZ/4sa5R/YzHw3xxMZ950k+MfELpl3/5l68+9rGPXf3d3/3d1pdvr3nNa67e8IY3XL3gBS/Y/uFgvGmEszltzWEuWGoFfehEl9XvNNaf4ZQ2PTZHa9wNLBfgahcsPumnT3OGk3aO4yLe9MAFhvFqRfrpo+GUGbtq7Li5ymN646JP/sdDv4wuGk6OmwMfcdKvmyHyWD+m3+PX7wz73W2/v/1Hf/RH29qRZzSU9/5Z2Q/+4A9uNzC8iPQ76eLEJ9a6w9tj/pTPuHiuL128sfHxj3/86qnX/9TDxUufagwLX5waD5/Pq9980WisH57mWfukobmZfsWK7+kjb5qPT47B0Z9+q772NUd9zIOzGgirvHPcfMbA1yezj7/6aAwOfcS8NQ5LvWDGwLDtOQxNXuSnOmANyGH89bc1jz648KlYbWDXf27SBpY6ioc8LrdgwYShNbdtcYDrmH7yL95uNMKDYZ8+5snsM09+eY5zNQcfXOw3F9891lZ94MEwF16Op41Y0cj6dJ6yHrLipH9mPBx4DI5aQWOP+WjLJ9yNpbH9q4UBzzFzdf7lBx/1gcHSV19jMn5rrHjKvXK1tQmzPrAz/PiSPuaBI/fEyrpSb2gTZ8fx0NIGp7SJHx2MxQceDurfeq4vTuHgZby++Y6v8d50VLdgiJd+eOORPs0NB0a+OZ7G/OKDNVaO6hcGPBYWHrA8T2M509px3Hjb9ON74/nmmJzQYOgHo+slj/VPY/OHrz8LL/0814cfaayfufFl8Q0DF+P4HW9caCxWPk0m1vLGFt9LbeIBf8VpruqfdZHG5ShtcV7j3VpZtcFHnOiCi/78hmMerfWJz6oxvxi/+JTGzjHGw+GTcWvuGFMc6QdTSxv1pvlh4BsGHJxWbTzWR8M1HNc3fPIzX/LZXJrxONNnxXEMBjOPRhv75QssvPRZMXDPHOObfvbrJz7yxhp37aeWmnftI5fSAVYYNLbfcWuTxowueNlm/M6MgaHpl5/0ESsaO0YHfOKNb77DyGDoj48++FS36GjutY7aB3vFyOc0hqMfbRhfnHvrZ6w+5Z8+9rWecPJc6zzOL69h7MMHVvPEJy34k376m8c64BfD86ZzVXPawsJHLOGx9IADHw9rAp6+juOETwZHPxgeiwGf+EMf+DTmc/oZr+nLjNMc1585nsblB330gYWHJp6rxRXf5pF/Gk5y2lzlBS3Moy88x5gtDXpuHmNpUy22Ni/7xCsM8+DC0gaONWWsc1XrioZxTpsVx/H6lMeu/6wLzVzFEw8YKw4emj4dFys+lUNi6Tgd82XNY3rASGd9cF7raG/K8g9ftmqcT7byNKOLONGGtmJjHo2Zqxx0jOFTLFdt6EMbY9wrcz2Ad33CKr6w8kk/x2lXvTHO6w/adJzf+MRlxYAFQ6NxdZQ2uMBb++ALBx9bx5sLLi70kXv04ZO8oV/zt070DwNXOO0Ty+pofqza5DffGmObxsY4ho/56OMYXl0P6MMf/eIGg2/lVnHU58Mf/vCmhRrqmwlw9NMfH5zDsa8mvxx3jDarxrRJY3Prl8b6w8BTvjP7WgPVUX7hctknLisOvuZrHnxow/iYxmlOP221aglu9KEvLvIHPn62MFgY8bHPWHmlHzM3v+WMx3zC8Uz78uo8CZEDhLT9zGc+swVA4fdpRk65yPdpCwInpr737t174qa44y5U9SUaAYnpgsoY+3xKz0IogYjmIscNUsFyweKrzoqIxDIfXO8o4uOiiqgCZD8OTDB8TUwBc0Oxix+f0MRB0D74wQ9u8ygGFjKuvn7iWMGxX/MusQDiA8NWP/N6gazPU69vkMDm5yc+8YknIqEfHuZRvHDTx9fuzSchHr++oeMkxH99bb1Y9TUffjOLQPPP1RiObsTlG00tOEUAF4mMj3lgpDGN6IsP/fShnZt7tOSbuf3ObbxhwvCP31pwFqR5XJzALN7ilelLH5+29Bg+PjTxXBNHzXw40sYbLHh4zD9z0Fj+GWth6uOxMRrf+eWGtuM0xQV3sfOcD4888sgTeSJOjunP6M4vGlukzFeUFRH5QWPHaeanbxRL8XOTzHE4+eXGG33prH++V/j5J49hiBWu8glHemr4mIdPHsOwnrwJZR5GA3Pcu157jL9+v9icjjG5pZmPVvYr+LhYU+Y1hznFHIbcMxf/7FcPrEkYNIAjH/DGi4504NeLX/ziJ8aItznMxfjBXzjwmHHWuPkYnXG0hvkmt8TAPMZn8gEG3+SvPvrigq/8kaPiYO0YX580ljd8Fy8v+tzs9NMY733ve7dYOI6rk+JP/uRPbv+FGtYHPvCBbR48xULdMo8cbL2ob+ocPh/96Ee34+Ip342TM/QTK3w1eVf+ea5G6GdNyi9xgfe85z1v01Es9LFONFzss+Zop17T1jx81+fx67VAJ7U4/dIGftrQmX74ylPj5Yrx/JID6qi6ps7yX/6aTzxwgWW8NayO0gaG3JEr+vAHX3GUb2Jg3b373e++8nW1ahOuYvXqV79605mW8kGrbuBpvzxm6rU5ywmczamPPNTMRxcxKdfo4NPhYs2sKXwbLzZqUuvcMWPEin/yXT77r+X8pw/96MMnujBcYMASL8c1vJl+eDnGd/PTVwzsj4/8M481w1c+f/KTn9z88hym3MSD73KOZmogDoz2aWwu+9dY8VHcYHmzBzdj1jpqDE2tG2vGWsYRF/6bE2/z01bu2Houj/mWT2kjdzqPr7ksBvL23nXtE2/nGtqmIZ/0wYUuNGLiIlbWhDk0PM0hD81fDHCtj/yUX+qOtYiz85BY88tWHPF1PjOO9vKr9SJXxUlumdN+11jWt5jR0z7PnauyT33qU9t+eMxYOnexjnM4aYyPWlCOwraWNPzFjz7VErWHJmJeHTUPP/nMN89pV73ABY46Yx76FRfnKTjmZbjT+OlPf/qmDX6uYRwv5mKlPec5z9n0kHN8N5Yu+lsL/rM7//mKM730MbfmmPrGJ/ysX/kHT0xpLQ8effTRrX7oQz+czMPgyE18xYwZwyexpYNzmz7ms7WPfvjQCi6TD3JH0wcXuSoODHfrkm/8l+dqCZ1ZGjt+7zrfYeNqzcAzXm7RpesOPmr8Ml6js/ysnuCPiz605Lt8tZ7UfjlvjHlav2mMgzog9przOL54pzFeaqAxuKjr5mTijrPzAk7047f8hEFjOso/+UA7cajG8nvVGA7emhhYw87BuPChc5WaYxwcfuFhLn3UCOPlMX2dF2hjK1Y0UkdprKboo5mH8RMOnvrRGT4+roXkHwz9+UMbNZcO8or/+ooV7eHIP5i07FwFBydjzY8vDJpo9vGRX0w/fNRI66lrMtrAUp/lnTioTbSznz7lDnw5wSdm3eFsvnKCr9a4WiCX5IxzFf5p7Di/el1Fj17LeOxayRwajeHg65woBnA0fK0ZseAHv+QfDEYD83hDvDHqNY7FXH2kjfqmVuBZrYBFA3kpB50Txcxja1f+hGMcbcyHj9jwXb3AH2/X3LSVXzSFId7xxRkX+SlWzHH9rAlziKk8ECf62WddOQfj4rmmVuOq7phbk//mogtOcoHPahcMseYvLfETb3xcj4ovDPPIDf2Z/taoOqAPEyfzmIPuagMu9BEz/OSEcZpx5sKfxuKOCw3hO46PrfMdTuLm/EIf+YcbbWhcjnreHGsdxcE6lzvMHPiIFRwmxuJoPo9pJr/4w/CBoRVv+eD6SHzgyGnHrF987atGwuQPjmLwwhe+cHtun/yjsTpAE4/xl8diZW51lD7lDox7X7kO8rh1KQdxx4l/zon81zyHTT880hhfOWou+plbPMQTHxqXo3DMYT7b9JF/mhw1h0YbnMW/WiyPaYijnFqve/Ghn7lg0Uy8xUp/z9Uta646Sr+uUfXxXINFY1u21lFxhaHWWBO0kBNihW+1A4555LIcxEWjo1iJhf5eL6rdmuN8VyvT2PzqNd/4RV/a6YOfBt9x2tBdH37RDh9xUGPFyZpRH9PP1hg+OgbDNn7OZ8bzB5658BEL2PyxtmhAQ4/hyx3HjZEDtnDCwOXedQ7iL9/oWuxhyRXj1X+55Zi84RuDo3WtxH+6pI3+OPNPrMynD3/0MZaZXz8+8Vv9FBfj+eM4LXA0Xh2wPh1zXoaDJ7Nf/bf25JtmXdMDBo1hmEc86IGfc73jcIyXM2o/Ext1VM6YUx94nrvO8RwH2K05+6qj9KEfLuYpf2hs7fNLDcVLH+vb+aOYy0P1uloivvTTT59qcdeSOHdNhmcmntaLWOCHR9dKcp8m+Jxp/3f35wRUicBsJQexCOAESCTOcoqwxLdfYllQFg2nBVByCV5YBBRAfeERF4Z9nhOF+BYCDAFzXLF1khB0Zn79mH3msTjhMniCLMGYsZIOZ7gMJq4WC3NcUYKnT61A4UcHffAyRzz4xehgvBNeZm5jcYFpnH38siDsSyf4EoTGHtMuLAvFMRYOf3DQl5nfwrTVx1b8+GpeTUxXv/URK31w1zyXpGmMr3lwgUFn/ljY5oHpuHgam3m+cr7Uz1jaFLc4FwfzGkNfmrC1jzj03ImKRvDym74VG3o3Hl/j8IOffhU1PjrOjKMh/xh9LPAuRPXjc5wbi4t+DB9zwMLZ/PlWH/jF23GayD0FKy7mxqW80c8YcaoPXH7pY177y1dcPMdRvO3X4MoJj5lxclIfeLTHx2PH8IKhD9/TpjkdK6Z8TkN81Qtzxc185X+5Yywf+M7Sxho3PnMRJWbM2HA8hyEXxEluMDHQp1qhD/35R0OfHPab3G9/+9u3WmEuhdwJ/kUvetHVq171qi0X8bEW6MUP/pY75qETPnzAgVmr5rOuxMB+feynmxx3HA+YPcdX08c88tlYc1SbHDdX9Y1PLqDUQDj8ljdyFIZ4wLM/jPIzbcSK0a86qk+cHdNHjsj1NJZLaVwffIsT3tXacsDzYgH/scce217svvOd79z6mtdFGC5PvX6x5EY3HT138Sce+uBiK29wojO/rRFz0AIX+2lTnrZ27Tc/H+Dcu75oSx8Y9DWmcfx3rmJygd+tKxgMXnV01Ya/DBau9YFjjPng68eH+9VRGHi2NvgIh1+2ntMIRvWmPvgaz8RD3uhHC/vpILfkjDG2eDnObB2nL/88t77F2WMNDn/4YQ4NBr1cMzD7YMfHGGNpA4/xRd7qEz6txDv9PMdHn/STm+aBx3DVB1b7cCvP7Us/8/DbPo8z+zyncX1oZc7iwAd+mQsvY8qn5tXH3HzXh4l5/jdfGuPOzEGXuMGDQ2dz2m9rX3VUH3mAM67mUfvwjzMOuMBhjhun1sYZhuNqBX8161vu1EcupDFfmDlW//FLP30012P2M7zwqa7B9hhGfWzlUT51rpLnjpnTuDTWl9GHBrbG8KE+xUG9sBbwYHDoHwYdzCFX0s8+OLQxHi7zYr380ieN04/vagk+DLdw6kNjeZ7GeMUZB/3EuvXiuLnWmp6/rXH8+StWMFh6e24uY9LYmskvPhtPP6aPxrc44ptP8MzjOLMfBr87f/Abhn7Mc37YtsbFAMalxnyvvsk/fsnT9JMj6ol57aONOsGH8o/G5aj95lr74GGOuOhjX9fp1hR8eK0Hz/XBhW9pyi+ayAv7igMs/By3dQyeucRGvzSxTyxtze2YPvKCtsYx/a0tz2nLdw12ceGr2DL7YLXGYdNFHhvDHKeNcZl5iwG/089j42zlSzmDD25wbPlhbtzTRR/79LFl9lXXPTaOX/QVe0Y782XmlwP6asaZo8f62ccHWGKmwaOdaxCmv3l6PWSMeVwrrtc5xvLfMX3MjT8euFlL5mk92Od4eWMuGPrQGoY++DUPLLrBtm2u5oDhsf31wd8+dcJjZizc4iDeYmC/vpr5ccG7mIcdN1hw6FN+4ep4c3nMZ3kaTn71etx4c+EsV/DR6NPawwNO8+in/5qj8PGRx8w85pCjuLP1XBVH66ActU8f8W4MHDziixfO5tLfcf7h7DkNxEAfHHF2zDxwwsUHBr/0ZWIAH45+sB2DTwP75LHr4eq6fIGjDzPWnHCqb6s2eKSxG4RwmD7maB775Ii1B5PRxlyth23n9Z/mMWe1Quzx5ZNaXK3wXK6v9QYOTt0Poh8cdZQvzD7NHDRgaYMTv+hVHGwZXdLDWLy8JoClj33mST/H5YObes2DrzjRgxYaLVwrlaP64MOv8tj88qbztDH05RsrvmmDkziYx2NcbMUojc1trrjoQ1MYdGb1Eaf8tFVvaGyM2KQx3xzHTS1gjusnhx2DaSsf6OZYWtNPK7a2sPkOh8blDWw4xq/3nmhDv3zXjxY48x1WMTA2E3d94q+WpA19462/dSM25tIHjoYj/VoLsOrjcc/5q0/j+LWuTXGGpTH98OGXmNlPX7wy+2DwFVdj5JSt547btsbNCYsfzlNdT+kjfvyiv+PmCsN8jsPBBy7t8FvrqLVin34Z7dPGuPIPF75YJ7Q5077peqIvq3gCquT0Dp53bXzah2gWi8RBnPgcJxaHTG2rj4JOSKIRBRaRFZHexYIhSRxLcBj2E0dyEZtggmAu7w6Zn7gWgnk0XCSfPiUKrIqA5HBc846FBWpMnyg1HxwL0FwSicFoDlj44oOzd0AElU+SyvEKP38kRAbHgsSjhNeHtt7V/M3f/M2rn/u5n9s+vaWI6pvG+QaLHloXW3Dpio93xfiBh4stXCQ0zooA3vprNKIvPvzDhe+ad0dxNIcbA47DNV5rIcCAbx59PKcdDO80Z955qlCYm2b4rBrzV4OlD8788g6SvgqwmJd/xmrimE+2tDEXvp4b+/j1O7/0kYc+sSFvvBjCVx/zwDIno3uFwmPWeO/u0swcCkD5BYcuYgXLc0ZH2hhDY3zECW/7xLpibU4YNJan+DEczGNO+8yhecffXMy7bubqZKaY8deccbEeNfPZpznZKaRyVR7TmNZiYaz1lE/m1mgMA18YONOFjnBwscblIDPGfnh4sTSGA4/RRv7AYvbD4rt4OtYahpmFUb2Rf7jwH0cY8orenvMHjjw0xjxy3qezfXr4j//4j7djfPNpSu+uvv71r7962ctetmnT+pUvtCve+uMp3mJVHNUbvunrkwD8EScaG4vPWkf5Rh/rz9Zz48WKX/SRe9aVPOaTxl/6mpfZhyu/4fC39amOWgdiDaPcSJu1jsKiH7766QMLF42W1pW58j99xSIzHhf+ywUNjlpBG++4//3f//323Kfq+WMuefnU6xvbLhzf+MY3bo/V7fSDYz3JMdrcu/flT/bKC31Y2ogZPcWK4ZJ+MKxN747LXz7TpvzSPxzjNVjizXdbftNOk1PijH8vfvnPZ/1oYzyDBQNfGuqjuYEf1y6c5ZZ9tLH2qgH2GQsDFl/lA13UUbGXUxpemj7006d5bMUZVnPhy3d5KF64yB1+padcgBcf60rjf31oLI/7BI56U+6Ig/F8Mh8ecUpf+jlGG/6ogbg6T4mV43iH0VowPy7irQ8rTuLdPNaUuTT7jFf788k+89EYd/vLv2opHrR1XDNGv2qg59ajfJFbuPGbvjD4hZv1KVZ0zuinr8bg0I3G/IONr/Xk2oK/mk+RpKE+zQHH/Jq5YMAUZ/lpPnh8VkfxxVt/x8tlz+OTfvbJUXPJYzox57z0wcV+fD2uma/cEQPN2qQRHfu0lDVa3sRn9Slt+ISPsRoc/fksXlp9cLFu0tg4XMRS3HH0gpU26pW14EUSfcynL59xpk/a8B0G37RiAKt1LP9oI0fh0E+Dw2Dh6TjfPTcPLPrg7Rh/xMFjx+3nc1z44JhmvYiBOeQfLrZqbnHC1xjzWH/6w6rJUby0rpXUA3nMZzG31R8X+VU+wDVOnsqt/Iajnzed6asmd20sDrBxoU9+0QhnxzU+aa7Vyw+5o67Rx7zG8xkPZrvWUXxpiI9zlHk7P8DAWx9NH4YPHBzMRWfP8U1j8fIpMrq0fvGJpzkZ7eGINwy1RI6ay6f/rEk81EBcYODIL5ziAgsO3zQYtDGfWgH/3vW5k344w8UXD/qkMXx9YLDy2Kfg4mpNOI7X/8/enfzatl31HT9R/gCaCOzANcaAwbgmwYBlAyFKqFKiBKHQCKSVJr0IFAQdoEErIlKKThBCNFKRiMIEZHBiYxvjgiLGsuHhmDixIAkCiW7OZ/G+z5Otc889e8zl+GHukOZZ1Zy/+Ru/MeZca6+9ztrGERyxxJ9Z0gQfnNVR5AxdjFEYjlWaa/ltPRx9qiN3mmddc+HF6EJjY6L+jTnrFeMWjnrW7aePMWPusp8v5mTa4C1/aUfncC3LP3xoZ57whCosGJ6Mpi0MmtJFHBoPOOOiH4XpQ1/Odwy2HHRcf/oVa7pZr6gHS2xpo8g/vtHadSTfjF9+w6Ab3urip8AwV1q3n0/a84nJ385V6jB98Kl5VN7wGV94OGqvP9cUuDpe7sgfx3HCJ1zLxgvO9FPPeVyemj/8hw6f5Zj6xkNzwUHu9g8OjssdJke1N1dYZ/SBoz88+NMYPyrc/sFTwV87sXK9pU94j54dU+UW/fiMD23wU/giR62z8k9MYeHRNbu66uFCm3LH/vLPun7oI3fcy4FvPIg3nRTHYOBd35b4igcc/SvyDy/c/QYO7eQgHPvUoYHYMpoo6jnumFi5Ttenp8YdS8N8SeP4wDB28KEZrnKQvsa6nMHXuBJX5hg8cYMTFt9bl8P0Na97YA8XseaTOut4gMkv+/WlH4XPjU+fq+gPi9bVcRwXWtc3PD41D9JH8Z8s6hgv/pPAcfqIMf34lb6WuNLFEl+FT10vOcfIHbzWOuKQP5a4xsc2v+DIIfq4vuGTce44u5xH5YFY6YsPYgVDDoo53fRhXPFLfbroi+8sbJxxgkc/x/nuaWH788txRR9r7sHCQX/0oz1t9Oe6TV479uh2fFqKvX2N8XhY2o+r3HFcaQ40n8o/GDhbMn3RmAYwtMdbjrK00R53lr40ZtrJ0TBsN4/qCy/H9NM8yg9xloPNS/jSWGleh9O8TyccYMgbWuNKG7GkL3PcMb5l6ulHv/g5jo9rCrjOU3BwOstOfaKbAwa9C14TbKIRlwOct0641Zoc7VOHAEyCEU0iEJlZ2iaQwmBLivqxrg5cWAIsWQwUdRiusCxXs10dOExbgbK/Catj+sAxLuqrF0Z94KCe+vDww4etdY4dz/6xv374CFPwtdMfDJj5ohl87VZsbTPrNJHsBjI8OJbaOW659lPbVRt1xBe/YpTGcbaEt/avXfvhirfj9MnwKy6OWb/UGE4aq2MbhoFFmzTGkVUHDite8bG0j9/q0Eexjo/2zNK2umHYF3714NQeB8W+lbMY0SIc+Larg5N48stYgGF9jTcM28U7jvbFpXVtG3t8SHtt9Glfx+3Tv8LCoodJkG/GAp+KJwwc9ZdP6bLiqCPnnGSMK5hKfegPLi7xcUzRR/XymV8sH/TP+Idb9Y6dt38cj486jE842w+vceRY9e376O0FqQulH/uxHzsutn1Yg+HE5Qa3H5t0Un707ISvDcMZNj/1kz5rvPGHJXfVF3Ma468eg6GOupfaOKadQmPxpK8LTf3C0k49pg5+lky7fLXuGAz7LOlifrc/jOpbrqaOvphj8Pgl5o5dzqP8wyM/tdM+DP1p60OkH5V0Ee6DimUfZB/dao6fJ+itu7DxVD3ecHGAY90++rmowos++aLv8q842cfyBQ4fzDfiQR8YcKujvjzXz4rDp/y01Jc2YeAj5vmuTrxhZitf60zb8quxaX/xLP/sY2Fb1wccPvCrmPGhMRQPdVaf2q9Nfaljf7lj6VhmO672OaZ+ZlsdF0KWuCvyRL3q81MMVj78WPVLT+3lH53WfNNeG/Napg/74lzer77Txn6mHj0vNYaTX9WB0QUgLnzAp77U5/M6xvmzHtdGX+o6pj4+1cHJ9qXGjq984Jgn0tjSPr4w9dMvje1zvL4ct04/nB3j46V+eJZLYa91rOtfW3Mys10bfcDgN4sPf/LJcfE0Phnf4MFQB4YlvfUXhv0ds2Rpo442+k3ztc7lGFcXD6aevnAQD0sxX/XD17blauWcfY7B0pbpE9ZaJy1XHG3WvqzzS1vxwk2xn+GtTfodO5/dH86qsbo+WKrPv+rYDxe/NY/hFQfr6oi1OGlLX/zUYfbJgTDsg83XuOpD39pYwuhcVRzUsW65mu21L3lCY3X1QSfLOKtvX3kDC8cw6oMePgzahsfP4mLfXRrDKIaO15f95mT9KvWnDkzbzV3qho+b7fTzwb844eNYGNqsGtcWtjowcLOtT+1htV/9eMHN8sOS0VdfYsQ/RbxhM23ze9VYG6U6lvrvhgSNYeOmLzj46GfFsT+NrePvA711pr59LM72sXDCr41teee4unjxiUYrZ9v6DgcmX8NRF38Y4omH9WKgPh9hrLHSfq0DEydtLWHioy2zT1+Os/jYFxd1rMs349P1F7/WvFE/3DBqZ8ks+aF9dfRrn2PVox+fqmO//vURjr7t155P+cV35jjfLTP1Hc8vGtCWX8wxeOWEfcUEfqb9qrH6xad6cOjB8NZ3/YQDQ2GWuNK1ferD0F8aqLPmjf2VcLXhl6JvXJRw1IODa7kDI18ddywtfG7ABbdLbXDVLoOjTho7Jo7amtfxCac66uOcdrDUU1h46rvGlz/mdPvTytJx2KvBcAwvx/XBF+vmC+v8rI62tMF71cb++FjXjr5uzOkz/nAZPHncODt23v5ZNbae7vIHZn7VV77DW83+6jimn/zCgQ+1sa0vxxtTsBwPwxIXvtCFb52rtGXVgbMafHy0V9JYfec9OtCHOY4DzVl8YIRvv22aMHVXjauHP9z4HZVv/9jWnsVL3fKZxjjCUa/YxUU7PLVxvHywVLTjE7x0rv6lxvbHxRIfvvhM37WS2OGjLovrmn/57Dgc2vjckNlOY/tg2cen/IqL9q3zwzZfcLedT3Acww+nS5z4Ou6Y9vxTV99pDyeMfApbXQZLfRjayr9PhP3JUbTZA8KE881AF5kEyxxX7jPJSjwCdCNWADL71+32r0vJocASQIWI68AgtCLRHmcw8NfWhRCzvtqTfMK3vvCw3kCJTxo5fp/hw/eSR4KHWbv6avuuJQwnH22VMKtbkrd911Id/BU86KKsA1cd5b6YO4bz6js+dMse4pN+0sNgoTGdii88ZZ0Uwm/puDbq9MHLOj6rXW6vx1rXLx78ggFXWS391n3rehrT1eSo31UndZ+Uf+qkn7ZNOLDsz8qttu9app8LDhM2XnzQlsXXvvusnIEBiz7KasVt3Xe5Xq6lyaUPD9EGF7zpgo/18OoPrv38962sm9s/8zM/c9xA9u2pm9yeNHjjG99484Y3vOG5OYJPa+7DuC939KPQVf6Zc3C51POhfulrHeeXfl3i5m9L+YGP/rTFS6FDVm7dFy91+K6tOd229dXy/ZKTc4FxpPig78a2J+nFwFNPXZx5UtgTBOLwjd/4jUdMfDN8abjriz80zi+xWv26HKuXOLb5oB2dFevKak/CyW/6xQUuHeJDL3apzdoPHBqb9+Qy3S77LlZru3V91QYXGM2j5XF1Lv1ccazrCycGS1lzH866fVS84w8f9JU21lcd+Hxf7oFcNdZe/TTWnq2Yx447/jTu0kYV/PLTtvX7tOG3kibmPxrjlB/VuU8fddJGv0y/l20ut/+45p/8q19t05g2l7mT73+y5ce3yle5xyfxv9ThSRjQylFcjE8GZ42PmF1iHxWf/VO8+QHDudM67AwGzBW3Y+uSDuZQY0HB67LvS63W9q2nMR6VNW8eoo06eMsXfnV9UR+W6bfuu1yHgTNfxEuO4Bef9NPf4yz9wjA3W7/MtyfpC1/f/FHkNX1XTfG5xL3kxW91LPFIYz7AZGmjv8eZOmlMG+vwVntSrLRR1NNW//jYhs+q0/aKv647Xr7BUtqu3n189J2m9NVe/hTzh2BUR0zibR1GfOxnD8md+GorP8QjbBj48vs+bdTRFwzFnHOpcXUu9dJHpg4/1jq21/xTdz1e28ulNnKm3NNmzTUaPWnO4RN9YJh3YFz2/ZAxlX604WPxWjXV1yX26pN2Svqu16OX8V7bXa6vGpuzmH7pvNql5uux1umpb5zUp8Xa7iHaqIMHjS1pcqlD+tXvXUv6NQbEjMEp5ngqq+aXODAUXOjUnB6G+vbj/CTf6KC9wmh06deKe1S6+KMP/eGsvYLbavl6H1Y+a+v8CxPWavm+7lvXO64/bRsXsLKHaKwOv+o/ny61eZK++tTG58QwxH9tF+f43bUst7qeoFHxr351nqRxuZMO6qdP+4pX2OuyOvrnkznHujbFsDptr+3X9XQo1rRax6b9l5qv7a2rQ1PzaBprE7Y6afwkbfBVB472zntpA+e+9o6vfeIED5fw1GH0uU8bxxldm0NxofEaG37p53EGx3H904fZXjVu33HwMX/gaGOZxparHo7xf9XgEq5j/Coml/wvfbzEsE27tJV/+j7bTn11ydnkTARsTc5r+4Cx077+zuKy648nMny76WlGr4fxhcI0MfJpl1M4OzqH8XzgUszPWD6f/Ho+cTlD2zA+0X65me1frr7v+77v+BE5r1HwodETw14t8o//8T8+brK+6PY/WTKcdsYDnDMw4rO7dGLlzxk+4fJQHDe23/72t9/8+3//749/QfODHj7UOrH6l8rXvOY1x2sWvvmbv/n4N3X/WvVQo68ynT/1QxcfLGDwaQcLF/ZQbY7KF3/COAtnh0vUzsqd8HaW6bPjVxjPB43P4rKj6WXbOD0fNMYNn7O4wNvB0v4MO1PjM/zZ1Zgm+WT9DE5wdiw+O1zOwMiHszTe8QcXPPpSwnl4ipc2MKcY8TkLYxcnPjv+wDjLztIYn938W7nA29FoxdrBwWPXzuSyqzFfzuITzidb33zCZ+f6ujifpfEZunyqXRt/qmrsBqx4K855O7abf41LHHZzcJcLDmfygfeJsI8/4nICug/8EqInaCTEGRPTCdQ+ZSB8i+LbIO8evPwm51PGyU+yI/LYCUjxjdTTHD4/IDQ2QVr6Nm/35HE+wz9+dZKnhr2fyxPEfnTSv6z51vK1r33t8VoMv8j96NGj5/6dHI914v9E8HooZjlMY/re963zQzH/f9Tzrbd/ffPkNv3f+ta3Pvdr57559s5UT3CLgXWvivFO1ic9LXA2d3F2vsPXt+H07Vvus/v6s4wnj/um31z8fJwr/rTHRy73Hy0unv+0zBV/WnSnb/NF18VPryvOjd5Tjc/V8y60rik8wW+OcC0kn3c/cN/V15/VffK4zyB0XZ/6+7Oqydl+rxrDfnrddrbCf/w5qDym9/rE6Pm9/dlF9KVj9vS6LSXOXfqMZy52rnPOe3rtdq6+0HzGM0/0Ge/Ma4pTb3S7CPL+GO89deIwsT1NiHMTgq5dYD6d1M7VNjQnZ8UJRP4+zeGUOW9prqCxya0TyHno5yC58eMJ4p/+6Z++ecc73nHcdO1dUl/5lV95PE3sfdC+cGpSNlE/XyyNPQHdvPF84XYfDxcV3oP+Uz/1U8cT9H7wU564wHBD23+yeB/63/pbf+u4ye1fpz5ZJkd86Bf/cuCTxeVTtV95TGfnOxeaylM7V4E0Tt+n1xbn6uu8QOPm4qc3r87VFxqNFRrT9+nNq0+MxvLYOa/PeE/n43N1pq/PHn3+eDpXnKsvNPMEfX0GYU/nikOG0//0OVpOP73Rfbq8B2A5bOPpddsnRuNev2MufvqA6SdGY5/xzMty2D23Mz9P//nvvrWzaHsKzy8QexLPr4EiPJncJBUsPzzmBocbGdc63cWCX6SF4WJscjKD4z2wfq3cL8n2C7zX8hFA/4bvBo62+EwmJReYePzCL/zCcePHwJto7MlU+vpiwkTpJtK1xif6/Pqv//rxFD9/lGu1gYGLV7IofgzhWgzc8fno7Y8F0qeBMrlIFCfFU7yenlcmJm/8Orh8Nog9jXqt+dAmVn6B2A1AN1on2uiXT76EojGfpjfwYRgP8ZhorD0+fnXauBTzidGVNnzqh5auxXHBq61XlMARt3/9r//1zb/4F//i5vu///uPm92Ov/GNb7z5+3//7998x3d8x83f/bt/93gfNO7poN9+od44F++JNvrHRe7QpVy+1i9x8ovI5mNjzNx1bczNDTT2i8jMSX7ywVb/zV208dqR1Zw3/tt/+2+H3nT/wR/8wWOO805070D3apJv+ZZvufmu7/qum6/4iq+4ecUrXnG8Osbct+q/Yt63LuZi7TU04mTeulYbPnW+ay43Pq81OIpzlfEOS95c6xcMeSN/aD39AsA8ag41l+JAl/y7xrfGlfODcaJcq7H++PRLv/RLh0/06RfGr+HSucp849oCFz5dq7E+13OVeE98wsc4MAc2niZzhRw2RoxzOJPzOJ/Mb7/4i794nGucZy7HpzpPMvMEPnKHxtPzuH6MKz+GBc9/akzyzzgwH5tHe8XbJN60wcV4ELfJeZymfHnzm9985Jx5dPKByZgyr+Mi7sbCxCcaa2+eMG/InUke8wuOV+mZb6ZjCo/y2PX65JrLtayY/+zP/uxz11s0vlYfeoi38Wlc+SzDrsFpvjG+xcq41L6xfgA+8I/rR9eAH/zgB4+cMU9cGyt8jMkPfehDR7z5OPncYIyLlf+yEntjHM61fLju+trY4p8xdY2+Sef6pGvJxuVEY/OEYozK4Yk2NKaJ/0IzTnGbjPHiJN7W/ebV1IxLPhkbuEy04ZexKZedN9lkPm5M4cOm5yrzA22MdbkzmSuKE328ltA15tSai/lF48l5nDY0dt5zTSFOk/GwzqNycHIN6BqLrq6Nxd75dzK+9e9aSazMOy+6fbUjn67xS/9wxMlc7Dx+LUZx5ZMY4SP35PI1XOAY086/xnjtJ2PB/Msv1/zGpjjR+Fo+9HFNyy/niOn1AL9ct/ks3X/GTuYKvpjTze3GweTcwCdjW5xoNJ1H0zh9ula/VmNxf9vb3naMT/51b9P+a4wf5hq53LlqkjvmCThizpfJOYbGxrk4OafTeTIfw8DFubNr/ms0Wev6jGf+E3tzeueatc50/dQnupEgoASznJr2koKIArBjMJwYYU5NWxgSYsf4AoNvU31wiY/lDg4ukgmfHaOxCQ2fqdH3DDtLY5rA2vFJbGhswp9c/NADBi7h7Gi0joNp3ugfH1iWU320O0vjcmfqEx4ugtwQcVPNZOsp4k5In/7pn37c+PEjhy996UuPG6yPO0HJGXzEa8qHNnCMqymGOGkLq1jZNzEYTvA47ZgLJ1i0cTHkhOYDhwvqZ5555tDf62GcMI0XT217D7rXw7zqVa86PvC5yHBi7dwwuRjjA23EnV+WOwZrJ071TRexotHU+KL9Lh+xxie8KZ9yB86Uk3b47HLhA59cHO5oJEb50nKiD392NYZRrHbyBv9djWmRTzu6xIXObIpFDz7tzqN8wqVYHaSu/MMHBQ68qU/axcdyx+gDY2cshLGrMb/EKn0mfsFQwrA+tTTm146VN2dpDGdq2sphOu/g6D+tp1y0ay6ensPruzG+o3HxhrmjDV3SeDo+YWhbyc/JUv6xx12vPhQTF349nzSWN5MbsHxOY7kzufG16ta8Fe567KHrdIVDY9ymtuLs5B+crrGnXLSLD992jC67czEuNIFjfWppA2uKU4xxaYxO+eAR3hRDOzFKmyneqvE0/3CB0zw61RgO49PUnz9G+Pj5bhcnjXdipm05s6MNX3Y1htG8Nb3Hlcb8grWTN2FdLk+/0a2D3RMH8ThbEC5JX7MtyYm3kxDaSixYOwaDT3zbGTD45NMUBwYuOO0mFl1g7WjcwN3RV9vixKcpH+2UM+JEF18miNfE1rGw+w0XbaaarNxhlDfT/NPuDI3h7OaOOLvp6slTTxV7VYlvt+X1S17ykpsv+ZIvOV6X8e3f/u3HDdj7PjSIMz4744EucPQ/1Ve80ri5Yo3hQ9dhKN3onvJxTnAi5Bu/fBvtSSxPzf3wD//w8YSEpyTEwlNinij9si/7sptXv/rVN9/wDd9wPI2e7sWGxjCnH5T1xS+cdvziW+Whut5VD5fGKD6T8yif+KPsWPkHb6qN/vHY/TJB/3jk245fco+uO/qI0Y4m8T9DY34039BnamkMb6pNGMblrvFJYVOt6QFjdx6lh1jxa0fjcCynPtEDh10u4cCaxhtGPtF4F6c8pvXU6Ko9v6Yaa6d9fKZctCv/drTJp12N+QRjN+ad61pO9ZHDMKbn7/oV793zOAyxYjux0pbG8HZxduPElzTm23Q8wFlzZ4pDjzSGNzX988v14E7u4KPscOHDGbmDAxy5M9UXlzSmD7yJ6R9Oc8UEozbpO+UCp3jzaVebNMZrameMhfzqmn/XL3jm0h1bz1VTPtqt+kz5wDljHoXTHDj1KR92z3dw1vyb8qHvWfMojWHBnBgftKfxruGgGJtTbR7H4dQb3U46Hn93o8JNuem3rV38eEq4mxuPc+BJ+8OYcoGvrRsqsHYsDDpNJyV6+NeSfnxtqg+f+LNzoygtwtnRGI8zbNV4yoe+Bq/BthPzVeNpnBoLxtOuRtrvnOCLD79g7eSxf7fxr0Qmtsm/zMSFPulyjcZdgP3bf/tvj1eTeBWQf5Vy4fFpn/ZpxytKXv7yl9+84Q1vOP5dzr+W4fykcYsDPvJmmn/FHMaT+kuHu5Z4+BcpP9zoX4EmWNrwQ4zgTTCcTN3Y9pR8OntyXrEf9otf/OLj9SRuantqG2dLGtAdB+NR3GhsfaovrfjR+Wonj7XFjzY7fHDiazgTnWHQ5owLBTj47GiDzxkam/vkgvmif/mDPTE+7Vyb6FOMzrgQO0NjOYdPsZpoog0uNDbPTf7dGUZj6qxzFUw2HQu0SeMphv5XHHgTa55w3WYuFrOpwaLx7rkcDms54UMb7eWf9amlMb92NKYrjX0GmWq85vHODRpa4LA738RnV+PiZDmNFS7aOuft+tVcPI13udYYx2s6zmGUL1Nt8NGWX/CmONqaI4zv6VycNrgwmFNtag9L7kxxtE1j61PTPy6w+DUx/dOYTTHqV/v8msYcHzj8muqLj/7Dmfql//J4N06u17xO4yGfndLzclm8XXPtasMfGk/jlMa7Y4Efis8+5tEdv/psx6cdHDncnD7F0e6s3KGxHN6JFT5wdjWWv43Ry/y8ZruxuRMrGM03u+OTNrCmOPTNJ8sd81oi993k85TP4/rfY3aBSjAfRl/4whceA3jqeMK5WO19QRddPXGzAWeSNdmWGE9seFEBjrYuOPCyPTUYBlyT5AQHBzgveMELDr+mGuPhhh4uytToIUF3boTB6KJjyqN28sUJcUdjGDjBMMFNTWxoXMwnOJ00itUEozbyphs0OycPuhjnltP8a1wbW63H85qlCbHceejk6Oaq91x5Vclb3vKW4xUl1vnjButrX/vam9e97nXH09zGmRx46PxhHOAh5g/lc+mvvrpAhDGdc/gj5j74i9cERxsc3ATj20MxnLB8adB7iL3H0HvOPDVv3XF+0tf7tt3o/pzP+Zzj1TDiiW/jcNVH/475gkT7aR7DEVd+wXmoX5dcxOkzPuMzjhyczhX1fca5CgdjvHG+8r1mnV947Yxx7WlLY7zy8xoe6jYu5d9UYzj6N4/iNI05HPmZvtP8g8Mf584djbXFpTkH7sToYe6jL8yJreeq6dxXv/LPGGdTLD6dMY+ay+HkXxyvWTpP0tV8Z/7CbWJxWHNwgqMNPm6m4TLNY36Zp81d1qdjXFsai7VxMTE+iBWNu+6a4GhDm67XbV/rl/oKDPruamxc0ph/13LBn2lrvhGvnfzT1jkv36Z8xEjc4U0xtGuu2NF4Pa9MtaExf9J4Oo/qv/ydYuDCujbeyRs4ePQA23Q+hrHygTsx43w9j08w+AADp6lZh/ZvAABAAElEQVQ/9buOpykWHl1TwJiOB7nTuWo6j+ofjvnmrmvw/H7SUpzMEUzcpz5p55zJH+tTHGMTRvPok/jfdVzfzcW7uQMLF/Ga+rRqu4OhLR5yUOyneUxjuvDLcsoJh+ZRc9fE9K3AwWvKRd/+w1g+y5+pNvpf82+KQ9fdeRQX/dNG3GFODIb29J36U79yxjW/8QXvTPtzt4k9fyHUY5iA3Ekq7RVOS64dAT1Srz2cKae4+FAwHXSk6umQuEz5PEb2q3bzJX3xwGlqNC5OU5/SBoedJOcT38QclymfqRZrO3nDr/SdaHzmWFg1Tp+V70PX6as8H/K4sRn3h+TOr/3ar9388i//8s2/+Tf/5rjR7Z3QYvSVX/mVx6sy/uE//Ic33sttAr/W5F8xw2WSf9o3Pp3wJxjX8n5cfVyYG9PXzKPewe3HY3yR4FUwXkvitTBw+OPd215L4p3n3/qt33pcGPmxzIeYPMZrqq8+Vo3Dmegs3viEMRnj+XzGPIpPJl5TO2MepbFCn2tyZ8r5Ie3Kv535b51HxX1qZ2hsniiX03jKZ7dd8caJ7WoDj01jlS503plHV427zjmIfZL+4HOGxvll3qtc69JZGoeD0/NJY7zkztTOOlfh0Xlmeo6hrbGgvTI539EBl+bRznsTfcLAwxifGp8a4zAmfmnPL5Y+x8aVf4pT+lp+Mm3VOE4TPuVOc/pEYxgKO0NjHHZzZ6LFZZs1d6bnKrrIHcudMRUGHBpPxlXjQO5oP8G41GhnG5803tUG1hnzaBjl4MQ/XGhcnCZjatLv49rwSd7sXCvx6QyNw2jOspxYONru5I7PZsV6OsZxkMdK1xSTmIuRwuiyq82OxvTFxZJ1fjg2nkd/Tr3RXQAEksMJOPU38SbJUJ84laDtmyxxUaZJpc8z/DEZeRWAX/71bYxvYqbJdQYffp2hcVzg7cQ7nB0M72s2sSm+9V+f9sDvGjuDj/7OwAkD3o4+8dnB8COE9JXLvvWf3FTGgz3ELxcUbra+613vuvmRH/mR4wcn/cK0+D569Ojma7/2a2+++qu/+vhvFDdcm7/+uIfr/sZnRx8Yys58Uw676ezJDE9FTDk9ZIz71W/v3fYlws///M/ffPjDHz5+aFL/fPHE6Bd90RfdvOj219f9sKdt3+J6UuiaC+oztClvYNFkqotz3XrRuxOvh2j8pEzkTzb1KW0sdzDC2dW4V9+4OPRFc08Jwb/Wnk8a45421/qx1i/mO7EyP/7v//2/jwtwc5+5Ympn8AkDhx2/4Cg74xKH+Ey5NE/4dXpP46xPAcK/1nb5XNvfffXP1lhfE51pbHz7LyLXEz1xfB/3+46dofGZ2sCiy0Sb/Ayj7ckShvkCD3PFlA+cbIqhPRzlkz3G8yW/pj7Rts8gznk+500tLtpP+dQ3rDMwzuKyg+Oa7Q//8A+fu9H40Ics0mJdnqVxOGdpvKOPtrvXStr7nOc/O+nt4aGpb7RRzhjjcPDY5bKDUf7saswXn68YPs55u349HzTmT3GyvmO7GuvbZ+nivXOjm0/KGRrjNY21tgwXtoMTxi6O/7IXK+c8eTy9r3k4dPFn/jjSBZBNk9kf/dEf3XhCsn8Jn5DlrItWH3C1n95oFACTgA/HyvSbybjwb+cDoAmfb3GZJDsuTh4u5nvEf6IxX+jbDaa+YbojrE/c5YIBBzfdpxrTJvPvHVPjE9/iMtFYDrvQVGg8zT+x4hdN8BD3a20dC3B2tFk15tN0cnMhrsgZfk1iLk7yxviUO9Mb3fSBxfhzGSvHFE8Te23G29/+9uPmq30mU68p+fzP//zjByc/8zM/8xjfkzgVVydEcccLl4k22tMXRzdFJjmMDwxzhZsr5uPp3MUXczp/jKs1b+SUOPri7Td/8zePm9tudL/73e8+Xg9jDOnbh7WXvexlN5/7uZ97PM39hV/4hUfMJ/nMJ3O7trRZ+RSHJy21N0/gt3NS5b8b/DDkzWX+PYnHetxYMKaau9ZjD10Xc8Y/OFOTe7vzqL7lsvzoxt4kVsaUiyBzhJjTemriLWfEaZo7Z82jNOZbXCZzhXjTWJF/0/O4WNOYvspkruhc1YcCMZ8abeQwk8eTOXCdR/kzyT390waWJX0n5wft+eS6DY9prJq3xN369LzJrzDk3XQspIsxYVxOchiXcGjctaT915j8057GvS4J1rVxT+PivjPfuJbkm7Ew1Ti/YDWPXqNLdfkDQ+6JE22utca439eA40GBicb6dR4XG1xgXRunuMs9c444wZjMFdqLEzPGJ9poC4NfOxobl86Zff7YudEt3mxXY/oonasmGvNLDjL6Ts9VcpBfOCiT6xxxorFY0WbnRvd6riruh5NX/KENTpbm9Im+uoNBY4XGE23oaw6kj/bTa1oY9HV9TCM3uicWDt92XoGyzqM0no5x2vLLXCx3prHiV9f8rrmm8584Ne/tnKvMo2v+Tfh0fqAPn4yHiYk1jMbTNFY0No/yRcwnPuHvdafibM7ayUFzKJ0b45PcWc9Vu/MobfgkjyfzsXg3d9FWzKdGY2PLuIIzjfld/f/57761uw5M9hlwH719/+qv/uqvPnejeyKeSVGSezpQokqsiWn7G7/xG0dTA2bCBYbEdPHshtF0skaCNutTU5LrWnOCd5H5nve859BYQkxOZiZY+ppQ+LiToB/4wAeOZHdClJzXTib6/53f+Z1jQjLwXDxfi5GOH/vYx24U8TaJTAYLXcQaJxdAkw/9+IjVRz7ykUMbE4IBfK2Z1Iwrr4GwTpupyT9YNN65gerChT60nWpcnDxVjYsneydmkqUNn+h9qY+xoo/v+77vu/nJn/zJm5/5mZ856nrn1pd/+ZfffMd3fMfNX/2rf/V4hYaJFs7OBwvj201hN41cdEzmHPOfG8fl32SeoCUe+Lz//e8/Lla9q/taMzadfHxRwJfLiwXzovn+J37iJ27+5b/8l8fSD07ar60b21//9V9/PDH/D/7BP7hxg/vR7RP03vE50QZ/T4qLFX2nF5q4mQM/9KEPHTmDy2TOkXv8byzQZ2rOVeYJ8/lkHtWWLsaBc9bORS+/uplB48k8SmNcnB/o4vww0ZhPXjfEP+13PpSKN226kJrwcX5oHnVumFysyhFzhDlZvPGYjAc5bJyLlfbT87h5773vfe8x1sXNf1tca+YJuhj74r4zj8o/vuEldyZzoDib/8yjbnxOMGjAJxo754n1ZIzjAucd73jH0V7eTG4guF6DI9447YwF4wovuTedR52rXA84x+78AKR8wYdfxvnkmt/1ET5vfetbj+s/+TeZczo3GJ/4uFaYmtyD0fXWZK7gk5j/9m//9oEzud4vj8WpcTDBcb2Fzy/90i89N8an506/iwKrmyuTuZhfriXNyX1uyL9rYmaecM1lvuHPRBv9GU/ixPgzwRFrecMn2vjNq6m5VuKTudm5YZJ/+jY2nat8huHX5HrAPEFnfMRoMv/hwhcayx3rk+sccaKN8wy9H91ek05N/pmL+UXjyXkcBxjOnebRib74u29CZ3OOeWyijZwzl7pWwmOCgYtzlZzxGZjOX/AFX2D31cYPsZI7zcWTuUK+uKaAZT6ejE3kxemZZ5557kb3JFZ8Ulzz06m562pxbhvgIp/553pgoo1+xUiJy2QelTdy0Pg0FqbXo64HYOTLJFZpLI+7Hg3vWp09vGUOpLHriok2+jQujYcevJjg4NE8Kvem86hYOQfTiU1wYHTuFHdz19Te9773HVjGA40nMX9c39d/pf84pNv9BEOyk4gJUvGhCWnHTeQEUc+2xPMhxAmU0CYRFxzEsy5B1XVjxEnaic1glHDaK5LFjTJ9OcmYqGsPS13J4b2weBh8OCiOw2CWcByHVZ1uEAqqD+0mAhOleiVd/sCRxI4Juot2esCQ5DCcEPmsnjp80t5FaD5Z0kM/4fDDxQ/OPmzB46snUelHhz744s7c8FX8QA+Da6CpRyP8YeHFdwNHnbvilN/6Ut8JtYsXJ2qYbqY5Tj+xU3xggCnW8J2s9Glbe+3ok4mh9vrTjl4w9Glboa8Ci8Z04Bdt+K5f7eH4coK+ijrFCg5t1BML+2kahnyzrR798LUuBrgo9tGdX+o0cfGHX90QFkvxK79whq1OfPgv1vQT9zQOC1d+Ggvw8BM//sJh9qlnooCBn2PGEhz9MkvH5SGToy7Y4DvGT30YL2JqG08nH7FWxIU/xreY4WufvFJX3/jAkaO2YYsljfFyXH32ottXWqijpDHNwtEHLvxjtIWBN35i4JjcsnTz1QcyxYlKHbr87b/9t4+ni9/whjcc/PnsRhru+OBOFzj6pB2N5SrDR5zlDf+1cZxPxg0djGn15FVfjulHDCz1oV05KuZ8FQc5Co/GTtJyuLzRjs/iDkcfypp/cGmTzrSA9cEPfvDmsz7rs4666jhunPCb8dWFEi78c6w4qQMzji4WnSR/7ud+7vDJ3EUnGI9uPzS8/vWvv/m8z/u8Yymn8ZPv/OJDY0EO4qcvRR8Z/RUx46u2jos3DDrThT76sK3QWKyZJQz9iAUc/cCgiZg+c3uh6JhxhWc5qj94zDjgmzG+9sMnOM5JlmIj3nJ+9VmfjO70xRcvWGJJO1qrZ10/MNS1DxfjJL/EnO+OmwfVkTvGpzqKHMxvPuGGL+3CcVx7GqsPgy+4WNevfuhjqa0i3s0TsGCUy/zUlsblqpymj3Mw09a+zn0w6EtnceCffergQjdcLOHqS96IpzyGrb7CnBdwUmiMBxx1YchncaIfDcpNOjam4JdfMOWK2Kz5BUt7+vEJR3PAqo0442Fs4cdn46dzn7FQnPogp043OrTRD4y0cZwOfOILHRR+pjHO4qSuAkdOyqvmbPvC0Ye44WVfucEX/chTsU8fOSpmMIuBJQ0aR2kMO674wmDiLbeMB/sc0w+NcWY44mJOti6ecpS/6QxHvJxnGgt8b+z4bxP9iAHOjTt5ox994wjDjSXb+jLf4C3u2jQm1Olc3/WoY+Hog8a0ZnyijXzTp/j78V39qWts4+oYjIrzXXMJDvShjboMZ7rQx7r2aeg4HDzNkXJLHTxxkfN8179j6sARPzkpB7QPxzGFD7THQY7qT9498+w8yu/ij7MCL59wkKN4KfpRhwY01r+4wokvro6JiQKf38YE/trwic7GG240dk1RbuConjqrX3ICjkI/dcw7ONPHedN8I0fxwVVf5R59jH/t6UMbbeWFetbVNZc4Lg/5oh79+MMsYehLPWMNF/MJXp2rxMm44hc+/HG8nLAfDv3CNRb4jw9MGskt/cDQHs6aw/Y/uj2XFzdctYWjPp9cn+ALr7kLhrr4MzEuR2Hph4bGVjmgHgzawJVT8iKNaeM4v8RLXOjnhnDzijjxB5/OZ3SmHy4wFPqIhTyGL06NPzzECw9zLdNGLsHQr23jVntc+GAfn/klV/EvBrCMYXybS9RXGG0c558Yaqs4Tkvn9OYS+uHquFgw+9KO/9qJkb5oaNt4oYXcwZnf/MR51ZhPuIglfxW+w1Ns007uyA8Y4tkxXIxHGneu0obG+KjH5A+tmmvtE0sc05iuNKQPPDybK+QOnxTGLxrQhi70wUXBUz94WcejczluTB6Xo+p0bg5HHTGnL/+ZfownnMSWwVNHvPiiXF4vyE8FnvjCMT6t01P/YfAPZjHXTz7R57M/+7Of85N+dMVdv7jDc06Eox3d5Jhimya40le/4lOOWoqFOMHAVxFvnNWFwbSFI14wccCFPvjr3/ikXfNoGOo2FsRRDhq/9MDT+IWDixvDXTsbV+oo6sTFUi7QGBbNcFFHn/wxpmgsR8uh8hgeDD5ZOofgp4iT9rSRj/iWN+KBr1jByCcYjV86p0042qiPi7GnDr5haZ/Gxi7fxIEvCt7q4CsXHedbftMOV4YTXcTJUn4oxmdxNRZoTN/q4NdcAkd/uIonLPjyTX7hTgN5oJ3c0a86z9xeI7RuyQ8xoiFMMcZFbuEN03EYtIbJZxo6BoNZdk7ERx3HYZiPG0fq4G0b1xVD/2uc1rmENuLLH23pizM+dJYP/MafiaEipvYZA+UO7n2ul+e0po044GTspg2u5loGx1yCC95MjujXtbg2ivlaXZi2cZQTYoW7fcaC/KON9ri6N0BrfeKApwKn/FrnUVzFCQYNYKtHFzisuQQe03f5Kbds8wWGde1oJi/OtFNvdCNGlIJGYIUDGUEki8DbX3Jrw+xXR9AtlQKvvuIYjLYJXGBh2F8/tTcJ1Kc6+quO+sxyxVFHG33hUH3BWPnio118JMoaKBjqrBiwtMm0XX2Cj3O46tkHA17H2s4Hx+yDxdpvSWuWJurBTL+1br7Cq+3qt324GWjqsjhpw9Sxnl/6p8uKCSM+R6PbP/nUNo70U2Aq+sI7q4628NL7UmP701Sb/AhXW/wcY+rCXM12fPiERz5VL5/UhaWefeHqzzZtamufSWCt41i+wLbecduOwxEHfdAFjv2Z+upo6xjDa9VGnfqxrl546ttW1FHCswzTEqbjlto7OcTJdnXw0499tXHMNgufPuGor2Ta8UNZ25mAcfBkl6cUFdgmYCeEL/3SLz2eLvCEgUnehG+y1aaTGWxt2KXG8RGr6uCFc3ziZl+mrj7UgUkXY6pYwbDOZ/W0tW7MOKa9kl75jc/lPKtORT9wYcYXpziWO/V/Vx36qOdE64LHTW7vPO/JLjxdJDiZOmG+7nWvu3nJS15y88pXvvLg7riLS5zzy7K+9I2PehmfnICZenxovrlcVyf+MMK1hKO+9XBokcaWeK1tcLMfVrm1Hq9/ddLRulKscOpYfolF84XjMPWVX47LQe3gsLv8wumuOvqPJ1w8mX3qx9e2Ql/6VEdfuK5xsr7iaKdOftoux1Yc7fSHh3VltbjgBQMev6y31EZ72+lQ/fpyHFZ87Fdn5Ww7jWG1Xh3H9VW867/jMK2ro69s1bg6jqubT/TtXGWfok6+WRcHHNhlHdtyAob1uK26rusHyLN/6sNxbXERK+uZYwpbNbbO1HUcTxz1H4dw0i+/tLW+6ledND7Ab/+sdbTTF97pYXuto0/Y7Y9DeDC0vcxj12XVtdReHXX5ky6O2WaOqVd/1nFbreP5BQcHJcMfVuMEhuPxcdw+ealOGq91rMc5DnjBXXHUgROG3Fl9DweGunGzn1nCzB/7YMnRtY526qSNdXXioh0cx1e/8FGnejjgEk68tFdHn/bBr11zaBhxVq84Wrc/zvimX/G1xLE64egrbax3rtdfPsGLjw/hl9f8fM6XFW/1K5/aR5sV1zpd0sbSGMYz3/HRj/4Yny7nCsdXDMe1i79+1MFHexoWp7SiBwx1tFWsyy1xZ/BwU89xVqyOjds/9juuP33oK62rk99pAZO+l+eqVWPrl/OodjiGk2ZtO45HRf/W8VnNPrzt1wZOXNSz7VhtG8Pa1Gd1+B5G+8od+5X4OV79+MDUD7+Y+OCiTWZdHQVG29pm9sG2VEe/YiUmzD5FP2FZ8tN+po1tOLBxsY//q6WN9iy8yzpwwo8LvLjUl/Z4K/pVh6WNXCgG/Om4OrWxzC41dkxfq8bqrvrBzA91me3q4KwOjPTCqblEfcfVT+P8W+drbduPJwyFPo6t41P/xSJu9a2/cNJH/0p1+B2GutZxW+vg61gY+le0XXHUU+IYr7UOnPDxMw7WsbBqA19dbawzvNpvOy7rHKk/OPqvvaV+HIuPOvzNr3TuuCUMBQdL/WjHHMcnzWwrcC61qQ4c+YmPOtozy3wvvnDsg1kdbRR1arNiOAbbvvj4zLlqXB2ciod1+5l21YGTxviEq546q1/hhWFJM20qsGmYT5arxvqiD7/ry7J+1K+t/ltXJ18sbdNhxYERH+2Kk7pMXXXkQ+2MOW0an/WvD/vVX/U5gG7/qAdHnXiJAdww9Ou40r7m4nDgV+yzDi/Trj7gKXQp19VTJw6W+LJ8tK6O7XKnONifOa69/tIeH+uZOvbBqe06ZtTDUR3H+YtrnMLZXX78TuEu0tIecd+qmNBdACIfcfuZOhyzn2MF1LokUo84tg1MSaiuZReV2q/iOMYsYahnHQYuaz8SVh3fzGSw7BMIpo4LJ20FVADVV8exuOuHPwzGOpHYp646bqoxx2F0cZhfvkHLJ0vHcXac4ZUuuDgOyzLf87VtbZQwLPPHfm1hKto4rthma5zsK07qassvNxZhWbfPOitp0xguLVY+6vOhNtoVK+varNjpc6mfvvRvMhGrfMoPODjj0qCERS8c0kvftg1e+WfdPu2z+Dpmv76V9FNPG4Mcd33gYR//mXZ8wCeN7VcvLWBat6+xwMcw1IeNDwyYijaKdWZd3+pWDw7c6pSjOMeHf9ow9dLPcRqXe3h2XP00XvfVj6V+1dMnnfWDTzHQH2zH1QvHdn2pAwdfdRQ49r35zW+++a//9b8er9Ko7Td8wzfcvOY1r7n5qq/6quPmq/pMn3DTED7+jsfHOlzfQOaHY8UfDgwai6k6im24tYHNT5zloP3qa8sc15d2NBZz9dNCff2qg6MY2KfAcMw6w1fp2285AGvVD39WG3XyGxYeuDr+zne+83h9iScjvefcXObbXHV84/zyl7/85m/8jb9x86Lbpx+8nsQ357BY3z7zlU/GHS761w/L977ltY/fcVQvH3wxwWDwsX5gqEObTF9w1OEHHOvaigEsxxXHqgOX1b82xSku+qGvNurBMIerZ1/tccCN2Q97xaILPuHSFF51LPW/+hV2uNWBrb/8pkf95rfcYtXJR9zg6Eec6MMnmNXBUTt+Nk/Ydhx+fsPhBwxPRvAxTdVRioE6MHBVOq4v/Zcz5Qic/FYn3Pjw7TJe+OnPEx64WcdJPeY4DnDrf+VTHe2qqz5+tjNt1LlPY5zV6QIQ/4q+mTriYIzrx7Z+1uP0lX/GKMMFbnXsU6f5Bk55Ao+pq+9VYz7Yp2519J1f2ii0CoeW+tFOPNMYVgbDsdrbT//VL+1wXnOJX/BZ/eKiv2Kufn3BiK82zjEwYcTXElftV04w9MEs1dGu/i0vNVaHFrWFjYMCg+6O4aQ/63yyjA/+9tWvdkoY9quvf/VgMlxWrdTBxzzKYOhDO+sM1zS1jpfj2rL0M8ZrYz/c+GinX7ryyXUXTHX0p52izsrRPscr4RoLODB8YFUXL/3Ej+/1D4c5ljbimY/2W2e44Hfpl/38Ypbh8Akv4xCn/LJuH78ZPtqEgbd1fjv3ydPyT18MljpwsnDUyXfrtOATLPzhahsfdeDnJ34KDGbpOB7O2TBg5hOcMOCqX/9hwIHB+G2//uzDh//VzXf11lg5rqjLb7FRV8EHh8wxuKvGcVYHZ/2rY+5SrF/Wga0v+jF89AMfBtPOPKqO4+lzHLz9gzM/Ha+O9urls6Vt87U+yyH78HRcf7b5tPolDtowuIptbfKxbXXU1z7+9vFbO6YdH/llySfH+IBXBlMdxyv4FYc4l+s0dry8gYNfPtFGG7jqWGeW+qYxDNva6Nt69fJBnuIDG0761c5xTzWmFSx9MtzhhNsyDHVg0kH7OONiOy7W4WT2w9ZuraOda0j7cNYGHyY+eJlvHGsfjGKXj3HGh1a21YFrCRNG/du/+gRbO9rQ2DlPXfzCUaf2eMGwVKrDR33JY09z0kr8qwNDnXIYRsV+OEw7XCxxwR0X29WBqa9VH37DYfyzrn9zX3OxNmsdmDAYLkwd+Lb1pw598DavO75qrA1MdWqXX2HCcZw26+cG2NXVFi7ujN/awc5v6+qItetR23yUc7WzLlbruSo/qqMvdbSvf9vasvSDsc43fF/rWNe/vKExHy811kc46cHvtNKfOtqJe08J48NqIwdoUtFGnbSx1D9taAxP0Rd/4KTxAXz7BxaDdakNv8wV2lhXx7p+ij9t1jiFoU/79am+/WlV247hqC7f46IvVh2+yx25zEcY5Q58vOyvX311HI46MMQJjv5op02mr/RzXIGLn/aOK7ZheOIaxqpxfdm/xjw/LJnj/LWUN/jiZ1kd/O2jBS6M36s2tdMGnvGp3zPtj88OJyESktOe6vN0n8QiIKEZRzjA8Zy2n6Mll/Yu0rWxH4bH+2Ez9Ww3cO2Dq75j1i31o28DDl7b4dSnQKxm/1rHukfp1ZNgbuDoK58ETZvVH/0rDB9B7V/BJAQ+NOAr04d66qw49udTOP7NQTLwP23gxNk6biWKdh07Orv9AyN+6tMJn/Zpc1ec0hiOuvlg4NJBXAyycNLSMsPFtj5YfOma0ScM++gnp9aYw8kvWLj1r5NxsYTP1IHpX3/u0hhWfvNBnFyY8ZFemTr9q0k49inxUZd++hMruaPYlxbqix+O4Wh3qbHjxpJ2MPi46id29FknOzzgZNrhQuP6EqsmG/Vg0tjx6sDJp/zzVLR2dBUn/RcrfeKhvzBqZ9k6TdUzntKYX45ntIJRzGu/+gUHF/v864vidSVvvX2S+1d+5VeOJ7jddFX+3t/7e8c2LVcMfuSjE6t1XODmF3/oIxYZPnDi7DjOTh5yx8UdPemTwbvUGEb9WNe/OKUjvvWvL3U7lsbwtXMsnWiDAy7+TQkPflVHGzj2y0OmLT/U0c5Nbe/N8m9Wb3rTm44vtNy0lNNubtP1a77ma45/n/R0vKflYcK71Dg/+QKbj/Wl7/S2zPBQmCWu2unfhZB18YNTHTrQbLVw+IeHpTrw5Fd6q+cYjMux2f61H+3EwDmGtuIvvnyAwcShfo4dt3/0kz7W9aUOHPXNL3LNMcY/eKs27b+sEye81nkUf33od80b7cOwFB++MGOzOf1yHjUPrDj4pa2+cDXX6lMepo9jzPJyLNgH57KOWNsHiy40wtU+y86nK5800xde8hInc45juMEqDnfFCZdyC065RhemP7GqDj7pt3LBERaLc2MxLnxTHGfa0Ged/9ImDPnG+MYv9RvLx4HbP+KHS3y0hQM/04bG9uMPL43V0cY2/1cc3OOblnDNo5Z8pHl1+Ac/3rD1WQxsq++48WmcMxprl6XN6lfaqIOXOq7b3NjDu3nUfnz0eTnGtQ0nzvzWj/5dgMs1fDquDb7itMbK8TUvaMofdejQPBEO/fBc4+cYPXBijls39/ILLxqvccCTb/rI4OS3ferzQ3tx1wa/+OoTxhoX7WC0zzo+zZ3aWtdvfeEKV720gXPJh8/qaiePtVnnLnzWsRCGPutLHbGCoy8+GeOrfndpAysc6+rApLHr2uautQ4fbdMvo4u+mfZpow6f5KJ92rHqX56rYDiWRtqIMU0cozE/80u9S43VUxzL6Kdv2tCWD3IOV6Yf/V7GCUY48pw+2rqmELf4aMvU1Q/O6dO+cNKP79qpD2vFyO8wYOPKL2ZJA/1bV399vYK+1Ld83LkqjZojG+u2ra9GP1ziE34Y6mpHH9eA/OEnnPzCx366h6Md/+EwdfmlrfnGerE7Ktz+0V4/6zwKW8noYVsOMzjibsnwv4yT/XiEk29iqT/1xQy29gzfS58cyx91bOPKZzi2tbEvHPXMq/IvbcJJv3BguIbkC040jrOxQLtVG+1g1Jfj5j06mpO1vZxH1YGPZ7ZqY5++xVy8Fbxta8v0qQ3sLC7xhaGOPBZv14BprI76lpcaw3OsYpvP+sS7eRSf+lKHVvxunGuvPg7WxVa+0ZFG1pXiBqP8W8eItnypr+rjzS/xutRYv+qnF2zbuLC0MRfjC8M8ykelOtrQbzX71MHLOs50bTyqz0fH1GGX86h9jnXcss+/Yo0XvfCHw/hE8/Q9dj67P7+04Rsuff7Fh2bVgYO/fZn+V42LG5x40jtt8lubxhQsx+undf3DoFP3u+AzODiveWw/DNj1rQ596Micf805TB0GY+Vi/xoD6/INlvyT0/TFq3p4wV3zD3Z6WE9f+jmH81O81AkHBr1WPiuGPvFQh1/a6ZNf9ocDWx31w6JNGlvyk8Z4qZ/GjRPH9Q07jLThD4Mjt+yvr3xw3H62YtgOB9+26ao/8wSfVo3VyVd+rnxwrx/tbDtubGqDHx8zPPm4jgf14qIeHmIOS8xd29L7TPv43bATUJEnGNIFfh2ourjcvuwWBnEFtZOR7YzI63b716W2+iGgk6eAFJTqJfYalI61VAeWtrjAFLjVBEd5nJVkdKFJF0GwaqeOos59po7+TSQV23hmT+Kjnr4lHi60pJOS6Ued+4wutTPYcE9j7Zk6yn0a44s/jAxuGPYVq47ftdRPGqtPazj1DU+5T2PH+a2OydEkYP1Si8vtu/jo2wRgQlEfj7WdvtS5z6pDV/FS/5L/Q+Kdfrg0aYm7/Rn9njSu0g8X63KQX9bZQ+Ktrjb8kLuK9Uu/Vq3ieLlcY+ubca/G8CS3V2q46f2KV7zi5lWvetXNX/pLf+nmta997dEvjqvRDyf5whzHaTV12H3xSmOxMq7w59PaRj/3aZx+MNQVKxrXf5z4ne/tu1w6rq9V40u/LjHMcXLehyM3q9zk9moSevoxym4wezWJd6w+evToxnvOrfvRSfzxvjTa5BsMJ8VLLh2/5BQW3HJdHstBOoWtHgx2iX3sfPbPimOX8wON17ios8ZtbW997UfeOLmbv+Bc5jF/HudTWPpSwuBXeVkdfT4JB298GuPrGLr0G+6lqUNP+sHRnyVu9a2OcunnJRYcdfDuHHyp8bp92b5tdeDgVImLOvDvi5U6+GqjyB3LS407rv7jbM2/6tC4fEi/J2mTfjiIVVrnh+PKffo4ru/mB23pc9nmcjve61LbNC6H6ZHp60n6OJ4O2hX/MCxXzHX/uq6dQhNjnPFhnQP1c59fjiv0xZ3xC27meHq3765lumqLP5zLvh+Ks2osVjhkD9VGzGmjLX0ucy397uOkLRz6wFB3jZ/jyqp5PFtWhx40du6wvvb7kLyBp+/80J6++GVwLjXvWMt8Urd5wpIe9rGHaKMOLBpbv+tche998dKftvrv+o/WYeOy1rH9OBOD/MAFTlrV5iF86GeucV2LUzEPo7mt7buW2pQXznk0UsTK/sz6JceOWdYXHtbxh12c0uY+DHWUNLZOG33TmT0UB3+5W0xh4rPak/JPX+Ws8zgutlcc3NbtFb91dfDAQawsL/t+Urxh0UChMW7awLlWG21xME8odBKz7CE+pQ0c9Zn19Arrcrv9LeHQL7/SYdXUvicZ/trwpRvdl7lWjt6HlcbGABxG4zjgqw5fH2f0UOSLdtUPQ7v8fhxG++lnjFefT5e5s2pVu3XJb+3177qNb5f8H6KNOkxbBa9LnPR7HKe0wUUe+1wlZqtVp/7WY61XR1t9wqH3pTb6WXWv/bqkqXFgbMLAfe07n9Y2l+vpJ15d81/6Fc59fPjlOF2tFzfrzHZ9XXJoO23Uo7F++WUZzlqndnctYdDH0udIvNYxjc/lOLvEUUdcLNd5dNUhbS7brtvVER84OF1qvHJb27a+9ul8BxN/fsHLcH1cDqvjuKKd3JM/xlUcwwm/7cslDJzLY8enGsMR1/LP9upvMV/3XfJxDCfXfq5NtJmMqXSgLX1gnm1/7nYC+vhjCWejP8U7XQHhMlCcWA02SSHBntp5Chi0Bi+NDdz7Bvt5vf7ZQjKh0djSJHvfieJxyhgHnjD+D//hP9z8+I//+PEubje7PV384he/+OYHfuAHjm+QL7+Jfhzep9p++UtjF2X0vTwJrf6aV/yL19ve9rab//yf//PN+9///pt3vOMdxxMmYuTbaD8u6QfUvu3bvu34cR8/hPPUnirwiVZAHnsqyPnORdFkrvhEc/zTjm+e8HRRF53m5Kd2ngLOVQqN5a9rClo/tfMUoK/zmC9q6Uvnpxqfp+9TpP8/CnRd7Lzns52bGU/tXAXMFX3Og3x5E+zc3v5sopmLaSyP6e3m3lM7XwGf77Kn120p8XT5p00B123mDJ/zXLudeV/z419LnKCKyayTtAGH6OTuPGcVeDB2HO5iAY8JF7LExfrOhTNtWFwmfNyM8k5sr2b4si/7suPfcQ7QK//k0w6XuqQxnGm84aSN9R2N5Ux5k28wr7FuqLS8pu1ad9XY/kkew6jA2NHmTI1xyp9JHvNDe8trfXLj1Tjw9LZf4f6pn/qp42luE+WrX/3q43Uaf/Ev/sXjX1nvu7lLT5a+luxaPkejZ//IPZY+E23iAwuXCQYOtaVzsbJ/NTde/BvyW97yluNVJe9617sOLb2fz82Cl770pceXBV91+27zR48eHTe4/cjk5MMXv9JnR+PymE9TbS41pskEy9wnH80V5fOq7zXrZ8yj6avfx8X8IZzgKGk80UY/dBavHRxtjWMcdnzC54zcCQPeTh6foXF5bJnGeF1rq8Y7sY6P/ne0WTWe+hUXOhufUwvHcpqDtfPUCn+UqfEHF7ajcX7hthtznHDZxdnVWP9naozPTu6Ux8V7ok9xOkNjfBpPO1zcXIHjGiHfrs3ntMFjiqFPuqSN7Ylf2tOZpc+xceUfGGkc1pUQz+m6M57q8/mq8W7M+VWcJ7mjrdzdGdtpfEbuhCF/duLeXGE51VhbVh5P9NVe//TlT5j2X2vaps8Z2sDaxUkbPioT41d5vDPnnJHD+NMlbWxP/OJT8TpLY1ymOXiWxp5QL9bmjYk2/DhDYxj8Ynicoc0Up3jHR8yn1pc06TzFuavd/Or/DjQB8A2eG04cbpK7o+q9u0pOH/zhTJ/ggoNPPCZBgMEvXCxdRE8tjPhMBgttP/rRjx6vFPiiL/qi594ddC0nvrhBY5AoO5MljYs3rIlfuGSTONWWxk4eOxrDauCGO1nCWDWeTEgw+MMv7Xe1ya9pnOjQeKDxDk5crtFWrnmH03//7//9eBf3e97znptf/MVfPC5aPZXxspe97HhVyetf//rjX+8eik1jhe1oDINfNDJvTcaCtsW8G3wP9eOuepc624bvw6on4j/4wQ/e/NzP/dzxFLdXlDgmti984Qufezr+q7/6q49XlHjP2cTSxHiwvjOPhtG3vhON+UBnGjjBTmOOizmZPy6Apjj4rPPoFEfsssl8U9sz5tFiTmOx2jnHxAvmjtFYvnSDZpI7Yp7tzH9iBau8mXBprrCk7xka59tkySeFL9Mc1q/8K9ZnzKO4TPTFhbbpTN+dcZVPcCemfRprv6MxHHj8meZx2sjjnXPV6hefdjXe0Tku+bYzpuQxnM5VOzGn8c65Cg/zH39oPMkd2sBxzgvHuJqMLf5oV/5NtNGGxgptplzWMdV8POFDnzTe9WvS/2WbVeOpNjDFHBbbmSvEie3MozRe/dqdKya5ezjx7J/GuM2dcxWNYe3MozAU+TydR+lbHnedtPp77TqsXRNvfrnOhjeJmXZ0gbUzj8IwxpvTp1xo4trYWID1yTa5p9BmOqZoLE7pw7eJhdE8MeFT3uGiPb+m5j9KxRkfZRJzfa/5B2OCA0Nh6XNsXPmHPrTpWmCisS5xES82uaY4Gj77B6eJJivGXet//rtv7a4Dk33dgHrnO9/53MvFJwNYUnlH7Ic//OFDxN4zdg0nwguAJ58tJcQk0Qnvou53fud3jhvMftBgkqBw+POxj33sSIYGzDU+qevpS0+x/uiP/ujNl3zJlxw3uic3jejrNQ8mWvpM/nWLT3T+tV/7teOdTGKtXJuoMJ555pkj5nh5x/u1GLTB53/8j/9xlCYAJ+pr7SMf+ciN4gagJ1cn2uhT3vzWb/3WoY2Tq3dfXWvi4+lafHyr6L1pE230K96waNz7uK7lo76bo3RuYpyM8f/5P//n4ZP3P4sVPg+xn/7pnz5eU/JP/sk/OW7OihFNvu7rvu7mm77pm26+93u/93gK+RqtxcYT4nwyh03zD3/jmz6W/lVvkn/yxjvG5Y4flnDymMScT+aL5kBYzH66/at/9a9ufuRHfuTmn/7Tf3rz9re//eDsFSV+YPKv//W/fvM93/M9x494/pW/8leOXwc3DlyET05mxji/5LHYe50Mn67xq/nGj2TSx9jsJH04dsUfc55fnHZjX+5NLuhh8MdT8I2Fyb9n0kYRpy4Qp/MoXeisPHRMXcpG58536TvJY/r4cSXnB+couZNOl33et208vfvd7z7GJn2M92ut3BFvnHCZxFy/zlXNo95xN/EJH2PTNUHaTuZROUwfWNpPrgX4RBPv4+eX6y9z4LUmNuYWuQNvZx41rvjmXGVMOUdcazj47zfxMveJ0zXzTf3h4DcgzFvaX3NuCYOmtH3r7Q8lG+tiJQevNR9E6YKLuPvRnolP+m2ukIuN82v5+I8gPMzJxoJcnvApVvLYvDGZu1wr4eO/k6zT1zX/tXzowSfncHxc87NrcJpvXHN5MEXOyL/JuZNPcqfrUblz7ZyDDwxxYrYn+WeMO7f4bzrXSmI+4YODzzHibmwY49foqz2TK67b6CxnYEzmCrE2Hox1OTzRhqZi5ZoWL9uT+Ziu5iyxwsc12dT8kLi4++zg+m2Sf/ww/zlX8WeqMQw680n+Tv4rkA6u140FWvNrMlfIOfrS2TnCD5lOzfnOfMEvPnU+vwZPewWW6xs5PBkPxpM8Nm85z0yuR82d9PH6QhzkzbXzDd+dqzyQRGfFb/nAu8YvuQdHez51vrsGozjIlz778GlybjCunX+NcXMEXSbx5hcs1/z0lsOwrvULjjHOL/k3vT+Ai2su8Wounsyj8sb89YEPfODQN42KwUOWfHKOMcblsO3JPJrG8pg23rM90Rhn123mCTnkunaiDY1dt8ll1wNiPcFZ51Hz+VQbeSdOxhedJ/MxDOPSnGPumXxuKCc8tNhnB+NzMq7Culxe/+nhEmHZllhKybkcumo1jAJwVeOLypLrTD4X8Fdt4rLLx+AwWJX0vorEs5W1jY/1Hdv1Sd8wzjCx3uUj71xMuYja4bVqjNfEYKw+TTBqky5tT5fx2ckbXNKY3veZk7gPiybCN73pTceJwmT/ghe84JhYX/nKVx4/Num93CZ+Y+MaWzW+pt1dddOGf1N9Vj5TDNzMFYqTkYtoF/U0dEHjht973/ve46INZ1+a0dPSq0k8ue1mtA+x4uMCxnKHz+rXXdo9dB9td/TVT1zO8gnejjY48UksdnC038XABcYZfPhC4x1O2pqLXdCZM3bsDJ92cy/+Z2gcRn6Ffe1SnGjsw9+OxvGZ3FBZOfNHYbvjIZwV/5p1/eeX5cRg4OGDEn2nOPqOy1l+7ei7anMWzlSbuNDYOW8XR3tz146JkbKjjf6138UJg19TPtopYUxx+JQ20zjBYNrvahMGvB2ftMUF3tQv7XyhIIddf+0YLq4BYe74pX1+TXHC2NVYe1ziM9GHD2kMZ8fO8Ku8wWWqLx+0jY/l1OKzi2H+lMc+P0wtLmdqs6vxGVxw2L02pqk89pnXNRdM431i5c2ONvrV/gx9YOC0wycuZ/CBtcNl1WYSn9oUp/DaP1mm8c44j8807+JtnnBtLJ93+IS3Lk+90Q24ZGi5dvbQ9dpydtfhAvnQvh9X7wwuYewMFslUwXWKhUvaPB803uVQ3OjRpDbVRvszBlxc+DblUoyLVX5OlnicoTNf8mnq16qx9bssbDe6fYP+Ez/xE8dT3G7a6t9rSvxA4l/+y3/55nM/93OPJ1+mN1j0hcfuZJ3Gj/PpLj/v2hefu45du88JxFMIlj/7sz97aOmGNx19o+xb2Je//OVH+Wt/7a8dN7j7drcLVTfBdj/0450+1/qw1j8DA14aWypT22m79iln+MZgTnIxbXY5wcEHzg6WtuGsvl6zjouLH3Py7rhKn2v6v6wLY0eT8FaN23ftEo8zcGCk8XSc41K8nw9xWvlYn5q2uxqni3lUHu/yoS9OO6a9ssNF//m2wwVGGk/9CiONpzirTzsYcLTfxeBXGltOLQx8dnD0r/2uX+XwLo72zTdTv1Z/phjpkl9THO3Mwebj6VxcjqRty/Zfu8SJX5Y7fsVjinGpcXgTf9J4h4t+cYjHFCuM8vhaf6qvf1jlYPuvWeZD8b6m7WVdGPJY2TE4yq7xbRcnDMu0mvLCpdyZYsjjHnycYmiXX7sY4exoEwZtdnD4cobGOFR29Gls7mBpW85Yn5q2aTPFiQucax8wvOTdPTf5POVzidn2qTe6V6fPIHoGRgNlB0tbpeRKvMlyh8ekv/vanMWFLul8X3/3HTuLC5wzse7j/JBj8TmL00P6fFyduDzu+DX7z8J6nC72u7nt/ds/9EM/dPxLlX9R9a9rX/zFX3zzd/7O37n5m3/zbx7vkfbvQC6k/HvS9B3S+f44Ph1/0jJddnDC2JlvtPXvvF4b8c//+T8//u3Kv426ue1fgvx72td//dcfXxZ84zd+483nf/7n3/tvjjv+pBmM5or2TZbh7HI6AwfG7sVCGjSH7voV3s4Sh7N45Ncun532tS3/dnw7U5sdHvkUn12s3fbxOWOZT7CmvLQr3juc4tJyF2un/dp2qsuKYX0HJ03OGuPhXXK8ZnvHn8t+drG0P0ObM/KYb7v+hHHGOQ+XyqXu12yfofEZPOIM6ww7g1NcWu7wej7xictZfu3oou0ZPM7CSZsdn2CcMW/FZVefcHZ9OsOvMzDy4wyNw9rVOC67Wp+lz64/6XLGuXPVJtzJ8gxt1vjsarTbngbx2cUKZ6Lrk9qceqPb05T+vdi7cKbvbUPYNwNuxniqcPdft7wLx7/jTp/0xEdb7xpycbdjeBgwfNv59kNbungac+qXtvTFafKeoFUH79Ohz5QLLO3PMLrwi8ZTPri4ESjeO/mnf1zg4TMxT3Vqa1yJ1Y7hIf/Y5GnR+pYv+OzkMV+MTd/irbF3w9qTx96J5fUabnS7kW0S/JzP+ZybL//yLz9erfG6173ueBLZWKCzOE3HVBrjMc2ZtMEjjad88qf3eIX9pKV89R4xN7O9+807MH1Z4L1rdMXHlwSf8RmfcWj4mte85viiwPbj8pw2+OCizjRvwpE3uyZOzX07fOQvv2BNcLShiffi4bQzxuU3LuXghA9dcTjjgsH4bB6d5jEfyh28dnzyXwfeY7ibP53zdsa5GNGYTX3Slia7GstdsTL2p/mHCxwaO+/hNDF5gkPnhglGbRoHtqf5lzbG1RRD/+EUK/uuNfkmTt733JxzLYb68o3G9Ok8M8HRBg5dcJvmsbbmQD7tjKn0ofHjzkVP8rP8o7G5Yjoe7tJ4qo84GZs7GvNr1XjCRRsc0ncaKzjGg3OeucL61BpPxsWOaV/+Tcc5fcWK7WizajzVRjv+yBufrXas8yWNJnlT3ziJl+VUY23T2PrU9I8Ln6ZzhTjR2Hl8Gu/449D1wFQbcxV/+AVjGiu+wNk5B+s/fab60oYP/HE/CKepweHPji765hN/xH2af7hoC6Pz58QvOAocY8L61GBov6uPGJlv6ARrYtqt+kz80gYHuSNe01jhD4tPcCZc0qBzHU47OGv+TTWWd7vzKB/0n8bTayUY8sa16E6c6Oz3PjzNLZ/F/0ybn23uYMFRwvnhH85PyWpHeFhwJolVIJtIpkGAo20XDBMupNKuCW1ngnRChUWXnUmgWOE0TfL8ojF9YE700SZ970irB+9KF3mzo3Fc+EPnqTVZF6sJjolkdyzUr1h3QTaJUzjxsZyOcVx8GE2jsN3k9mT2f/pP/+m4WetGtwt+74v2ehI/kviFX/iFxw9OauNGuTgpUy6rxtZ3tDEmGRxlYvygTxP+Q/iIq5OEH3PwIx5+ZPKZZ545nur2wx7GBLxXvepVxytK3vjGNx4a6uc+0zc/xEoeT33ShxgZW/x7iE938dKOL3IC3g6OWHVDZOoX/VzIN+fcxfkh+/hxxrmKT3Khcf6Qvi/r4CLWNN4Z43DEiMZ4TWOlrf/kkDvNzZecH7Ktfxe9fNrJHRx29MU1jeMznbv40hjm09S0pTGs8K7F4hM+9NnRV7/yL3+mY3OdR2FM8w8PfFzMy8WJ4QLDfxz50ESnia0ay8GpT/rGAa+dWOXXNeequ/wOh090mhgMPtG4H8ac4GgDxzig70Tj2hkL1nc1xofGjYmJXzD60D/FMY60dc6Lz0Qf/J0zYeE1xdBOvuxyMa47t0y14ZMcpDFOUxztzBGwpnMxLiyfds6/cLTnF27T+Vic42N9amLe9dYUh7bNw1N/4i/WYcCdGF3h0DisCY7+4ezMo/rHx5jayRtx4o/zpuV0jONTvK1PcWjDH35N4yQmcg6G5RSHD3yRg8bEjl+4wJvqwidtzTWwdsb4qvF0bOIDR87szKNpDAcXGk9tvVcxxcGHP7say+Ez5tE0Fncxnxgt+MSmGPXrmsI9DL7tYoXZ8s/dTojn/J/VLSKoys7ARS4cyaFMzSS7i7HymSb5irHDxxOav/qrv3rzwz/8wzff+Z3fedy0miTFqi9un2yN8cl2uKx+TXHCSJcpjvblX1iW11p88NjhcqbG+TDlExfL/Pp3/+7f3bztbW+7efOb33zkuLx2kvrmb/7mm1e/+tU33h/twsD+dRyGhdMOn5VL/l27jIvlynGC8yQMueWHt971rncdv5784z/+48cvcPvhTje3nZwVXw689KUvvfEEt1eUOFE6ySkPtfJ4qm/98OlJflX3cUtc2I6+2sel/LPvWoOxarOjz4pzLY/q45PtcDlDGzzOwAkD3k6stD8jd55PGsfF8ixtdnCK1Q6GOOWXdVhTi8/OXBEXyx2/4rKDQYdwrJ/hF5xPFY35cuYYp/WuxrsYfCrmO7mzYsCcxhzOeq6a4oSxw0Xb/NqNE6xs6pP2Z/iVT/DO8mvHp/jAmOLAWG2KA+NTTeO0sTwj3nB2Y7WLIU4wFLbjl3jvYmgfn+eDNviUxztjIX3h7eLA2okTDmdoDCdtrO/4dUbuhIHLjj5naLPG+wxt0rYlzGvsDJ/0l8Z4TLk8jvfsNv7j0G73c9pd+b7NmRBOOI5LqglGFD2VBmMHBx9cLHeS/BJj6lca860nG/P3mmU64zHloj9+ab+jMYzsmhtwtWl5hsaeKpbDim+S3RicWPpaTjUOI413tcmPHZw4lTMtw37Istz1mo3f/d3fPV638aY3vel4Gtm7uP1XyAte8ILj6W2vK3nRi1503LR1k3vtD5czciefLM/QhgawVq4P0aV2fCrmK4Z9XkPiZjbtPvCBD9y8733vO57c9iWYG9zy1Y90fuZnfubxdJunuB89enToKZ+vncP4IV50Wbk81J/qwcHf8loOYaRP2u7y2Zk/ceFP2tje4VO8d+ZRumS7XNY47WClzxTDPCyvjX1l5ym3NC5/0uqaJYxsd66A1ViY6MOPYj5pnx9i9Ad/8AeHvnzqiZGOP2QZlzTe0WbVeDoe8IGzavwQP+6qs/KZ6Kx9Gstfc7Rcnlg6W5Y7UxztJv7UX1z4BucMrCmnYu0/wui786RSfu1qjBOMdGmZfg9ZxoXG05ypH3ym4wkGLqx47/DJr928OVNjvu2OqV2Nne/6DEJfD3tMDRe2q7FYwTKnW9/JY3x2NNZ+N3fkrx+tLY89QDO1uGi/M7bWPJ7oG/+VzwRHe0Yb8Z5gaA9HHvuvW1j+y2YHC95O3qQLLrvzVtrwc+qTtmKu/c61kjzOJtdttV3zz76JX6vGu7mDz854Wv2a+FJ7S/FmcCrHjiv/0Kf8sz7hlca63h0P5d/Up7i03Mljn/HgwHDttoN1GZbZlfYlyrPbRDOpGXgCME10zsJyQ8eENL3RiFYYcKbC5ZflzgTpAgbG7r+80McJhG/07l8HHhOWO3fnkzhV7qz4gJ14wNjxizbZNE7am0RgyRmcJhOJAfdHf/RHx9Oy/g12mn/iJD44TDVuLMCBsaPNqvFUGxrLHVjGwhSHPzT2mo1f/uVfvvn1X//143UbcJXXv/71N97D7WnkV7ziFffe3MovOk/0SeNwJhh0YfKPPjDlzST/tIdDo7iE6rxJjQAAQABJREFUY/8f/uEf3rz3ve893mH+H//jf7z5zd/8zeOmN/5e8eIVBH5o0s3ul7zkJceXBp7s9q9B1xo/FGPc+Fbicg1WGvOJfzvzKAx4eEzzLz7NXVMc8ZDH5mCxgjM1czpdlOJ+LRY+2Q4XOIp4T7VZNaaPeE1yhy5+SNVFvLJzo7t47/jVPEHnqTba0lcu75yrjKUKn6Z5gweNaatMPzDhAkucp1zSRv6w6fkXF7FSjKlJ7ukfjlhZwpmMKxzksVdLmZ+94xjWtdaYgmd9glGf/IHBn2kep42Yi/cZGsOZaCxGdKGxc50vy6ec8gvmjsb4wDD/TXwSKzGC0dw1HVd86jyOyw6Oc15jYZo7zRNyZjrG6UMbWOYtWJMchEEfxq+pNmJF4zAmOHz5/d///ePzB592bnTLP0aT6bWb9rRZ4zXRuDEFjy7TcUXjlcskd8Sbxt2r2LnR3VzMr6nG5R+s8hjetZbGljSezDn0LY/5M9EXbxx8VvEFujHhMwi7NneKtyWfrm1/dHr7R3s6nzWPNqfv8MGlOE1w+OSLXW2VndyRe+XfJG/ojI+48yt90v+aZRg782h8mium5yk4rt3oC0O8prbmXzG7Fos2cFj6XIuhvliJEwx+TWIOo/mPPzvaeHAPls8eO59l7tLi+ivtu1Ce3ecGoR+O85Tha1/72uMbvMkHJknlX/I9teiC1ZOdE5MQfpDNBa8PF5MLBhhOhvwyabvpNjVPqsLqB4lMBNdaiURrOkmMifGFvjTxlCeNpibeTmKf/umffmBJ+GuMxj6cZC+6fXr3Woza+rD+f//v/z1+cI9fk/xzAfR//s//OZ409j6lTtD18dClDwN+CBAPJyBxv9ZM0mL1v/7X/zpwHt0+mTs18aY1+6zP+qzxhSZ9TEq903Wi8bvf/e7jHdz/7J/9s0NrmHC8f9sTyP/oH/2jY+y7AL3vQos+5Y6x8dmf/dlXy2MMuVjwZDkM7wKfGl2McbHHZaKNcU0PPyz5BV/wBcdJTU6/5S1vOX5c8r/8l/9yvKLEvuYTY+ZrvuZrjh+b9KOdL37xiw8OePhhSsenN7pp7HVJf+Ev/IXjCfHJ2HRCxFUO4uRHMaf24Q9/+Jj36GsOnXxgwkfMPQVPY3k28cu49KOp9HXzyhcNUzOPwjBPmDOu5WNsm7f4pviSbmrOdz6gwHCOMH9dazg4T9FHPvqxw2t90qdrgd/6rd862sth887UfCkkZ/y3g7E54eM8zjcmBzsnX8vJfGOMu77BRcyvNTGisXOE8+9kjOvTnENj+ed8Nz1X4cMnF6piPjX517UNfSbXSuYb48E1gfkGp4nRVuGbHJ5owxd5/P73v/+Yb6bXJj7gdP61bu6aGhwYck+ZzKPyxjxqTOAyyWH8nRPwobO52Pi81vjigxuNXSfBmcxb5lFcFDF72ctedi2V5+q7NjE+nZOn5yoaw3DeM6Y8GTkx+Quj88vkuta1AD5vf/vbj7lCzHtH7LWcnrn9DRHXdnTxg9iTD9r6dA42l/pif3pjznUbjZnzy0QbbeXxhz70oePzlPOm+fRao6859Pd+7/eOHH7hC194LcRz9X3+YMa3uE/nQPMonX1uEK/JfNyYwsd5anqukoPOVca2IneuNRg05pd5b+dzFRwxY7jQ+lozNs19+MjjybylT/OV+RieeWKijXOVedT1qOu/yVyMS9ejrvn55rWJ15rrLDi//du/fWjcXDy5bhMjPIwJn/GmY5y+5i4543w3iRW/FNfGxsHudWQ3Kt3HmWgjLsa3edDDUeblyVwhb8yBxiefpveVYLhW777d5JxX7viMxx9+0WmijwfLzBOuKeTOffck7stx5ynjARdz6ATH5345yFyPTs4x2poDPWgo/5zDJ/MxDD6Zd+jjc/DUPvKRjxzzjlgbmxNtHtf3qTe6JRbHOW3CduHpZN/L1x030RgM1jOTBacI5cOJOk6KJmsfIrXvRoRJz37YMBTJ6+QicdR3zEBRXLwYsE0E1vWDZ4MyHpZw1MGnOga/xIInqCY2falXP3gxfEpg9Ww7ceCs8E//9mujP0uFz2E4Hg91bPMLD/rYhqdNnA1gk7mCO6OHsk7qXXBor56CMxx1Yd8VJ/7QRcGFLwqNteEXPxyHB5fvXUDGp3jjG0a+q8NH7TuBiJOcKubq6Is+8mvVJn3kn761kT94qacfywqc+lJHP/iKK/7l4jrR6gOuwviRxvKM0Va9NBYT/hQr/evLfv0y+zqOE3z6mNjw4I9cNBbw1m884dhmjsGBwRxT8t0+mOrQj/GV3/rEg8Hhl/7SSzuFX447Jt7q4deYCoMe6sk/feDrxOODkhuwPgiqq85XfMVXHDe6X/nKVx71+aMflsbNJfbRhIZ0ZjhYL0/zG6cMDi7q4kZfGHTVl/0+YJSjtuHAUDeNtaWvevblG43V04ZONKERo60+Vo3jSkN54BgM+YuHG8za+IDqhzldpLkA5TsOPnj48Osm9Jd+6ZfePLq9+HLDi576FtOW8JwUtcOZ33inD1/zO5/UqfCnWFoqaWO5mrwyPquTHuJjHZdyVL94KPqSD/pf5z+6OM4fvluHQdvGlTp8LWfiA0esFBprC4PO+uOX/fKCNvq3ny4wccFRUcc+hS/ihFMY2uNU/XDwysS6uMORLwoc7WmW/7jjq8BaTawcX+vggb9SLPVlm+4w1vmGJtqLhf3pxzd8jAv7FXiWsJpLrDOc9QPPPjg0Fgt9qk+T9aLMvrBh5Dv9+F8/uMBLI7j6gqd9GsfFsvzjG435bu7R1jqeuFgqYaxx4lM5ip/22uLN4qeOYrvcsl4Rbzzo1z5xSmM5JNf40nxs3XFLbcqHtOFTeWeJG03UWzUuL+GwNNYP/RhN9IU7jfltH13w1j98x8LRzzqP0k/Rn7Yw5I75Gob6MPipn0w9/dCPOa6f+NjHZ9qlDd8v59HGG07wFfNDGuMCQ6FB4048+YSfAse53jq/aQtD4R++4lkd/Pgrb8qdcMpBONrirK904nO87cOZ/9ozS77rE2dcadO5ClZ+0VB97RVarziO42MfnnGwrq6cafziYT/fV4Oh8J9+6sldfqmLi31iji+/8cUbnr4r6ade+Sd38GL0hsPKdRgZnPSlIZ/hKPWLG770U/DAD6fV5IQc/X/s3duvLVtV7/Fpzn+gDyCgrg0YLlvusLnIZSsgQSCgxsQYMPrgk4bEJ1+MIbz4anwQTdBoNCoaJEaIeIFwF90buV8imuzE6IkP+jec+anjl1Nnnrn2mtV6cVhnn9WSmlWjqvdf/7Vfa71VjRpj1rDA0Y4vfNJWHtGm+eU4nsZh1mKpv/HwxRWX6h88/hirNtrxc294Fge4+DSn8OGTfrC0pcPVeWU/LsUbjpoFJwy42uECw2u+pnFx6s2v17hqw3c4dC/mcHAyFoxynW9inN/xhaNNustzGJb8Nkb1xr59HbU//fDSVpyM06JNcQgHH7y1MTZcPOhTTI2DJ04Z7WBY9IGhHZxyHU5cHJdraWwsfMVK/sBg1nGBp4/jxdS2sct1fTqmbaZv+tkXBj588VpeyVPjGbc42W4pHsbLV+PTRz7bFuc0giGW8LU3Ft8tajGDncZwtKGZdXVAO8doBIc5jg++dISDgzhZl7PihI/FMbo4pn9L5yqv6ReOdsaTx8ahoTZ8csyS8clx7ZhjxsPbNn6ONT+tLXx3jMGulsCjn77mNSx5jAv96Uwn/Io5vHxyrHO9fWJtwUd7+8SbPsZi8Oljcdx+Y9HXa3FMG21h0TX9tIetv7b6MOtqkjb0S2f+8dP8xMeivf0WbdOHvmKuTdrgQ0Nt3X9xDCdttbFoszfH6QyLfrjKXe34RW/7aUNHlsZpg6OlGogjPeCEgRNtjKWtvumz55M2dG6+4ASHXrSB47gFbljhwJdffNOnNnzig8U2XSxyRRt5lb7W6WK9149v+JR/xtq3cSwcnPDUhsb2GwtGGosZrjSuH91tt8BojvNPTPSzGC8ttOETH+nS/Ewb673G2tC3OYUbjXGBCQe+dnG7iqGv4/riox9+1QrzBo595U7zU3y0N57jFtqkcecqnOUzDmKBEwy2x/AaRvMbH320wUHuMPvkp7a2ayMOxtHePjEqTmlKX+3wxoHGzU2xsajX2tvG1WI8WutnuxzFh4aO5ZN9xVJuMfrCsWZ4GuNMO/VGN2JE5JQbWE0Yn4BICsd8mtHFmmBwyE0aBVtSSATFzLdwON5E9GmgIBHNp3tNXhiE86mjT4+IpI1x+qQBDi7a4WEc/fHwTZR44+fTc0njkxLiSyifLEl4Y/mGuBtJPmkSdBg+icBTf218q88xn6baB8cnJ9bawcRJAcXXPvhuAGpvoSGefOIbXJPJWD55k2jWXkusiiT9aGfN4Fv8GJ0+sN0sk+R42Kc/fL6Lh+2rcdIuv00GGvsk2zev+EVPSe5TPL6bNPiamG7SGRe2vrcub8bxHaY+Jr1YZdrw26fJ+uEKAx5u9vGXPvddfoLkNT1pXMHBR05pJ//oSWPftihW9skH33Sw2E9PuQIHP7z0g+O1sbRxvDbyCmffRrbN5JUYWPRzHA6NteGHONHQuPklZ/CmH5/oB0vBobO1ucD39DMGHK9pLJ5yRh7aJ86Nhb99fKextgzuI5efUls7pp0i3Hzx2n4ai72Fxn07qHlHO3OfT7hU7OlHL7789m//9nbTFhYfYeDyC7/wC1stENPmSzkKhyY+CVUHmPw3/+QQfvZb5I38oovcsuDCb4u5gK+Y6Gvphrt2fJPH4qAdHG2MFw4+5oN4GlNs+CYO4owPg0FHxtc0Th8Yak35YWxzj47mlueW6+PxLuYADOMZl59ubvu2Is0efPDBbRy5pGalDa50pKn/SDEWHeS2/cby2omnWqxPPsHBCx9a+saJvOCX/HRcftEmu3U5x+WoRZvqAL+ZWidH1VE5KDforLbTDh8xpJ9vdNLUcd8UwEsuyj8aFKdy0gcBGS3gGMd8aE7R1Jj6qIfVCTkGm69i3hzHUS5oB8PYxuEXDP7b1ke9oY04yQf7cWc0wtc8Fwd95ZX+/PIahnYw1NK0wXNvcgCWeqKNOqk2ZXznt7jaTl/+ed1xPqUxDmKjDtAcpm0a0kBf++WSbbGCI85iYR7bB0e+pg89acYfsdVXDGjZfMHTGOob/+GGoQ9M+2DRr5pj3slBxyzM/OWX8Ywhb81x+c7w8iGRNvJiHydjWXChCw1ZNaBzFT/NE/NXO6/plTbxoR19cNIm/egq3mKHh1j65qd+OMt1x702jjbmHm3MI7EuR7Wxj198zugHA56x5Zy8Mo78tI+e1QBcxMY+dblzFZ/tw502ODjfiRlMx+UXHXGBbUxzAR+vxcg4OMNg6ogaCMc+MVb/zAc8mLFooy2+/JE71ny2z7HmJx/ooAY6Dse2OKlvxtKXP/KCT8bAEcb999+/veaHNnjzzTh8EmPfLNMeZ23ss3htvzFoLG768Zk28HGDI57a2UcXY1iHC6taqy45bhFTmI7LNXklR/WT3/jS0HF+4WBe3rqsydrQR+7wnT7aVEuM4zhfaAbDwqqhcgJ/fqjX1QrbYt23l+luDH6La35Z0w+OsdW/fKc5bGs4jusr3uoH4zuf+JOG2hgnjflAJ7luHmtPG+PQBm4mJ/DGRxt+pbGx1EM5qr7Boa9azD/HcXUuw0UtoSn99MPZa1rqrxaYV3yk29VzFQxjiRd8fI3FP31oLNd9uG1NSxrLG7wZn9Ub+jH86AcDHwtNxBVfPhlHHvPffrj2+++6tFJn+aWt+WM8ftGOX81PfslLftOHrmJVHaWf+W1OMONpY47TBl/juFangdcW85df6jZsMaaxNW2018ZiTpnXfLXfNoODp3ptPDi04Tef8LWPVs5DXjO6G8MCA77+uOBuX/U4ndVFWOJJS/hyXY5qX+50HtIeX/3x4Tvf8KuW0Eq8abfXj/5iaYErRp0XvdYPXpztg925ymvHxZLGrie9phuNcbfYxx/t5IhYyxv1vzqqptEYTuPSBidxtY+f+Lt2Lb+0wak40BWG+mYsmhmL/3CYvtqZL/RzTF5WRx23qOlittdPu+JAh1uXOQrHWLg2r4yjnzkjh+EwcZIX/BBnGjLamIPlnznumAU2/Szw+Ku/Oa69NuINQwxoaT+/zRt6w+ATf13P22b0o4vc4Rdsi/+60IYPXafy3b7OU+JVHZCjjWVcWsLgN86O6S+PYYQtR9Uv/PhkkRe0sY/G5p1rN6/lgOPGw5fRX44aC3fj0MO2Nu6/dM0v1+0XB9j8szDzQTs6yiexpLH2+NjGr2/W6qONhX5pzLcXvOAFW1yMr97hbakWq/3qlj64iAMMJp4waCMn0pimfMdHfPXrPpl24sh3WPkFx7mq+oaDNvyoDS3pRxu1Sqycy3DHxZounTdpYyz62caFj/qLhfyAwx/79U9jc9N1gzVscybf5alcg1kd1dc41ha1RD6JkTnOP+3pihP/6IIDbeNjX/MhjY2ffvjoy3fX/NqHbU45rmY4hjMu18VJLjgOZ4+hrfzCOX2aJ/jTx3yqBso3ulZHaePant90lj+0MIb9csIY5gCu8oHBMBdoA0MbsdHPPQ3GFxidp+DiiK9Y0UGb7jHA0l9e0kTuGJMf5je/YOgnBq7b4PGxc7hcxsVx2HSBxcpzY2jDcBFLeWgfDmJOJ77ar7adaafe6OZkC0cKEtJNDvslgHactF/Ac8wxDjtOpC78iKgtAQkh6PpbBEG7xLVWDGBKGjwssBtHsAQV7t60c7HPtGFOSoqJ5JIsglGwjat454/2xgkDZ221kVww9BFsY7E4wGb5hatCAEMbmE60eBvP2mtt0sfY+DrGJLAFBrNWlGHTGSZ/xKV29LwuTvkNh8biZlw+padx0w02XxVnlh8mcHxg2u7EoJ3JzyfmmPZiji9tGP57jfGhscln4uBmMT5L432sYOmHQ/rRpiKCEwz74gsLP1wsrCIQhn30g63g4EkT/eKsjxzgxz539hqLB9/lsmKrr6IIKz5yyDh7vbyWB7VxzNh0MRaTI2nvNR5XNYZjYbBwpp+54AQg1jBqA4Ne2tK2fKKnx2584AMf2L6h/NBDD23zVz+P2/BNbo868k1uGIw2sPnO0tjx/HIMRnEwHj/LLxroByfTl47lQxqIE33y0X54DI7t8jottNGeFV9c+AsPF/kXX1xp7MQhDvpWl2C4aHGh8t73vvfikcsTmhOjNytOOuqdmx7eFPlxTjeZ4MtNuHTphGQ8+ScGxlF3aCJ2xcR4YmV/dQgOX2mDm2PqC9+8WRRvizbFSW7VFmYGs1wvDnyQx9a4lLv6aIsP/xgfjJvmeMPRz8UUnfkvT8p9/G1Xbzagyz8wyolwXGzLYdrw0dj6G5f/9INlHPv0szBrx9RrFwLiJs4WWMYqv6qH1gwWX/PLmI5ZO1fBxWWvX9psALs/xktja/Eu7rbpA4+JkXylXzVAG8fDwBl3bVzkuDjBhcbGCgdXbfS3MPlQnL2GIzf56UIbhoX/DJ/9XLDP+MWgNuoUvdUcmMbgY3VAe5rbv+eDdzmqf/xdBOqDC91hsqtxsk87uHEWE9vmY37TWBvmWPrtNaZBGmuDD/280eEXLrBxcJw2xpaj5rSx7INhrQ2tjO21uqXmqIdhbIQu/9APhoVpTxccGCz9rNUeXOUEjeOsDz2NmV/aO24fcxwmrs6b+PORHvozPmqjbaZdNdg+4/PLG5XqOi7aMOPqczV34NrP8DIG/XAxP7WHoQ0MGsDFjzb24QknvtbaMNvmJ33t81ofRj/Y6hqzHw4etXHcOcEbbO35aGztWHO5HLNPX23SuFzEozcONLY/zmJnu9yH4XX74TpmfLHCmeb0MhaLtzcse4OhTf4Z1xynsbpumx80jk95YRz9WvZt6MFHfOQxDfCjjfb4iV/64gTf+OmHl7G0l8cw8MG5vLBtnLTJN/34zLSBYXw6ixmN97kDW+1vLuBtX7jGwEc/5xc4XZPjzMrDq+cqGPt42saFBupFGsM3Dh3w108dYbaLodfa0M/5zvlKjOAWm7TURiwYDcLfdlz+UWfLAVyMkV/ppq3x+U4XS/gwLbSyT90SP1oYl0/MsfTba2xfccLNtnGcq/hmvsO2sOLgmjkc+43Hf8fx4bdtc4rhQhvmOOMnjOox3sVAG5zpw3c3UOQLTdQK+7QxrhjhnTawi59tcbbAlu/64qdPXMTP/jjWj09MO9v6yT2mfedJr7VJv7hY22dhfMKZxvT1fhxG8dMGLh9xpg/cYhpfOHLY6/apoxbH2ie3+Xz1XIWDNtqmpzpqf+PTi9EEfxwbz1q7xqEf44/zjNjzkWbGYG2XS/YZb5/nxqQx3VwTMLkTfjlijmvDcKiWeI0rznStrsOsjfZw+G3srkftxzu+sGgMz35YeNBU/3ynORx5GPY+j/nNB3p576G91/rAYTRxfK8FLH1rg7998sY1jrjSGKc4yxl+4Zw+uNjPiqN+uFSLYRTv4nr1XNUcwkHcaKy/muMGJr3tK7eM12v+6nfdIjb5Q29+6lcs8KomwmRwaGMsZts+/rkehaGP/fxhcOgEN9OH72mcTvppa8E9bbQTK+eq9LXW3tgMJ+Nro446l+PCJ+1qY3ufx/bjGs9w6QrbORhXfBju+Imlti3G50d+em18uM6duBm72MBxLO038P/6o20aw9SHuYlKC2Nrg7fxYNAHFwbbWGHozxd+uL7Rx3Hnk8bSR3t5jFfXkvaFk2/Gl3vaNMeNAUMb/Z3Duu7FufzGz2v9+jDGPvO4ucwPGuMHI431g21trPIEP3WLT47jUv45Zu7rA0e/fLVmHVf34eiDH+1rU77ur90cNx7TLr/VY9d//NPG2GfZeUiXjAhIKEkggSyKYYFGOsFLLvtKPNvE4qS+CpMgVFCJYgyvOxkWXBiO1Sax9ceH4PtxcGqyGzezL4GtS3SJo084tcEXfv5YG8f+TFttcLHNNzpox3CGbf8eR1s4jjNt+J5vMLzWJt9t2xe2/Za9OS7xSvAw9+2ui9NeG23TrxjRBrd8T2N+Zfp13L740icz9r4NHYxRzLWDbX8GF4YLFxoaUx98WHmhTRe92sGhVceNrY+Ja9LZti/TzmsY4dTXOtMG3ziEY7yMfvrsY25fvvMJN5zNBRi29xjawrCv8W2HYSw64bP3Ha/ip40+9vEpPvZZGOw0Nhf4Bg8n+zuOL+3TxsnKmyuPKnn44Ye3T4X1dTJzcnj2s5+9fUroxi28DC6sYh6+sTJtjFM/XPlZXqRBr/WD47U10wZOcw+GbWM3VhrrUz/rvX57jW13AoGdwdtrHJY3WN4cuYHrpOx5YDRzMc/wcVJ+/vOff3Hr1q2LBx54YPuGgPlm7tKomDWWcWlh4ROudMon7exzLD0c42tt7IePJ976G3PfJm3g7I1+7YODj77qjlyGZfzG0lYfbTL94LO46WeRg9ryT799G3rt7XY4csdNMO35aYxigi9OtLXPsfyxDVM/sUsXr23v9SmPruaK/nE21nUaN17aXPWr+MHZt5ELFtqknza28StXrPHbc8kvdZQZ86rG9u9xvDY+/PSDI2eMYW2hMauNfft6Q9dioE19vWmDx19aWbRj1l47/mh+8RNni7ZyR7/0uS5O+bQNdPlHW5z3vu+10Q72/jhO+tnP+GXRxvnFfKAxXHxqw6/0aV8YXjtubG3g4Wo7jbVhXuNQPa5t+mljXO3w3GsMMyt/0zgca+a4MfiiTTrsOdNYe+vsqsba84s+5jjDrfG93msTHzj5ZNsYzRdzGB7c2ljz2xpvvCwdtw1bm+LgmO00x4VpQ7ur56q9fvg0Pl9g8LXxHLdtn7GZ9b6NMYzFL8fw5pf9mfbasD3OVc3LHZy1x0lfdlW/beflHxi1wdW4xmdqOl5ilU/Gb9zqqLb2a1M743deMDZt8NPOYkz70jcM48OoDRxt7DPuVY3jrv3etC1W2tCCL/Y5j9u2L77a87vcs97rpx0cbXCAc7Xe1Ab23vTjF47a2IbB1EGYFu3yAx/b1swxC7MfPxjmk3Vx0t4Y2hhnP8/ss4RhvY8JDAu/YPI/4+9en/A7Hk/9jOu12NnObO8x+GDf3i/b2vSh2P56wJhpvMeBjx+s2uABI3/pwNe9aYODOWe9x6idfo5rSxsY/NKW4dNrGMya//kVLj1xdAxeGPrYB8s60z8M+/TVj+8M3j6+9sHca4OLfo2VPnwxr8wF7a/Gmk/4VEdth2EcOLTApzls27I3bWDDYfrB2WMZC0990yhN9Umb4ltMccr008ei7pRH+mRpu9+Hx/61fvnRfhrDZcbUhn7FG5841sZrbfKTxnDibJ2P9IPRAiMf6ee4BVbcwtEWDk7G1C+OYfDD2F7rj4t5pU848TdG/az13bcRR5zMLZxg6ZvBxEff9HHcfgbfa9rgAv9qHU0zbfambTg4hWOsPkyF6Vg+aGNbfli3f7/mgzrqhjkutNIvHGO2Lz764xNX23TRJ43x37eJexjWcBrLa3i4hgWv+DrudX6nr7U+4ceJL84vYmYbJj7h2MYxHPthWNJHG/4w+tiGw2pDPwbHYnz9Op4mju3fm+39NibcfNgAL//AyZ+02eeObTiOGScf8wmHPUZj2qevfsVLXxjMmu7W1UBtLQyubb6roZby2Bj5zh/41T94ex+1c1z+xvmqxvaHYdsCJ182Qpd/8K8tXl6njTb6NA+0i6P9GZ9xpQ2N4r/nnH/mf+a49ln97DOWmmx9pn3bJeBpiAIgOX2ac99//dvN3umbEueoxaeBAuCTg4lxzc0jgbTsxb0pHgyFDRcJ6lOZqfnEgl9NuIk2PgH0GINf+7Vfu3jnO9+5/WuhSXPUFDWxksySUXGempt0kh4PPjUpbopHY5/iZG6AHsWor09b+ebTKfGexFzOwLH4Fq1PxSfmzZ9PAumLhxw8anIPTt+S6xPSozja07jp7lPACvFRLDf3XLzIY/G+Lo/luZPd7/7u7174Bvf73//+rUDTwo3al770pdu/w/mXQp9AuvE9MfqIE1OEJ/oowuY2vvLOTeWpiVMxw+VO+SfX3NT2OBf/lveVr3xl+2SdprSik39LevDBB7dvcquFd8KMO13ULd/G9om9XJ6Yk1nfyjWvJravo/JZzKfmvzZwUifk8P7kewRTDsPyKbo6ODHzW/x8k8G5ajLHG1cuqMNdOLT/pmsa88naAmdq/OqCTB5eN8dvgg3Dh13mlAuwialbfrRH7jvH9K3/CRYufOnbCJPzjG8zZub4NP+cf9Wc5vRN53VjW4u3+URn8Z6ex/H43Oc+t+krh3vswX6sO23v6yhNzImpyb8ujovVUSznIOcqNVm9mZ7vXNfS11oOT+a4vmLlA1+PncBngqPuweKX7el5k5Yw1Inm9ySPnetcbznX4AJrYulrrRZPzjPmgcV/j/n22a1bt7Z4HZ3jNOGTBZ7zw9TULj6pf9NzFY1h9I1a55mJ8ce8UifEaXLOMyctrinUGtqoW0c1xt/7RLXYoq5PMODIPfVL/snhyTxXI2jMzEvvZyYmX5wf1An6TnBw8Z6KX7j0A3wTPr6lSVcxgjXRxrj0xcv5DsbkekC9kYNM7kzPVfKPxnwqdzbQA3/wcE3r+hiGL5FMTZzMUdb7zqNY+Mg/54i+hX0UQ3sYna96T34Upznet3IntdiYNJHH/Xfgq171qqNUvtHedbrz+cr9l30dVY8ncxMheVwtLge/QfTghhxUK7yXmZhzlVqs7ll8s31aR50b+KaOTs9VcqcaqFZMr/nlsXOnmuVcNY0VTf03AH9WrpU8toW+eHQun8TLNb+ak8aTeqwWm+NspY6aD+YVDOeqyXUFDDkj5vSZ5jFf3Nfs/qhrt+n5AdZVO/VGtwtvjnOaaByfTDqTN6zpSTVHJYQTGZwJFzj48AunycVhXAQRFi5TbTzO4Atf+MLFu9/97ot3vOMd2zO6JkUgfeMxmXD5pSjBofNUY9pkTh5TEyfFFpd8O4olZ+BYTLbpm7c0pgkuE42bC3yCs6LNXuOVWHUhFMbVmMvPr33taxd/+Zd/efGZz3xmuyh1Ied5cp7X9da3vnU7WXhz0xuCqcbNzWI80edMjWkj7jBxuaqN/S5u3Bz9yEc+sj2j07e43eQu53zL3QeF3uB4BrcPJVw0dBF9FTPfr67Do726NT1x4GyOi7dlanBwWq2jzi/sOn2PcBMrc0LumZ8T4w9tcDG/J3O8cc+oo3zKVrgUJxjTOoqHWItX+sTtyFqMXEyVf5PzXePRuDp603lU39Zn1VEaixe/phrrb17ReSX/4LiRgQucyUVvPGClcZodXZ+hMT640Fn9m8abti1TjfXHxRsd2uID66ilMTzb0/OmcfFhdJnWv/is1tH0tcZlcp5JEzee6EvnicY0oU2cYE2NLnCK0yQHz9QYH9pOY46LxTUFbVfOnc4LeFgm8S4m1dEVjWHwi/FrOh/EmsZhTHBwcZ6yhuNmz9RwYTSGZT2x6mjXXBOc5pTx6YLPxMSJXzhYJrkjTr3Pg7HypYB97jS3jvpVraGRPJ7oa8xwrKd1tDlufvJnoi8ucOQxHH55HzM1GPBWarH+dJE7K3WLL2GUg1O/5KB5YF5NTS1muKxcG/OJPit1dJ87K9f8xYk28nhSR9Oza/78av+RNY3pi0c18Ej/2qoVlub4ZJ6fWUfNqxWNxTs+fFnJY+8/4OEjj63Psvldi2sYcFRRXE1M0DCmJ409tZWk3OOUDPt9R7cLHJ0mCd54tJEIad3+I+tipc8KF/3PiFPawFsx2vDHempOpgqRSbeCc4bG+bIaI1rsNV7BS2MY4Sh2TgbeZH72s5/dPoz55Cc/ud3k1t632Pyoh5u3fuCok+AZGu/9msScD/k06b/vczscFxFOKr4l8eUvf/nikUceufjYxz72jZveOHRD281tevmhHot8TOf9WHfapotltQYaexUjrvjQaMXUmzMMj1W/YIjP7eJ+hOcZdXRV2/jCOcOncmeFF128EYU1mQf5ZC3eq7avNyt84Oi/oo2+1dAVLnBWNc6XFR7F5iyN+bU6x/ML1tS3+vp2OowpTlym/dPXGqcz7GyNp5zwMBdWNTZ+8VrVaH++W4nZWRp3jplyqV/XJL2exOzM83g8Wh/lI05yh00x6ruqMS6TDxo38lf+nFlH8+vKEDd+2ZzS4QyNbzzwNQ1xWbkpuIdcrRGw6JE+q9rACWvP86bbjX/GeXP/Xvqm41/XTu41P687ftN9dFn16wyM+K5ygXNWHp91rpI//KLT1GBUb8rHKVY40/76dZMclxU++9yZ4sCob+uJb/qmzRRHP3xWYh33/bf/z8AL1/qcOwb/hehml09PfPvKtw+JuD/R7gd+tG2f5oRlwkwmsqJowQWGBZ+jBgOXPpX06fo0KWgDy6TBZRJM/ejRoyemxd+nSviIj6WJPNHHv1uFYT3Rxyeb2fSbp/qLU5+Y5Vu4N127KSlOcGgtdyYmj/vmS/ocxYGBR5+8rVwAi3f5AmcSJ/zpY+kGnzw2zzxb+s///M8v/uRP/mT7dzW+e+yG52//7M/+7PaN7h4Dwx98+NbF0FFttKdPucOfiT5pzCcYq/kHz7LX2L+6+eb2r//6r2+PcvEIIvq4uaSmvPnNb9708S+UFjxgmO/TOMlhC53N75U66tNW/XuDezRWZ9VROHSzxmdab/QXb7WL/hMcGLSV+2ItVvQ5anAYHBidHyY45lU24VLfM+oov+Sff7Uzp9TRSS7DEHPaTOsov/ARbxxoM4k5nOqN7f0c9/qI0dgSF3yOmvpJn+royrmq8zgek9w5s47uz1Xm+eRaKV1o3HXbNP/oazE3J9dKnRNorL84TeIthzv/ypX9m4OjuQMHHh6WiTbFXLzM8SlOsaKxeT45V+HCn6756byiMS54Tb/tiYtaAUOdkMOTPOYXDFidZyaxgqGOpgudj1p57AsNclj+TWNuLqSJejPxicbVUfkX3lG/YNCH0Weijb704Vfze1KPYZib8o8/K9ej4s3EaKqx/viY4yvXXPkEjy4TbfRN42I9rRX7mK/UUTg4sc7l24sDf8S6BRe+TUwOh0Pf6Xk8jc2Fad40N/GBt1JH5THf+jB+og0OuMjjaR3lkzxWi5sLk3MM/rBcG4vT6nVkekziHRe60OescxV9+Dap6+Wf/vS1nhiN1WMczKsJF+P6Tzx9nRc6zxzlU+50rVT9Oopzdh3lk2WisThVR+mzeq6iES7qzrQGXqfnf3vHpV13YLLPBaZnvnhsgRvd0wSVCLD8ez/He5NylJMg/NM//dNWZAWReEfN+Iqs50x5ZlDPnTw6YeDwxwUiXUquo3w6adDo6U9/+qbNxK/0NWlwU9yOmn4Wz4iCgwedJ9p4jhJOFrlzFAN3XDy7zUJfE2UyeeWweONk4k4nr5NhvxbtJD25mFJEnAx7RtnKsww9nxYWjV0wTAuJom8uyBnrRy6/nfxbv/Vb26NKPvrRj27PoDJPXv7yl1+87W1vu3jd6163fZN7/6xV/cTJM9zEyByfmLwzr/hEb7lz1MwpN3LxcVLsG2FHcbSHgwuNYHnuske4vO9977v4i7/4i4tPfepT23G58IpXvGLT5k1vetPFW97ylu0DAc+gk/vqhL7V0cl8EGvPXTM/zY3JvFJDaeyRSeZUF0FHtTG+OiqP3fTvWV5H/IJhkTOec4aLWjrJY/NRrOSu3JODR3FwUSc8dkZfvkxrBSznKrm4UkfljXlgmc4pXMTJHBXzzldHY97FqufbiRW/jmpsTHNJ/vGJPmrgUeOTxQdMcLwhmJyrjLs/V+Ey8QkX+voPj3hYHzXaWMxz/Sdv+o1pbrpuU7OccyZ1VJ0wp8wJGk/qTf7TpVqqVsrBo8YXujg/+GJAc/Qojjqq3qhbMCZz3PUanC9+8YsbhrlgOWrqlnjLHfrw60gN3Y+nVog7m9ZRccbHnDAX1IsJHzzwES91Y1K75C0+PnCnk5rT3Nr7fadtc1O88elcNfEJjmsusZLDcmeSx+VOv+Egb47ywcV1iXNnfSc3RcxxsfJ4OmtxmvARAx/8i5e4wYnXneKzP84v5yr1IoyJxvJOvGkkZyba4MKffkTc60k9VrfkjYXGvefc+33TbTkDT9zUrem5ynxQR/kjTub5UauG0liMJtoY0zUAv8wLfk1uoOprLvAJr76Ac9Qn7eWfGsivas5RHP0tzp3V0aMY2ot1dUv+TesofcxPcVK7JnNTDaaNPKZzv3VwBIsPcMTbHPUIR3YEY+tw+cfcdA4Wdz5N6hY+4mSOy1/zaXLd5hxn6Zq/G/hH/cKnOS72cucoBn3giJVlpY6q5XjQRw2tXhSDm6xxUfeqo/pMakUa96Wyrkcn+nzpS1/a4m5ewJmcY/jlWsC1UhpP6mjXSeqN/hNtaCpW5jidcFO7jhoM10hqqPk1ed/QmN7j0YfGzlWTeRXW1fXxs9VVhN1rJyCFxGTh9OQNATiFjYAu5CcXHDAEziIpYExOhnAYvySVAgdzMlHgKABwJLnkmpjirL+H2UvyKU5vSnGYTLa404MuNKHTxGDQ5QxTIPFR8Ke5A8PENelWfjSPHnJYjKY5o6+5YF6tmvwztxjNpyZ3YFW03cj68Ic/vBVwRdzN2vsunzHthxRf+cpXbj+E6MJib+qDOLm53E3P/fGbbtOn3JkWxr3GkxPYnitdxJxfXej5cSzPKnexJ44u+FxY08ejSfxIpA+tMv3T99bljzJMa468gaMe038Sc3344SLTBwC0mhiczg84TX3Sj4ZyEJ7XE9PPCZVfsPh1NPYw1AqxdsNpesEBx6Lm4OBiwetJzeCTvtM4pSW/5KE6uuKXGNHY+QqvicljGvNp8ka9MY3PJ+cFb5imfNSb+rZujCNrsVIDzSvn9YnJ3WK1cpEpTjRemVPi07lq6k8a8AkW65zVsZuu+QLHNeDKfNhrfPU8dlMufOCPc4A5JeYTk29w5OBUl8aFQ6OVN0v6O5fT2PbUipXaPr0eFWM4NDbH/WjUxPYad21h35F6rL1FfzUHr+mcKHdo7NoB7sTksXqz8iaSxnDckMPD9pRPtXglj41tjjt30niaO3K4WK/WURrLvykXftDG9bXtFeOTvBW3lRqoVuBkTk2vs6tb/JneG9CXH7i4MTP1Sc7BcG0yjRMuTO7IQTbN5c4xcodP8vpIvdkGv/wjX3BRR6fvf40PR71x32Q6v/VzrU9jfKY+4aM/nW1PrwHFxjUXv6bv6/kgj2GYC1ON4fBF3ZJ/to++/yjmtKGJZaqxfmfUURqnjw/o4E5M/pkL3ntM641x6Wqei9OKxtUJGJaJ0aL8M9+ndWdfR90LnBguYkVj+k650ELeOM9Mr2/iT+OuJ6Z1NKyr61NvdCvMJpsJOy1GCMIJa1Ls907GZQUnLtNCFJ9wVriEtaIvjLjAWeUTxgrOqj/pkl/WUz4mr0LQOuyj67jwbcW/cKb+xDucXk/XCqML1Xe9613bN3s+/elPbxczbh75IcW3v/3t27eTPYv7dpa+Z2lsnBV99D1DHz806RncH/zgB7e1NyveFDphO/H/zM/8zMWrX/3qi/vvv3/7MOA6fWjDVusNjL3OXk+MLris6Gvc9F31q/l0Bp9Vv9IGp1U+e7+mWPqJ+bR/+XEGl7BWNS6HrS0rxq9VPjBWefBBjGCtxErfM3DwUYtX6vGZXPIpnayPWhir8Q5HrKZW7rqAX82d+JyBA8sytbicpXF4Ez5XNV7RJx4rMeeD/qvawMEHzorlk/WK6e+N8Wrt0r9lhU8YK36FscJD373GUz7ytjpsvWL8Yq2nWHu/VjH0n2pT3+I19SuN03nq055P21OsNJ72b/y0WdX4jLq113nFr3xawUjfVb/gwJjm3t4HGCtxglWNWMXJL+spVn1XNeZX2ky5wGBn5E4Y1ivGl1VtYKzy4EM41pappc0KhrHPqhXX+XHqjW5EI2s9tXBaT3H0UwRWT2bxqKBM+YRjvWL694ZpihWXVW34EcaUC4yVvvrvLd/2+45un4mxiqV/Gh/1Y99+lQcsn0h6VIN/D/7Qhz70jW+dvOxlL9u+lfyqV73q4oUvfOGNvqUdH+uphaH/GTgTDP8a5Zvs//iP/3jhBzj9K5ltn3S6wf3iF794u/F/6/Lb2a95zWu2b7z3L3jX+Z1PZ9Wb1dzBZxWj+IR1nd833ReG9aqdoXHarPLRf79MLhxWOaTnnscq5qrGOO35xHGyxqV4TfrrE5dp//qFs6LvGRh7n8KL45F1fVf13fM5Mv51bXFa5ZNf1iu257KCdRaffFnl0pwKb7Le+3QWn1Uc/fm2YmGscDF+OKtc4JzF5W6aV6t+rfYvLuG0bv/R9Wr/xoPDWrf/6Do+KzhhHB37avtwWl89ftPX9bdesXBgnIF1Bpc9pwme/qvzOz3OPD9MfKlPmqz6dZY2eK1ygZFf1iu292uKFRd+rVpYUy6Nf0b+FadVLvqHFb+j63Q52u9q+3BaXz1+09f1t16xPc4q1lUep97oDnzyBr2+rWG0tG+yDmOFU31bT3jocwaXcHyKssJnz2UFB5+4rOCs9MVhb/m233dkW/8zPqWKx6pv8TkDZ4qhOPtwxb9seebzQw89tH1j2Td73Mx97nOfe/GiF73o4od/+Idv9AyrfCp3jsRn3xZOPrXeH7/pdjg3xfCvVfSwdqP7K1/5ysUnPvGJi7/7u7/b/h3Nv/K4me2RFs95znO2R7h87/d+78UDDzxwI0rxuVHj2zQKo1y+TbM77oazGieDxMd6xc7CwYFfbMopLisYG4EdhymXPYfVC4X8ah3HyTqNJ33rUw6vYuXPGRrHbbo+g4uxw5nyCGNV43jAWdE3PqsYe5wVrPq2XtF59ds8Z/m092HFL31b9pjT7RUuadO37Vaw8uluqDdpueJP2uRXmJN1GK0nGHs+0/77fqtc4rPHnGzHo/UEQ59qMZwVW+3f2Kv+7HHanq7P4pLGZ81x/qzqvdo/Tc/Q6CyMdI7bZH0WF2OvYq323/tPG3grlr6rOPnVespptX/j3k04xQmnFcunM3BWeOi753IGn1WM8jitV/3b9/+2yzfEa7fhd2ieoeSZL54J+13f9V3bM7Qmz21x88izWjzfybN1Js+h4ZbFcyfdiLNMuMCIi7XHD0wDShu+ebYYLi7IjxoOdPY8GzfS6DN5hpFv5roZ50al/pMH0eOexvyBAeuoPjA8qyqbPr9Sf8+r4lvPIZw8ewiG5yDBwWWqjVh5PhQOlslz6dxMxcW3g2F4vufUaExrBkdBuan50Qw/XPDLv/zLFx7P4VvLz3zmM7cfVHzjG9948drXvvbQ88rMbXlMY1xWnn1KY8afiT5pjI/cfbT809ZNf99m/4d/+IftxyV9i1t8+OJ540960pO2m/5veMMbLp761KduP8R5U521K/dgmuPTmyP4wFJ36OvZk5O5yWePX1GH4RzJm/ze11E1kE5HucCC48MWMfD8QHNiwkd/+sCisbp1FAeG/s53MNSJyW9BNCedq1brqHmVTeeU/uaU3Fmpo/yC4cdK5J5z8FGNcel8RxvLRGM4+PSDgrSZnKvgiHl2tI7Wz9r51xzHRR7jc9RoQ2NzSqxoPDHnKvmHg2XynNp9HRXnCUbc1Szzi4n35FqJLuY4jdUbnCY1pzpKI/pOzuNd0/ZjYzDk8lGrbuEkn32QOjW6wBPvaR2lCZ3lMi5wJhoXK3iuaSe1S/5ZPKNbf3kz0Ziu+3k1/Q0ROPKYT+rEisYwXJeaU3yaaCxn1HXnKVzofNTK40cuf8RZDvutETiTul4tNrddW0x8ojFdxIs2sCa1Qv7SmE3npr4wXGerEzSe1OPmk7W56dpiap2raGJOTOJkbLWCRtVivh01GHKQ0WWijb5ddxXryf0Bedw1Dk2mz/PHB466w3CZaCN/5Q591NFJDhv/zDoqd8wFeTOZm+IkZ/hG78c//vFjHFxo3PuGCR/6WlbqaOcGMTcXOnfS/ojBsbgeUD9XriO7d0ITnCbanFVHOz+kjzk+4bOvozSenKvS2ONDzSfv66f1z++Q6YuHWjGZ4/h4f2ZOOFfBmMxzGOY5W6mj5pP7iHyi8aQew8BH3Omzcs1vLqgZvcebaHy7OXj8bHU7pMv9iHXBQrRJEMETjPCK7BSjyYUPjBUcfV0cTi8wk6yE4lv8OnbTtX744EKnKY5Y8QnGVBucje9ECMMy4aPPZJJdpxld8KAx3yaWLysYxoWTxlMutMGDTTG2zpd/aKzYspvEya9lO0l4DIfnTiv2Xiv0t27dunCDux9S5OsR44scVNhW/NK33LmJT9dxhHHdnKSVEwqfXUz4tW7bTg4f/ehHt23F+WlPe9pWqxR5N7b9YNQznvGMi6c85SmjGxG0VCuscVvxC4Y5sXLSwKGbBlMudMelHJzi6GdOiQ28FRwx5xdtJjj6OEeZD/xqnl6XY4+2r7HPqKNifYbJP7rwSfynBqM3BPl5FKv5CUvMp1a8rFdwyj88pj7p2zl8RWOa0McFp+2p8QOPFY2LE6wVXfgg/46cq67zW4zPqKM04Y/1VGP96dP1yVQf/cRp2n+vExwa4zXFozGf9Le9giNWOK3MTePjU8z2/t50GwYedHF9MjU4zgurMU+PbqJNNaaJc4w13yamH23c4IZje8qna2P9pxj6NcfpNPWrGNEkvSf66Nt5fMpFP9p2jTPhUZ+ujWFONYYlzuXOFGefK/ybmvH3uTPBgZHGU38aV/5VJ6Yxx6W4r/CRf6t11PhwVutNOHxb8UnfrrlsT7Ga1yt+GVsew7Cexjsf4ODV63LqyHrff4qj3xl1lB57faZ8+FQdLW5HNNG2seHY7vVRHO192Kg/Lisx71ppZU7s8w7O1PiTxis+VW9W9OUDv9TRFW1up8Wp3+i+3SD39p+ngDe0Pu3yKYqbLJJjWgjOY/XYQvKpuk+oLGn82PLwZt587nOf2x5T4ocVfXvZt7oVNY/ieNaznnXx8z//89uN3Mm3ytxA7tNfF+Nw7zZTdH36+vWvf337BvvDDz+8PabEN9o/9alPbW9inSh+8Ad/cPsWtxvbnk/uTaD/aPlWWznsGxX0pfPqyehb7dO98f//U6DznQsg57revP//p8Q3z2PXFb7pRF+LN5b37DwF6Ot84ptO8rebseeNcA+Jvhbfona+s6y8Ebyn6D0FvhUKqBW9B1GLXWPes3MVUCdcF9Oa+TD+np2rgA9q5LHrN3r71vK99x/nagzNf0ow2t67Nt6kuPfn/0EFvP9QJ1yzyePpzffrXD/1RrcLTP/G7Rm+z3ve87bCNpl4TkCW/s3zcY973HXc77iPaF/96le3T2PcjJtwqVjj4qbX05/+9DuOe7sGHveg8Pv3GzdQvdk5at4o+dfMv//7v99+5I42k5M0HLHCw5vaR3tcw504fu1rX9suxnyz0ZuLoyczGtMm8+iHoxj1pQ3fcOEXPkdN/vrmLn3k8ROf+MSjEFt7H0b4VjQecm/yL4huCMPBB8aUC0K+kWxOMN86vu5NIL6eOf2bv/mb2/OmPa5Ezvrm9pOf/OSLX/mVX9n+PcVFi9xxIe7DlqPmZjF9xatvPx/F0N5FFAyGyxOe8IRt+8gfF7vqjfplm86ete1HN9/73vduj2ox/41lnvD9p3/6p7dHt8iPW5ffbjc2699o5SAuk5oTF2PSfaIvLh5FIG98G99NeB9QHDVz0w1zzyCXM+bVZG5WR8Wcf/ya2iOX/zYtTubC9IM+fMQblm/hy+WJX+aU/3j47u/+7m1eeLTV1GjsvwKcH6Z11H8b8M2ywkUdcL6DMa2jOKhdPiBLn8nFy7//+79vvwmAixq6kjs+tHLedd60nvBxruIbM8eb+0fjbn77931cxJvOR81/mvRv5fSZ/uugfw32GwP0hXH//fcfpbLVRznDJ+cWMZ+a/FN3WLE6iqXO0Ecd9F83153vboKppvPLWv2fPMpCf/Xmwx/+8KbtfffdN4qVuufcwi/bzslTE3PXA85R8m+Sx64N8DFHcZnkMP7qBBw6+ZabD4uPWo9G+MAHPrCd71yry+WjdZ0mYoWPHPLbGlP7l3/5l21+mgvTc1XXgM41cCbX+/jzx49my18xp/NRcw0k5t5/mAtqsXPnpI66zlaDLa4rJhj4u/5Tc+SfOT6Z566T5CDzXnGijb5y0LUtbegyiZVzuGtwdcu15kte8hLQI3P9Lv/Nb3GfaGNgnPBxDVjMjhJSb+Qg49f0XCUHacwni9w5amq56zZ5Y16+6lWvOgrxjfZqnznKcJlc86s38k9d936CXxPrPGUt9yba0Ne513/w6j+pxbjDgaHm8O/Nb37zxKXtWuuRy+t0Gqs3R+t5g+pPF3y+53u+ZzzH5bFa7MtMYm0+TMw1pGt+c2F6zwPGF7/4xe3crX66zpnWUddcfHNtMq2jNHbOdN7z/kwdnJi5AEMtdk0xqaPGpY95Lkbm1TR33A+gifMCfaYxd83vPTAMdcdy1NRi9YupofJnYmLlPKO/c9WkHsPAx3mPPvJ4av5L3rWFmLt2m8b8uvHn33u/Bk1SKZCcNmFciBPQJ9JEcFyhIY7tTBsB14ajguiEqDgyxYTTktRFqOOww7DfZJB8LtYdw8GE09bE168TvXEUYYt2e4PjOKzaCKQTEDwXRJ1g4wsDPsPJcf7g7TVN8OAP3/OD39roa8lffSww8AiHX3QxnmOKgT7aeA0XPg1xZ/Tg/34y6GOBpb0lvtob+7o44dFYuNDDAoePxlfYtLHYh0cXkI7jwm/HGa4W+mYmXBrbhx8MGuHGaG+RW/alH79o7Zixy7/6Oq59i3aNZZ9x6AX7FOgAAEAASURBVGtMfNP4qn7waMD4pK02thkOljSmE43Lr8YyDixmXxrTJ43NJby15Y9ii7cx4fKThl5bcDAOv5h+adxYdDMWPCbeLia8gXEz6Etf+tK2z7zzA4rPf/7zt5OoPvBc9MZFm+adY/TjC8MH1/38dXyvsW1zrJOiPnTjfxrnV77DxlnfcgcH4/CbfnzGx8JgsPjSCb4YO8kr+rR28ct/N7Ts10ZOKuIWF/vPfvaztwsdN4bgyHWx0NcaLxrb35smOPwqF3Ep3nJDW21gaCd/1BuxpDUd6covYxTLtOFX+cenFvtoAJcfXuvjuDEdC8M41RLHtOELrWmjnTynNT64lH/8yar5tTGGOFls55dYwYLReGHg0ZyhizZ4mAte61u86WifhXZ7g1FO0Mw4tIUDjy6w04/GfMYTHp9xLL/249AEBr/00ybf6Uy/fIsTPsUdllhacGreyCvaaVt/WHuTF45b+KSdeQTDks/WXvMHRnlTG+PA2mvDH235IN6O1Ua/fR3FCUY+eZ3GfEofOjbHYaRZfIyVxto2Dgyv+UcneMbSXt9ipX3WfKENjeWpdnIDV+Psz1VX42Q8+HymHzM2nHjbJ2dwsRgfR/xst6hFxsSpfTAsfHPcMb5YM9v7WoEPX9QS246nK+64wWH7C1ZjaGthaSxHacBwuE5jfuONM+34Dsf4rPMdTMctxktjuWgcvPVxnD6WDIf0s68Yw5FDjCYWsWDiudfGPjgW8Wgu7Ouobf3hlDfFk38MRxj8sm0/beW6RXt9aVIb/WiHU3z11S7ftdEXlr7lUFyMmTbmqP4W1vkOnn4WvhgTPxqXo/roT0N4YehbjtmHp+NqF97izB9x0E5/++XX3rSzNKfgxAUfXIyPszHxi7O2xm5JP+2Moz8+eMkxPtEvvrRLX5z0ox896YezNnDw01YOwalN2ojF3sLRTxsLv+C1zW/6GJdP8YTDz8bRDn/jy9HyxvmOLjC0oa92ju8N1+IAl1+dY9IYNix+04c/+QYLBl/45TicchhG2ukv3l7rDyeNi5MaaZvxpzwul+mkL5/Ey1gwjMM/1njGii8NqxNxdRxOfl9XR7WlNWwa8kucjeea1DF+79vsueDDb8dhGctxGHxi9GM0zhw3pkWftIPDP/v4Uy7rx0fH+AQTX/rZrz2zxhcXC+3EnKbG8lr8cYmX3NPGkulrHAszhrHKL9pqg6/FuMXJdos2xhHLfOW7hX/64qKdWMIw1t4nPsNQixnsNIbRPuvqgG1cmxdew4fT/IRDX3GCwz88HM+/tKGf/i247OeLdnHmp9oVjj6wYew11p++NGCO4UIbbZm5Cw8WXyx8x53BrgbAK97Gx4l/cREDWsKLD7x8csy53mtGE2PREZYx6VKt0AZ+Y+qHg3HShh8w9LfW37H0s40L3+nX2NZwxEsbx2DQB2dc1Qra8V97GMaDlz7FUbt45pP25nj1USy0sfBrb3C0w4d+xhEn7eDRWD9+4cbS2Dj4tVy9ZoUDgz/iDAMX7WHy2Tqz/6o29LHAYfwyF9IPXxg0zODQpZjgacGbDxb+4aIN3R3HJ32t6WLepF85ml/OVfyyaOM4LrDDwenq3DSW3Etj2+VO/dQy2y0wmsMwxYomLfbRSTs+8RGXYuV4lsba4kJDvpsX9tG42pVW2sXtapxoHw4+fMGPD+JAHzjXzU9tjWk8xy301RdW739xFg8c6Ew7awYbhvxiMPhSnOzD2VIbOI5rm8a4NB9s22+c4qQtjbURC2PiYF9zs3HkKF5e608jPhUjY9MFDnPcsXyyz7H4eF2c8HKML3ieaaff6JYYkksgiVQRIF5BKJheE8ynhiUpYUwQSSmogsB5xwksyRWpAgCDKG5iO14bgltgVTAEoOJHXDzwzGD1DTaBKAA+sZWcfLPtEwe8+cRXXAVSf4uTzz6B4fgkR0LYFnj9GT58xFGbMOzDN/281pdPeCtATb60oQP9agOfHxYJyuDjoY01H/CBR+cmQhj5ha+CD0c7fI2v2NO4hIaHz14/frE08w0tGF4XbzgZ/fIbX/wc53/6VGiMxdJPboiJ1+KFvzb62bePFU35zS98tOW3/sbCj9Z0uqqf47WhWX7rY4Gz17iTS23xoZ82aWyfG1zphx995Ki5YFt/nK3TD0c4Xst/2sOxto9+jtMQJsOHznKMiaHHk/zxH//xhW/oP3J505suPs1//etff/Hggw9ujyvBhcY0ESPcYTTvmlP2x0esFHyW3zQ2h/WzLUf2F2344m0JR4zw5jujH97ljhjgVDzpRTcLjBb60cbYeOLsmy8+teW3R7b4xggOTE2wvOxlL9u+xe0bXn6Ik0/lhbFo0rc75FpzWzt+GwvX8hIfXHFuTtHEJ740wYsujvPZEl8xkH98gKM/nWlgH5/pA8M+OsLCxXHmWBrBKF8cNxZ8PtEhDeEUB7j4wtEORmaOx0cfXKqjfOCjmp1fnTfspxUsXM0FOPrg6rixvJbLFvrQmubG0iaDVZz4t8cpf9QE4xuHbzDlFb/g4VLOGAtG44induIBw3h00YeOxhBLC7OfT81PnGmrvzHhWvgTH7jGwHNvchIWztrQR4xxYDDkJ+72dRx/ry2Om79pnF/4iG0+4a2NPjgbh07hOOa8yHcmd9QKPlmaC+Y405d2sOLDD1zFi8FOF1rC5ANNjSOe+stP+/Z85B+/YGqTftrC4pfcq9bu48RXC3w5as2MrT/euDH5YFz+2Ue/vTaO8QcXC+OvNs0rr8VB/73GxuGz/Tjrj28Y5kH5xx9tYKWxfmlMA6/phquF/0z+iRGf4Yg7PeBpr185Dj99YNBGO8fh8ItO+tHe2qKPOQBXW6+ZeKuB1vbxN41xZjSh41VtcC3m+uMiHuWJeoOLcdUEumhjgV1u2uaDJQzj8ru5SWvj2cfEVHuc4dDM4rX9fIfFd4YDLDzliLyWW9qJg+NpGC4sx8MsLjSGwWw7RxtLO/tpLO5eW+DLL/p5zQ/+mJ98N0ZjwikH6Kd9BoOGfNKPtsbPN9u0lxcwxYZP4ol7Y+Ajl9MGX3yqw3KsHNUHJq75XB7zG05t4NCVxnywrSYxY+KAa9rkl/cfcHA2Bs75wk+5A8dxBmN/HYmPWMIwNv7G0g8H/OloP6uN/VfPVTC6ftGexnznmzyLozWN+F7e4MXE2QILNwuf9RcL46ojeBQD4+BqjStcmlVL7NM/HsaEiz888w6mfbSnX/7CESuc4eCJh5g3Tv1xgkE/GM1va23yzev0g4NPfPWnjfHFc8/FMWN07aENv+mTfjhpZ45bMzHQVj4YG0Ya8kk7PPhlMS6u5lM+6ktDS37pRxtt6UM7funvmD647WPF1xbcjI+LWO310w8nOOIMnw/Gsq84xcUajuPWXmsvxsWdxvqqBcbd+2Sbr+Um/bSBU7ytGVz7xTTDle94GcNYaYi/feWwto7bjwsc49JFHNVaXIxvDUd75jh/5BgOFjly9X0pDO0YHNoaR24xXMsd20wbeOYeH8WRfrgzXMxvXCx8xdn42lpg8MmaT/Cae8aBYcl3uPjRBOd0LB58114bx81xGnjdOapa4pj+FmPijaN2Fpz1tYhluLAcS2c4xuIb/o7x0bzjl/Z8MYaxtGH0LQfxN47zkDZe++8N185yCw5uNNOGwWWOq9nG1S+NrfHii/HxpTHrmDHTGF41EEd1gN94O2acYmGNS3UUJv3s90OcV7VJ4/Idj9rAoaHzTD7Bcc3PJwv+2li0sfDNmPyTf3yhO+72W+jSuYo25kEaaw+bxvBorI0x5DGc+MQVL7ja0AcHGjnuWHNcX1y0tW2BL97yD66x9ueqdAiLX/bRrrkJj/kCGhzzgqaOGw8XPtlvzWzbX37CuBonxyxw+OQ4XHzlBC5iRmf5oI3j/MCDb/KDn/yin3YWPMxxpp02/OoaCB/4/IbBjFO9yfftwOUfGutjEQPjpTGOjlsbVxu+t4h/XPlGG/2NYTw4fOK/vMGLOc6XxtMPX2tjGYd+2vDNa8YffGjE5LGYO44HbWGcaeeincnsHtY9Be4pcLoCClaFWOH0b1y///u/v93c/Zu/+ZutMClAD17e2H7DG96wPe7i5S9/+Va49FOwFMH/F02RV4AVU8Xdv5+9733v2x5v9PGPf3w7KdpPF/8i7DnkP/IjP7L9G7STaCccvivgsJwEnADu2T0F7ilwT4F7CtxT4J4C9xS4p8A9Be4pcE+BewrcU+CeAvcUuKfAt1aBU290uxHmZpIbSe7YW3xCYB9z3CcCfargDn433Wrj0wJt3NV3E0l/N5i0C99rN+P0t7jR5HUY1voxn0jgoQ/s2vjEQB+frmaw7HMDi+3bGNtNMO371EKbPoHAVX/muP1MPzj80d+NwnSpDf54aROGNb74wNAGDr/g+OSoT3u0c1w723zd+6Df3mC4mQcHB3rDShs418XJvrC01YcePl3DE3/79mNf1Vi/juOELz40yby2P9PecZzpkjb7Nvw3fp+o2aYDPoxPxvYpWhjW/Eljx41NE9o47ph9e4PrZq+l2Bi/GGirj5xwQxTPcNJPv7jtc4fG+QXPNs7a4MUvGPqzfVuv7Xe8/fbRD59816ZPBj0/99Of/vT2jWafrHnOoefOvuY1r9keV+JZZvGkRxhwbTuW39b8xBFf41hwadtaH77YXw7q41hWHIqnY+JjyeAYp9wpfvzVHj4c+70WL3if//znt09X+e5HJT2ixKeSOPm0201u39j2DDaPbPGNG3lO12JlXd7g41gam+O0lCfiyYxPn/I4fRxvPuCJczGmt+3ahGFc2psP9rU/P41HG+0sxjIGLG0yx3DCnZU3xdNrPsA3x40JA8dwbOPJtMtoWRtj84G22ohBdbQ2xsLH/gyGfQwnrx33zQGx7JsJODBYxtpj4KZfbeDY1sY2LD6Ji/74WfD12jgMPwvTr3HEGkc6waCRY9qw5kfjw8YnLGNog6c5aVwY+zbXaQPbuHscY/AFlkU+7sfteDkchrFYfsEQI9xwaS5qg7/9+3GMBdviOMNLX6998k8bS2a/17jER5/80U4butLYGI4Zg144MOtild/2X9XGazH37QI4cgeOWLF9nPY+GC+jEz6W7Ko28GjDJ4aTfnscOmtj/lpsw8GhsflFn8559qevbRj6qDPaqqNXuRk/jDTWFkfrzLiPprHx6Lf3yz46WjPHjYEPbo5pb6zalGf7fdq1H47X/MK7uec1fAYLfn4V871PYYq3/cx2eeI1DK/h4W1t0deaWdOGrtrQOG611w6OcXBsP31hZXyEZV5pC9Px4uC4vlfH1xZXVu7T1Tev+G67vNBGe3wcYzD1j5t9xuSH+UnjcPVlOOBDM/0zGNrYB0M/42tfHvPLsf24tCu37a+/NUsXuZPG+OGtDXzx1o7xrfHTRptwaOw1Lvhqy/DV9zq/tGfaw+GXcwNOtu2LD23s41c6O55+2tk2jnnFJ9t8woHt22w7Lv/AcnzfxrY4ac8v27SAn5bNDbyYY2F4rR0t4PNJfzmiXz5pb395qE/HYLDmi/36ek2HfWyKV/ropz18x5gx9KEH3YtdnLWzvcfAXb99G/3oWo3seiA9jEuLqzjpYxy5QRtxKk+85hvTxtj4incxNzY+e43S2DW/bTlhgdtYaQjTwvDFiaWH1/Uxdty00d6x+tjea6MNndK41ziljT7GuqqNfmnMN6aN9nSGySevGV75RBv77YubNvaJNY21YbhYwrFPG/yKZ3mT79oai26uKYxhwYcvLG281r4lDG1opR0/zSlt+Oi17drgGq79ttNPG6/5QBN1gvEBH7bPv23H5R845YR9YRrf3MTTHIdjW3s4/LamjX3tt870oQ3eXQ+UO7WDY0waMNs0DJMGfGIw9DfHtElDfa+O77W+tbHNT3rBwYmPxQe+sfFh+7kQN1i2zWu5I1bNcfgMhr44svzUL7/gGNf42tPQdtrUr9jmX5qESX+xMR6fYJSzjmlnTPrlg7b246sNs62f/a5HbfNr3wZOfjW+NY7h8MU48bWfnvoyrx3DE5aFaZN+tLFNv663bON0XRtxjI9xLF5btKepccWLDnAybfZc8MmHMPCBwcwHGOWRY8yYcPVl+cXX2jimH13VCq9t1wbHMNImHxxj5arxmrP6yAEaGksf7b22lltMn/jZry1djUXnNG4MOPrArv7pb18Ghx7VLPvxsWRw9hjGM/Y+b7TB1zH5Z9txS/rVp3jpY+m48WgiH8Tagq/Y5bc2MI2jrTUTA0tWP6/55vxJnzPtm/JjlG4guUFEcI4eNUXE4qv+hPYvRRMThMfqj1F6zIIfKaFNheGIRv7Ngr6SXBKuJBaNTUD/AiqBTYgjZgLcTT9GKX/d+PRvL4+lH6P070m0Fh+PKfnMZz5z8Ud/9EfbD4aYK/5d6S1vecvFC17wgouf/Mmf3E5c+8JWTN30tPg3NCe3fdGqzZ3WHhVC3/+bP0bpRqKc57MfAXGD3/h854eb23608Y1vfOPFi170ou153PuTyJ18clzeVL/8GMe0/jkB0cePr+xPdjfhUBv/BoWP5437wcW74cco5aCT4soPCj7yyCPbxYLnpdPmuhxNg9utzQMaw1r9MUo/WuoDIecq/1o4tX6YBsa0jspxvllWuPz3y2fTu0BU050fJnMcBzfk1FMfHtHHxdpRkzMPPfTQ5o8atZI7fpiGL86b5vyEz2P5xyi9GXAtcO/HKP9XlpoHLr6taeO8d9T0V28+9KEPbdr6QNl8OGreBPWvwbbhTM053LnPOcqcmNRRtRwfcxQXtWJi6gScbhL6cPmoeWOMz/vf//6tpp/xY5QwV+rN3fhjlGqoOLlmP2reiNL43o9RXq+cfDnrxyhd/6kRKz9G6frG9b45rm7tb0Jc78H1e11XuJ68236M0jl8UivU8n6MkiYPPvjg9Y7fYK/a141u10uTa37nBjXQ4wRu3bo1ut5CtfOUtfsC+Bw1c9zNuLN+jNJ/zqrtqz9Gqe74scWj9xfyX4zocjf9GOWXv/zlbY57LzPxyzW2H6PsZurKj1HSRf7d9xj8MUrvE/k10Vj+uFfQDVk46s7E1HT3IGDgNHlvrxarX8z5wX3WiZkPd9OPUX7kIx/Z6qj3IGf/GOWpN7pdNCuQCqVib/JNEqs36rBcfE8uwAu8YFYEJlzg4ONNRTfEwj665g8s/uAy4UNbN9I808YFK50nk4UvfMKBPpapnaExbbLpxZj+cPgGY6qxkzKfnFhNuumbN7HGJx6TPG4uFKsVbVyQfeELX7hQULwZdOGqaHqDqrD8xE/8xMVzn/vc7eJI8bxdfpY7K3nsgoO+ctlYkzdd4t3ctM2u6uOk4uTyp3/6pxf//M//vN309UbEPNLXzW0nnVe84hUXL3zhC7/x7W3zCtbReSFOxawc/J/Mbv5X/zQ2t28Xhzsh0lceu3ihr5PiBAsfOPyZ5HA84VQDpxcKsMSOTfXdOl/+oTEsGh+Ncxj8oXM3TVf0OaOOyr9shUtxWpnjeJyhcec7GlumF3b40NgcWMkd2mRwpiZWlrhM5iZ9LeaWWE3z2DxQJ+lrPkxuwuJg4VMaT7XZa1wOHsXChTb4rNTR9LWm72Re8YfGzkfy1weotJ5YPunLr6nlF58muWfcszQOZ0Xj5pMP6ehL5xWNcbFMMegj7jBW8o82FlhqxXSO4wGj+TTBiYsbunBoM8Ghjfkg7yyTOQWD7TX2epLLcodvjD9Tn2Dwa0Vj5yg3MqzlzeSDtc2Ryz+4sHyaaKM/feRPfk1w9Lew+GwvDv5pLuBgmeSOnHFzuRyc3CyP9j530qdjN12njfVKrdCfPtY0nmjTPCiPJxj8xsH7PDfw6e0/hSd5AwsXvFZqcbqI1xl1dOW6jU+sa35YE+OT93fp6pzX9lG8M+ooPhZYZ2jcfJrWYxp0zb9yreR8x/CQg1ON5Z4lLhOcfb1ZraPmVRgTjZtT5jpfpnlMW+8/+EZfebyCBW9vp97oLsmtiTYJ4p4cnLsBI053Ax8JpYh48z+9GXemP7DO0CVOZ6xX+SiMFaQ0nvJa5dK4Kzgumi0+lfTp7yc+8YmLz372s9scdRHtJu8znvGMi9e97nXb4zqOfos5jkfWCqw8prNvk1X4j2Dcrq0LKycmn1b6RpXlr/7qry68AfZtTIXUjRzfTvHNbd/GdYPfj0yeVWBX4pVfqxjlsBux9KXztJ6ucskn6zOwzsA4gwseneRpO9X3DC4wzrS7RePOdy56LatvdlZidKa+sO4WjeWwuklf125qxdT4xO4Wne8GjembxvJXPab11O5p/H8qR1+6uLlCXzrfDRrfDfmXWmdwgUHrznfTeQ6HTfvnk/UZfu3xVrZXubhuc31srRZPv2iTLtb3NP7fIyp/e59HG//ZfDfYau7kwxk4qxj69z6P3t5XruThKp+7SZszubgXlK4r12043dO4yPzva7WY0XlyQ3iPdpbGe8zp9llc4LDycMLH+w84vcdb1XnP4dQb3YqZxRtTF5qITh3ncEGYYnAUH/1XMODEZ0X8MM7gg9OK7bnAWdHnDI3xyVa47P1awYnLynrPBc6Uzx5ngvH1r3/94mtf+9rFO9/5zu1mr38l6xEAr33tay9+6qd+6sJjNm56QV2sJlxW9LxdX3z2XDwWxQ3t3/iN39gem8B//wHhIsDF1g/8wA9sN/Zf+cpXXjzwwAPbv/jt+99unJvsTxvrM2rFCsZN+N60zRlz3Fh0uVu0OYNLb0p9+iyHVm6snKExn7KVnE4bGCs4uJzhVz6trs/g8s3QmF8TneNifUasVvUtb+Cs1K78gjPRRT8WnzO4PFY1XtH3LI33OI+1PJY3K/lHG7Zau5oLxbv1/0S/2d8w3MDSf/Vbe0ZdjXecVjSGkU10qa91cbK9igVjxXBhd5vGcdrIDf7cTRqfkTthWK/kMSlhWFZjnsbf6hze+3Q3aJO+q1z49VjU+Ay/0rjcaw37qJ2hsQ/FGB691zvKQ/v8WskdGNmKLjDSxvYUK59grPil/zfL/ts7Lu0scN+k8Mxbz4T1fChOu+F91HxCBcs3MN1I8Gnr0SAQX1+PK3Dj3Q2ICRc4+PQIhJ5lPeFDGzfc9KXN5KaIx2p4ltLHP/7x7cYknyZ+pW+favvm8lErwT3Ly7dGFYBJEYDDJ75Z5M5RfXGH0zOQ6AsDn6PmER8Wj7hwc/SmN4CvjiNv+EUbOTjBER/fxsYHzk0/FfeNZlq+613v2h7b8Z73vOfCDV/fcrrv8lEdb3/727fncb/hDW+4ePzjH3/o277+5Y/O9KX5RGOPTeGTm9JiNf0WuTnuWaNubMvDv/7rv774wz/8w4s/+IM/uPAce49mgf/qV796+8b62972tou3vvWtFy972cs2HTzSAwatzHFaT/NP/I3nX8nMc/GeaCN2fJI7+JXLV/PrTq/55BndniEt/yZ+ORHKQbkj3uYDPkcNjvkg5jj1aIQj87x644Ma+sRlwkfM5bFv/fdfG0dx+MQfz9Zm+E2+GZRfzlW0ljOWI9o0vvyTPz4dn3AJx1wwR3GwTPKYxnjwyzlK7TmqMT7mkw/qzE01UB4ftTR+5PKZpTjh4/x7VGPjui4xtyzq1sQnfNQI1wT1n5zHcaCPOcUfc2JiNPG8SHjyx3+2HDU3v/SXO/Am9aYxYfALnjo6uVbih/mgjsZlEm/XSmqF+cAm53G1jy9+CNm8aD7k703X1S1ccFr5V2X60kgdo295eFMu2vELDzW5OE00xkNNl8fOVZPapXbC8fsjePXN+aN86MEn8xMf1/xHMWgDx/wWK+cYGBON1Ty1z3+mmd9y5ygf9UYeu07Cy2v6HDVznMb+IxAn9W/Cx7iu/dQJ/smdoz7B4ItrUTqXM5NaoU5YzFH9J9rQVN6Jkxz2elKPxUnNgkNjX0qZmnjDMDe6XjqKxQ+1gsadoyYam1PmE43ZRBv9aEsbeciv4u7YTU2caKNumecrv2ci/zpX8WlyrUQTGM575hR9J/PBfIJDZ+eKiTbmuDn5yOW1Eqt2bS8O/DG+nBErS7+1dsQvuQdHnNTRrkuOYERZzM0Fce+a/yiOeiNW/GkuTOINh19+v4bW4oTLUT704Q9Olq5z8vmma3zknvczXd9M5jhf5KB7J3RRRyc+mds0phFuk1pR7shj2ngvPdGYhh75ak7xTQ5OtOGHWiOXm1MTHPMbDp/4M9XGPHcOtqYzTkdN/e3cSZvJe7PG9B5P/sFpfnZsdX38LuCjjEgsCcpxAng9MQlBfCf8yQWHMSW5RTLAmN5Ig+HEyi9F0uujEzcNFFo4uPBxYvo7sX7uc5+7uHX5oxXdeD+KxScJxZfJZGs8etCFSfKJPvrw6wxTaOUNLtPc6YTojZfHW0xN/tOYTXNmPxfodCfT3vxTTBWNT37yk1sxcxNYofejcB5T4nnUtv0IxlEzN/nl5Dw5yRtPnOQNjacX8sXaxYKCzV/zwg2bbmC6gPWDLC9/+cu3G9t894iSLlJwEad8WpkLsNS95vm0/ukHQ+2a1glc+GReOSmqOTfJH/32pg8O3qQ0v/fHj2xXc/gGdzIn9JN7sCz7OB7hAoc+/ILj9VHTRw6Ww5MLBWPCsYi3/DNPJwZD/oU3wahPcwuXyYUUHDxoS2PzUB5N5pc40ZhN+m8dL//g49yAkw9apucHcwoWa729OPinGujCeZrHfIFjTvQm8CCNrbmaQ2Mxmvqkb3V06k/c1QhYDO7EaHNGHQ2Hxr0JPMonbXqz3gd9R3HEhi5ycHp+aUw4fDOn8JvMLRzkn9q1wmev8fSawvhwurFse2pp3HUp3Y+cr7S36F/NWfFLXaexOgp3YvRwzSWHp1yMTWe1gh62p3zMJzV4Or9pYOzyj3+TDxLg0LdYT8+/cOhBY35NNeaHnHFDA96K5ROdpnEyvvnAL79ZNKkTYcRnWkfhyBe5Yz31Sd80nsYJFyb/LGwaL/o6V9F4ZT4YHw7fpudg48tB9Wb6voEWcMTb9R8+YnWkhsJg+ulP42m84eBTHeXfxIwvVrTxvnWqsbFhwTGfVvwyF+iq9sGZaty1Em2mc5zG6aNWTP2qjk4/OEpf41ePp1xgyWGa0JaPEzP+/lwFb5I/9K2OTj7Iijs/aKP+TWsgDHkjB6cY8TEX+MamdTSsq+tTb3QLpEnCcUSniUW8cHL8KvGbvpYQituKcPpKUH6tGB4w+DbVxoTzDbk/+7M/u3jxi1+8PXJiwolPuJho0xsZjUtjF3YrGtPmDJMvaTwtSGE4uYrV1CoCCsCkoBm3OSX/boKB+6c+9amLD37wg9tNbp9Eulhx8f5DP/RDFy94wQu2bzc/9alPvRHedb6Ls3jRZqpx83tFY59Au8HtG9yf+cxntm8guNntJoLlx37sxy6e85znbM/fftaznnXbN0F7jacn+HSif/N8OsfpC8e8mmLgE46TmfyZmPHFGJeVugWnvDmjjtIY3lSf+PCLf1McfWm7MheKCy7eAObX5II1HlN/4lIOh9f+o+tyh09T01ed8EHCyhtk45d7K3xos6ovLrRdPVfB2McK7sTS2Dlm+gEATfAxH1b14ZMayKZYfDqjjsphOMVqoi8M2rh+g+P1xPYar+SwsfGxrOCcrbHcKe5H9aENPjRWS6d+pXHz6iiPffswcJnmcbnTuWqPf2QbB7lH35X807c4TXHwxoUm05vT+d4cX9HYPBArtuKTvmk8zb8w3Dy4yTV/Oly3FifXEd6DTPMPLn34ZT09P+w1nmqDCz9wkTfT3DlTY/lX7kw1pg2c5gQ/J0ZXOOIOc2K0gaPewFox/eWx67ep0bQ6OtXX2Gmzcm6AQ1cY1rSaGD8scNysXPGruXDGe1dYdJr6pV/6wJkaHFzkzwoOXZtTKxqbT2rxdE6lw16bKR8Y1ZsVbfYaT/3iQ/VmmjNpYy7wy/3IVawwW59+o5vj0wBG6sz1mVzOxJr66KLFyd2km9wImY57p36r2qz2vxO/yfGzOME5C+s6PxQFn4b5sUmPUXjf+963/Xu9bzY97WlPu3j+85+/PYvat5l96++MvDnLn6Pa+Dctjw7wWBLf3vbav7wokrB8+GP5vu/7vu1b3Pw9y+frtL9u35naXId/ZN9RfW+HfaZPq1ir/fMxbVbw9hgrOHF6LK7TaMW3MzAafzVOZ3KJ092wXtXlbB/i03qCf0aszsDA/SyciQ7f7D5n+HYGRjp/s/29Kf6ZPsG6GyyfWq9yWvVrtT/+Z/myqsW+/1mczsLZc5tuF6vWUxz9zvLrLC5xWvHpjL5n+HOWL3FpPfVvtf9+3DOwzsDYczpj+wxOZ2DwBc5ZWGdocwbGWT6docsZGGdoAuMsLmfpe51fp97o7iasT49XbqbpG9YKDod9yuXG8ApOXFY/McMDxgoXPsGh8Ypf+WR9Bp9Vv/hyhu01nvoVxuqHCWkMb8W/cK7zxw1en5h7NMlDDz20PTvRt7hx9+3H5z3vedtN7u///u+/+I7v+I7tk7KVTwHF6NH43DSG9Oib7nfSho8+lfXNZDfyPZbEM+r9FoCb+T5t9W9SHuPzohe96OKlL33p9k1uN/Zvavl0Jy53wjsDB4Zltd6E4Rs4K1jhWK+Y/vRd4WJ8GJZVPnGBM8XSjz9n8VnFwQfG6sXHGdqUK+nT66NrPqln6sUZuQNjGm/cz9AXTrmzwkVfyxl5s6rxngs+K5ZP6TTBCmM13uHwaepXGNVir6cW1rR//cJZ5aL/qsY40RbOVGMYuND4jPcgK/HGheXTisZXcaZYxWlFX1zCWY15+q7yOUPjuPBvxdIG3kqcuja2XrF4WK9Yfk19Mra+8TgDB1Z4R30zPm1bjvbftz/Dr3wxp1YtrBWNcVid32GUyyt+4bKqTXFa9QvOKkZaFKteT9a4nIGz92sld/Y4E3/qk8YrXGCdoQ0u6Ry/yfoMbWDwadX2XFY0Tt9VTuqE963WK3yu02XtLHoFEUGPSPBM3JWHiRPMxSqs6XNPCWXxCAM3/HCbmr4e/xDmFIcvMPg2TQqJAANWF/QTPsWKNnCmhotvzPa8Zq+Pmj4rzxraj+ffHuQNnxSmienPulk8wdDH+OXwVOPmgvy77t/2/dCgZ1L/6q/+6vboDs/ndsP3gQceuHj2s5998Yu/+ItbrsgX33727W+xn8QpHeiCz4rG4u3mNP9gPZrx76tf/er2Q5N/+7d/uz2j3vML5R1f3dj2DO5nPvOZF69//esP+7bXeDov499jgOBM8098xFrtgjGNFS6eq/3EJz5x02mCkx90lkNTfYxdHV3JPzjyxYc1Kzj8kL/8ks8TbfQRJ89NxanYlws3XTe2eK/UUePhcMYn42Lt39lotBJz2tJ4BYdPfjBXLb1TrXg0zencbzes5I4Y9UFCsXu0cW93jF+r56rOUfjQeGpwaEzf684zN8GlBQ4w6LtiOODEpvmHQ3UUxjRWcMwHNWeqcVz8Lobz3hQnjeXg6r934rBaR52faKN28XFVYz5N66jx9aWxD/WnOGksd6b+6GcxF6xxW8ljsaJxc2Iyt3BQb+gyxeGDvs55rr9sTzXCRf/pXKCBscUJlxWNcTCnGJypdc2/ojEuzpmw+LZinS/xmeaf8XEqXnhNTKzT2PbUxLw8nuaOGHftN/Un/vvr4ikWPeDwayVO/IKzUkf5gI96A2s6v/nhegsX83MFRx7jtKINv8yDlTrKBzkHw3oabzh8gWNOrPglj+G1lJdH1vri4TEUK3WUHulDa7gTw8FckH+2J2bscnA1d6rH8nAaK3z4U/5Nc4e+Z9RRftDYOQbmxGDwiU3j1LiuKVyP0ngVK8zW33b5Bum0/4fzxtg3Lz2PaSWYnLXAkqDTkz3XPK8PhkBOxIOBi2+NWivc08nrm7cwFABcJhPm61//+sUXv/jFi9/5nd+5+KVf+qXtm6vwjpqCRl+TDZdpoqcxDDzgHdUHBm2yLs56fWTt2798M/lwmRQTushlOLhMtYGBTzwmcXKRAEf+wVHg8PODpH5o8mMf+9j2y82f/exnt2MuKH70R390e3SHH11087fxaUxrBudonIqD5yhZ6BJ2x2665g99LeZ3xZK/OPrmtl9ddiP/4Ycf3n692ze56antrVu3tkeyeFP73Oc+d/twTc1xU/eopTGfaLKSf2IDzzynMX2OWrmHjxPRBMOYtC0H5d4k5mLBH3VUnOBM8gbOGXUUjvOLNT60mfKhDywaq19HcXAQb/9pgIvzzGSOixWsM85VcgYWa05tLw7+Mc/kDn+mcxwPGPSRe+rFUY3RFicY9BWnqV/4eMRTF2fT3Nk/b3IypwqF3BEv/kw11t+8KlbTcxUM+UdfXPh11M6so/tzlbk1uVaiidyhkeu2CQYNqqPw6DuZ4/RN4+oorY+aHM4nfdWuqVUr6DKpf8blEz7O586b0zlVrOBN57j8s/ihRHPKsqIxv/BxTTUxseqa33yi8yQHcaCPegFnGiv+qOtdt6mnR42++NBYfzGf8qkW00SsJucGGldHcZlqLH9pzOgz0UZfGGLeuWqCA6PrY9quzHHnTbrSRd2a5B+/8LFUi83zo6beyEFGl+m5Sg46B/MFD7lz1OSwvKE1faZz3LjmFE4Ml6k2ONGnOroBHvzDHxjWNJ5ow5c0ljOWlbmJD9+6IXvQpe16Vrxxch5nEz440GWljnb+FXNzQawn8YbDfGFLnFauI9UbRhOcJnZWHaWxJX34NomVOK3W0TTuPGNeTbjQ8z//8z+3vupx55mjOuNTHQ1jUo9h0IetnKvEybwSIzk8qcfmJD6w+DJ535CO3n/QiMbTOhrW1fWpN7qBl1zThNoThLWKcwZGnM7AWsVwo9sjG37v935vu9HtR/Yk6sRWuTTmGTgwsm91zHFpMXlX+JyhTbooKi4a/AijR5W85z3vufjEJz5x8a//+q9b4fM87vvuu+/i537u5y6e/OQnXzzpSU+q67a+GzWOII1dgLR89KMf3b7F7bnj8t2Jk+++dfid3/mdFy95yUsuXvGKV2x+3n///cEsrdNnJd4ROCPuqxj6t/BpclI90x9Y+LBVjVe12Uhc/jkD527zKd9W12dog8Mqjv5qXzmzmsc4hWX7qBVv/VZw9F/VBgZbxbnbNM4n68eSxr0h4NOKX+XgCgZtz7LV/IvHKo7+d5vGqz6dpQ2cM7nAW8m/s7ic5Rc+qz6dwQWPFvqunu9WYrQJ8l9/zojX3aIxl1xTxGdys/KqNl6van2GxnicgXMGxlkaF6dVfe8mbeJiveIXjbOVWgHjjJifhXMmF5xWNC7/VnHO1OZu4YLHGea6jYlTyxm4MI5/peRRRjbhkHVDqk+PJ8klqcIycd3hnxouMFomOLi0TD71aEyfwvAtLhNt9MHFjT+fpPBvcqN7ry9MnKZ2hsZ9QoXDxJ+4w+GbCxc+TTT2CWCfvH37t3/7+FMqscYnfVc05pNvcXv+9rvf/e7tcSUe5+ETXI8K+vEf//GLN77xjds3/H2z+Trba2xOTbSBa46nMYwJTvkLBxfLBz7wgYvPf/7z27PGPW+8Nk94whO2H9X0OJY3velN2838pzzlKZuLNMbHmk1qhb54WNhK/sUF5lTjuFjjMtGXH+Wwb1/5JoR/mT+Kla6+jWNOWY5i4ML4Qx+2orE8xisuEz7FHFYaT3D0V//E2vzGaWpn1NH0xWGFC7/EC8a0jtLYstdnorEPv/7jP/5ju6Zw/r1dfbuJ7vxKm2k9DgPOSh6LlaU8nvARo3K5WG0OHvwjRj5Apa/Ft6+OWjxwYiva0Bge+1bX0b3G0znOHxr7IWXa+pbm5FryTI3zy5xs2QQ/8CcMeVwdPdD9G033fk01bj55RJvznTox0RgpWPk2xYBTHjfHJ/UvHjh1noF91ODgQ9+WoxjiZHFtAUPMrSeGS3lHn6kV9+rEROPijcNKHaVN53E8Jn7p33sQ+rq+n9peY3GaaGPsszXGZaINLjTe+zXB0d+3aV3X4vK4xz0O9Mhg4cTKwaNA9IVhjn6r6ygeaUzbib7854s89s1cGvni1ST/4mK9os3ZdZQuK3OKP+XfNG9gyGNGW+e8icb6ixGN4jLBwQeGfIZDn4nBwEf/lgkOPuopX/JrgiNODM5KDp5dR8vBiU9pUw5P5nnxtmY0nprfWxN311v+w4bOZ9mc1TUMXPy4qeJi3o0oN+EmF4kSU2J53rCv+LvZODHi/9u//dv2psKFr5vvR+1/sHc3vdZ0Vb3/9/9N2CNcoBKQB+UZJQFEBQJI0EQSY2LUmPAKtGVH2yaa2JWGJsaYCI0jIQQSuFXkSUREo4igN6g5aMNEbdg9+1PyJdM6a19716jluYX/NZLatVbVmL85xm+MOeasWmvVLhn4xT+PSpgKf/ilGPlq/iQpKhxuAsJSDCbi5gGf+mnSmZ/HibdYd2FxtEDi2E9Dkm/7tm8bF2s/fzCxupiUe5P883M/OPgRp+nPMcTHDZrsmPw8DoZYP/XUUzdf/vKXbz772c9uN7tNbm4Aez61b3K/5S1v2W4AP+6nS/KvguR5SJPCJkbswZExpRhNOMavwuaRKxZDfkLjH0y62SKfjHsLI9/e9s1tjyT5ju/4js3HlUcTh9zhF3/4dVQUVz6xQ+761vhU8FL9YsuEG+3xgSMcTOoE+9UrGF/96le3XJnWURx7jIznnk4XUmsdldPPetazphRvecMm/J5ZdIj51772tS23Jj/x5IBxaI5xMapOrLl51EE48h6GvJnUUXmDa9vkZmU28ws/MMwR00WHHPSLExeSfDvqE3vMVW5eyb1uYGXn0f0//dM/bePJhz58aj49grPWUXGfYOhPvTE+jcvmiCN20BUjHOMIPzieiDHZDUIYk9wxJtnBJ7X4zM0Dcy88gp9J/q11VL2Zznfxi2vrpMkYt07T3uO3nv3sZ3/jQ5ujsWquMs94bQ0wlWqF3MPvhB9+WW+JF1sm8x37cYwf+aMWG59HRb7IYxyzxVqIX0drjtrJFn6x68xcZW0Cw5rWPD7lGIa1JJzpehS31lzyV01/3FrxLu5xLOZ+WapOWJfBOsoxfF/cwIkYqTcTDDjmKjXHWhG/k/WS8YQfgp8JN9rKP3NM15uTWMGQN/zC8Zkb3XIGr8Ylvyb5xy9jgT3WgMXM8SMCw0b4Nb3mlINyR96UO0fsoGtuwLE5GCdn5iq5B49M//+C3LOpyfKYXxOpjqpfcm86jxvj1sbaTzDYbn7CjRwU92kdVY/VLRz3K+VJreATjsVdvKdjnC/scf0xXRu3Rm/ND2viE56tR61BbdaAUzG+1UHXv9M6imP1y/jk03SMw3Av4EwdjWN5rGbxa8rxV77ylY1fOSN3JnOMuKg31kpsgTHBUSOMb4JftXQijXHtrbkmODDkjLojZ87MVeZNY1zM8TytgZe4uOqNbslpsLgpsgZyvRAs+VZjSj5755EnkAYwUWhXDAV0L9qG4xycJkSvFaQW4fWT3ooVRjr64peCLaDrp5LpwN+Lc2E5b4Oh0LJDgkuMdLS/z6/6ySZ2SQzHw6mvvT17/iQmfiU3PPswtL2E0/n26ZjISk5+6YuO82FtL77+x7kVQ/+4SRTIMByrn863X3EcgyNGCol4wzBY6iud2rdfcWAoJPLYZGYh79iev9qu+72O+ODYgsPAVZTWvi75la32zhcnz+L2Txnd6OajwvS85z3v5rWvfe32rGo3vBP2XupHkXWOWJBNOTY28VMhalzBvcun/KFjfIuRG9qeM24iMjG66a09G31Q9uj2Odyev+1b3BZ/+5tKdGGxhRhPbork+yVb6HXe6zD4xCac9EELvXTW/Xbw9s8eB5ZFECybRcd9+Vcf7WEY03IQJybV4rTq0NvLmn/Oyz84LRj2eUxnj7P3SRscwzCmjPO9DjsegsMeHKuBxtUERz8wcOTC7aHc7PsyN4gRv9QbOSx/kkvcOBfHnTcW3SBsLDxkjMPZ2wNPvWGXsR0ePedI++3N7R/nSDpiJf/oeY2fS/1sjZY/l3TUClt1VF2vP03h72WPQ0fMcdzNg/i7C8PxvY58wQ2/nLN/iC2w0tPG5iKHT+a75l86nddmlb1P9MxV9mStN94/BIceboxN9nTBdV+t0G7PjRyGIw/lMKy9jnZ7WXXYbDyVf6sPe/5WnD03jSnjky/q9V4n3h6HQ0fuqTtE7jwk/+iWH17LPbyoo+YPtuz9vmTPXkf+NR6cM8b3OpdwVt/5AsdcZ+51w8i6gA7R/j4M5+WNmJvz8N3F24oT3gb89T+rLfUFB4b3xgKf6GVH+3Dqo73z8kbN6cK29V9t6OxxnNvzJ1Y4Fi/xNnemcxfG3iccw8Exbs2de471vbcnf+ydi2PjnG+X5qrHYdQHHRh8cg0DP45XHa9XueSXWOEYN+aHvc4le+gkfJJ/6o0YkXC81n6P4Xgx8BoGjq1JfXgpj82d8Kql9C5hXbLX2ljNUo/5NeFGX/JG7TKmmsfz/ZItbFzt4ZcaaiPsad7bDtz+obOXFcM5OvIPx87pu9r+OHs6VxsY8sZ1lfEF17n0HuJTOuqEdmJtzjvKcX4ZB/xqfdP6xPn68nqVfe7IYX4R+WJs7nXW9r1edfQlB+UOn8Spm3vxR2cvlzDYAkf+nuHY+DYmCH7WefwSN2sstaFjbMJhjzFVPXaeXMJxfPWLD+yojmrTuKJLLuGs9jhfHVVvcANjr0NvL3sdc0trHDZd4jibVqxwslW7rht8gJnP9Gr/EHvWuUo93o/x+ltt8br+vGZLtbh1AI6O2gJHfzjG96V1pP72fsVN55zHLRvlDFyvH2dP59rnNxxjnC2TOgqHL3KZX+rNQ8b46hO/+FAdjXt1dG8v3VU6b59PsPjEn67rtaHj3F4cDycMOt0sNxbMM+zKNudXXe/JiuW9/owH3Jg7yZF5kz6MtY7KvYes+fe2sNd4wI3XRKzIJf+3E7d/9j6Lt7xhE1tws/Z1iZf62PfDFnHXRu24plz1Gd2KkZvc/lmiixwBUAx8E1PSc+BLX/rSVsw5ImiI80mfwuMmirv6Fi0ujhVt7ZzzrVVJ4ZhvE6wX9CYWBRDJ+kS6hRgck5kA2GDA048FgEnFJ2qkgLiRLZkNdv4Ioucht+DQ3gLaZGSCdbPOjQ4Bh8Envjvn4sp7Nnzxi1/ckpwen12gSHZ2Cy58vGUHftjJJzoluG+9uuH5v/7X/7r5yZ/8yRvPJ3bDk818jLtu/uHD9oIXvGBLQPjam1TZxRYJrgjwXfHXl28P46c4Scr8Fg/8i5ECAMd5/fu2Et/Z7bjNN0r1qy8F59GjR5vv3mtvQVccxKJY4kg7dsAQV7Y5xl/8POf2mdSOKa6e5cwufLKFnfTkH35tfC9WfBNPvtscf/rpp7dCpC/v5QF//FNHPurbI0Octzkm//hFpwWgeIuBHMpvOVN+6ZtPTXT5xXd244/fnlX9nve8Z/unk/rTz9ve9rabV7ziFTc/9VM/tcWH73KQLTbxhNONhnICx+yn08W2eBH5IOaw2EbP2MWPf2rJPsfdjKZjHFpo4s34lWMthntmOL/piBMMuSBn3vve926PJzGO/bNJ2LZy+UUvetHNq1/96q1/NuiXGP9wKsjGJY5wzF7n5UxjC7dyy8aW+DEW2ItL+ac9m9lAj894EQd6bKajNoUjv4wH8dSv8/jVZ7UCxzDkH8Ebf+2rAzDkGF2ToDjInfKVrzDKG8f1wRY42WPcPv/5z998cmzlRqz4gcvv/u7v/oaO/GtxgxuxqhbzT7z4ZAJiG77kt3qDI3hsEQMc6Td5dDvGxd1GpzrAb+K4HDUm+Oi88eKT8zVH+e5GA1+d9209tsgJtog1HbVW/tnwl4gpbvVjPOBCX8a58QSXH9UJPMLGjZg2xtmIQ7njmH7EEhb/tccfLPG2h8WffGMTjrKXXXDkIP74h3dbGGpP7c2tq8gJWPqmI3e+8IUvbPzRwwm/jVE+qQPs8box57z2OMYNbvHHR7kmt7Vnq/7KS7UWjljBEk+xULccYwuO2cVHfdiMcbmmLYzmPm3wh2fzNJ7gqtf575jz7OAbffHDixjkE9+NX/3hjy98N8blO8GxX2fRkRdrnKoT+sILjog4tT7xns18Nn7p6V/OWOOsHOMOP2yig0OPaGIXztnCDrH0vxXo4EUsnfc+HWMPD86r1+Wo/vRhXPq/HYk1BQz67DWG5aZ+8OcYHGNcDoo3HeMXL+yCjTv+sx0/bDDfwaBvvMhfY50+nMaCGHhfLWEzDMJeNRCPjomjNZW+4BD5hxv8sRdvcpRf6oljcIxPNVC+2MTBeTj8ECf1jc0w9NPNJP6wEYYc9R7v6g2b+Oa9nOCXOYo+m/Uj323eO64PHIsJ+9Rj/OIHhvMw7PVp/taHOIQLq1qrllQjcM0W5/mFFzmqHX/i0Hl+yB3j8tFtTOkYA8bM6nt1v3UbX9gMw0b0ISfEwrjDcWsGeYEXseZ3ddR44bO6kl/2fFe/bTDyXazEkh1w2K+tWqKOEHzyiT/8x6GckjP68lr/eJWj+LapAfoRd7gJ39kNCyf84juO9eV4OapffeCPrc7TM5fRa47BX9cpcpA9clwtkM/yD4fWkgmc+uI/fL6oTTgwhvmKH18EsMdl44rdRBzkHf7EDq46AMPGd23VUfbyid/4kxvawHX8pS996abvmHrELxzKRT7JBdzxy1ocH/rgV2NTjB/dxkr+wMG/9jbvbWoxrOYqfssLHLDfZvzyiy4ucNha3Ht1iI6Nb47JGeNTfhI4fFev9cdGtYTf6gn7HRcH85D3xCMD4dlgyC16bOGfY9YD7MYR/thjnpI7YlLNkT/0y53mIRziViz4nk9iVC3BlVqhHxtxTFt6Nrj6kBdy3nsxdy6b9c9OMS2P7cUSx2KJMxvfcWPDHX+c5yMMeaMfuvopR/HHtjjmG33HGpPmqsaif0CPo+KAV7aob/TZbFzipzzVFn/GCw6MS+OgOuq8TU0XM6/NZWokHmE6Jmce3eYoHH6pW/qBE8dskMNyi+Df2LQv152vBhrf8k9eiIENNv5s8PihPb/wx57qKI5xKQ/YymaYMNgsv6znvcYp/vALUyz5iz9zorFKx3yGH5t28OWWuFbb+F5f+rDBgMdmeaW9HINR/3CMG5hygl/igRt+4ca4Myb44Ly80Z/zBP9yVD3lh37YzG86bFBH6chnOuqNMc4/G5EL9MRCW7Fki/xiD39x43oSN4Rf5VYc8+3lL3/5Fjv9q6NiapOfcNiqbmnDHrGyJ4093Igrff7KK77DwTsb2OI8Pef5Diu/2GKukqt4wB+d5hB6ciZu+CqOrRfYwge8NM/gTs7gz7iTg+KHW7GQp2zkT3NiHOPPWLCHzWb2sgnn2uNfHdCvzRf1ei1H5RMdY5x/bDBv6k+/jrHHeXheqyPyi29xrH/XTMWVDnuMdThsxll1VOzkFT32XIqTfHFeP2LGFmMB//KLTexhs37057W+2GGzfjN+8dpaHDdw+I1n+YMLsWCTuLGHveUoP+GItXjBoCOOdFyXEr64tqDrNVw2sles5Jnj5pdynV9y0JpC7sDDmfkZzzDoyO/WrN6zVQ7yG6bzuMELHIIXec439hK2iKU8dAy/6qh6IvflC7/E6Fpy1W90M7qNwW1IJBLAMXvk0S0B0xEIyd/gEWxOI5YuMiWI4NWXY/Tsib0kU9AQ7BxM2PWDRMcEJoHnWATb60d/kkvy0IedDmyByx8YbNcuoZuOgaAPGOmURLDzSeLAtvGbDhzY2mer9/yKH6/xlZ9NVDCIvfPaGyww2SIuYdC5FCfH8jvO+WVQOO482/RJHGN/HMNll/PZw949X+t7ehUFWHghceM1HfawJf7Y0kYnjosDPVj6h9VpVM2HAABAAElEQVR5fYu1eNr441j2wvJeO+fqm1/xR0ff2seNWGtXXLTTPnu0IXJNnhn4H/rQh24+97nPfeNnohZ0L3vZy25+8Ad/8BsXOhVWhYPAZZstm/Gn7/hzXD/Zrx27OoYX/LC5HNXGxt4mcT4637iDAVPxhuE4/018T90+esVkqvD5FrdFhSJp8WPhY6HwAz/wA1vxsxgywWqPU1j69l4fXhN5i+OKvvP8LEdx4D3JfvsVg/1spmeCgcFHbb0mXvNVPQnHuZU/fcJQb8TPxOa9dtmrTRyz23E+NF6c15fxyRZ5aMLwvjFDRxwd1085xyfnsk+/csMGS3t+pc8v9pPa0NF/Ot7DwT8M+t6v3KSTPxvg7R+8sonQ15bNfMIjW/jBZkLX+/LYMX05RtgERzvc6g+Xax2Nv+qNdvKYjrb8TEdbr3GoH7Hyno6+HPO6GGvPV0LPa/2ww2KIndqwzzkYJI7jAiZ7ylFYdLSTO3jLp3TiZvUr7HDt2ciGaiCfHCP69Vo/bF51Vo71Sac2bLOtOmymU52A5Tx8/dhwIG+J8cmnOA1bDORC9ug7jHRgxDHM+ClW9nBJPmVP/IkF+9jMFu9xw6/48ZrEZ3yt9uibzXJYHwRO3HjPxpUbHLEvHbj6p+N15+nkh+P8Ml7kur60YaNzJB+cJ/IYx/hKx3HvcWyDwz9+wCd0tdPeQrMYOLZyoW82iwXRv/P2hH/O4VfNd44+vOzRL3vWvvHreDr0cWpMsZngpfjQ014c+F4OwsE90Td76Khb7PGaT9rCoANXe3Y7xhcY2WJPBzf6imNYzqUXbrniOBx9EO+d44O+nMODfVywV3zossPeho84DgM/eCY4rl/vYbJZHQ1DH2z0nrArDH5po3/7zotJGNvB2z9w02GTfounNYHXcOOYDlx5DC+/7OnYE7aJdfOVNnCct+EA5zBIeaz/+GMXfrVzYcXWPcd09LX3S3/6IHTqnz3swjHs/GJHtZ8tNrjsIdnceME7+2GkA0tfa02Hk442cOjzyXtjgk/FwXnH2Qs/H9gHxzliX87KYfrstc8n/dBhE33YndtAbv8UE++rFdrY4NWf/Mp3unDgO29jnzbWf87RX/mjww4YjW97/bOZ0OEvHeK8PMNNOnyA43h1C8dsseUjWzoPiy1wiH4I3unIB31pTw8Gocc+5+QNH21wqgN81QZGeVPMi529jd30tGWfY9nCP/3Aq+89f+zTrrU6HLbIi8SxPcdw2B2uPuiY8/TJR+ezJVzn2IsPtq46caPW0PFePzj1Oizv2R0/+l5zlB4fxAHHzuvLMXtCH6d02dKebv2wrXEWDh/1nY7XfO29vWPwOyZGOIZhXBF+2UhcGONs6pjz7CH4g8kHODY86Dsde+eJfuDatM0W57Qh8QOXfavv1YXyiQ82eISPcSxe9NlDJ3vwJ9622tlr23s6/GSDdS2bcLzyV+zEGxYpv7zmHxzt3JSj5zWb2LPq7Gs6H9Jhd1zAdD2qH36t3KQTH3yJX3vv8em1OMHQj3bpagu3fGQjfdzom6wcm8e9L//S0Z6fq1/60FdxoOM9jvRhwzk8Qs85+Yffas5dOuoxHT7udWCueQxf3/zVL8kvGGLlPBySffx0vvzRhk78sTmO5R/74diKlT5xX7/wYcLa86c/Y0bblWPvYehXWwJvxdCnc3SsKbRhj/lEW++JvTygy2Y49GAR7eno3xxOh48w9EGfDr8cF3dY3nc+HOedsxHcxYVjsNjXmMJz40wfztu0o1P+sVVf8cdedpQ72ei418R54xoGn7Rln/7SgekYPrIZV94TevTZ7IY5PGt2OteU/xx510T8OhZDK9gI4BBHHRfABp7jK8ERTo/DCIFTkBDtPULg2ZyDURDsBRK2TySc02ZNYuQK1F4cc47Y179AslmypgPfececI+zRXxh0vBbILpAlJoyCzX4cwQkDjnZshkHo4CW7+Rif8UOfr2wguLCtEn8WQfTgwUpPf+Hu45RfdLMjjhuk4kvYC99gIXDZ2XnHcMDXuHAMP/xI9Am7mDvuWLZ4zx4cN+jYb+MX0Xc6+mvLRnYRffuEyUQm/9iPrwQOHbbYiLZt6ekbdyYPvsHRLpvhxDk97R3Tl5vAbnS/733v2z418wmnTyJ90vWjP/qj2zOr95x6rz3h08ofvvXNjvJUP8WvNnuO4dgSNspR3BkPfISJV33b81Mb7+19KuqTQY9e+cQnPnHz9NNPb58mdp5PvpXgmx0/8RM/sbXHiziaoOxJ+PpIiq3Jg+iPn/ylHwdrvjkuBnwhdOBohxv4fMyvdOrfnmjP197DhGFMxYf32aiN43uOYZQT7GdP+Sb/5DQMOvqqX3jyz7GO169z2uDOJl5wYdFJipVzMJzzWh/e55P3xrh8wQ0dtpLa9n7Fzi/8s4Hv8oawRf/ZQ9f7Na+1K3bZpt26WOAnGwgd+mFsB2//OLbqeA2HGOviZNM+LuPcYiBusrV+cCFGzrPdeHBMfzgjcWxP4jVuYOHV8f99+003eSf+9nG652YDuv0DM5xyh93VNj7lN3yv2VcNoKefMNjMdjryRn6Vw/QIHDbTqR/HYcB3vvflsUUiH2EROvqSD2zJHrg258NZc0Yf7OAjPWKPd3av9sR7OtqJ+XqDhk3xk35x0i5OvSYw2OOiS1+kGug1m9m451gfcUyP72ypvsGw8Su/+RU/+tIGRtx4j0/zVLZor80q3otjHGvHL/tE341L5+I4m/UZL+Hkazi4ZEd5A4eP4pJPcL22T+qv9/rkl/6yiX31T0+b/Mp3x8qJ7Na//nBEf583vecTPRucXuuLjvbZwk9Y+Z2OGNMl2rOleLGRz9qKBU746Hw2O+/1yhcc7+tLH2xtHHnNR8fpEvqk9/barzp8hOEDAPVN3/iNN+cdc5G9imP5xFaY2QLLePfeufqF6zVu7NvSge9cF13eawOH3fT1iXM6ST6FQ0c7NuA4H/FBh8RtfIalHf10xKv+5bPxTKe+8LAf42Ibf/D1JTbdIGQXHZyRbNrPVTDoZOPKMSx24YIeHfywzWt74ly2OE+04ZebPPhuTIWhn2ykr13nwtBmPaYPbWDjJMHlOj9ok9900sURDHvY6ejPsT3HzucXTP3gWIxs7OAbHrKf/oqjf+1gwSDaaV9ti5/t5Nf/0HHehkcYbIwPamLjnDWFWMOx0WWPmHtvT4/Ysze/4gM2m7zXN4ykeMej4/RtCf+0M98R79lXjrAnbtjQBiNb4qdYWuuIk361J+zKJ9zk52qvY/rmjzmPaMO+cByjU430vhiHRVc74qYIn9jrWL7zj75z9NvC0JaOek7HXjz4WBs6Xq97r8PdTtz+KTbW/HGFHz4QuOwyxos3e/TvHIHpPd8dU7vwAsd7+rD5SNf5fHK817Bg6OdxcxXb2K1PbfXhfVj81hcc1670ccOPOBT/2sEg9to6TryWD/op7sbqmjv61Ze+48d5x4n+vNd/H9h4rU3xyab9XOU8nHxkh1rlvRvv+PU+jvVHhy18prff2Cg2/Fo/dKydtvqE61gCZ88NLPqujfORTv7gW7tVvKerHdGXfhxzznHcNBa8Dzt+7bVZOYaFV+sc45P9OIhjHHm95nH9w9EPXDpykJhn9IPnhJ5+6LbxN1/5oC/9Exzzxwar3NKnfvIzfL7GH51y13rde32nwxYYbGYL0b/39VOfjsG1eS2P2UQvm713vvGZPlx90dXO2JR/8ii/ih0b6cAg2jiWeK+dGLUW4mOcwyFhxLF2q1/0igtu+Jkt7CbaNA7gaGPrPB3nnePPOletcYGtXfZq5zx7Eu/5pU9jyzxjf0256qNLLHZNQH6+4AYW8gSKo6uUWB3bn5cMginRESVwq86+PZz1fLjIYoug2ia26Is9bFEIfNt039fenv159tDBDawG2Jo06WR7+z2Wnwv4+cev/uqv3vziL/7i9g1f/Kxynz3OSybFSMJJNLHay3049On4lq4CokBNOBYnAy7xLd+933tb6F7SMTnzzcDh11ootHkIztNPP71N8uLlp6++XXypL3ir7HXki0VvdlSQ1jbZoxDYfuVXfmV7PIhvPVuk+hnIq171qpt3v/vdN48ePdp+uqSffV/hhL0/77gbTumZtBSWVTq3Htvj0FHYjHX+yOE9x/LBz5w+/OEPb/9g0s1uN+4rnm5q+0mPn2F5RImfHPHNhHCpv8fZgzMcE+33Cx7H937t+zCxKNQuJJ3zjfS9zkNw6BhTxrgNx2K/yn220FX78AvLt91xvLdnj6PdXkf+4sYHJfLIzw/3OtqtWPvzzhmffv5moWBc7XX2GN7vdeDgxPi093Otvc4e567zFodsEmvciPsqqz8d32PRwTEsHKuDl3Rqb3/pvDGKGxhq6CV+9vbscWDTMVeZ76Z1FIaxaW9rwQg/cXyVu2yRN+oXjOrX2m6P49weiw4MN/D9YqOFUzgPxVC3/OxP/pnrnnP788y97LH2ttCnwxY5A2c/V+0xtNnj0GFPcqaOGt9qTrZMaoV4qxd4Vo8nHPOFLZ/5zGe2/IWjPu9lz8+eG7WYHXwyJqfzuH7Vrhb88bPas7fFub09eMGPi2T1xvyz13kIjvUEv8wRxri15FEcGOz4+Mc/vv1E2dy3H58PsaW5il9q4KW1CS72WHt76YgTvcb3fXX0EoZazjd1nS2w9np7W/S918FvPFtLqqOrPARDfOB89KMf3R5n4Ke4ON73tcfan8crW2xySG3f69yHwXY61rVssqaQf5M1F45hGBPGVBePj+Pnkr38UdeNb3HC8yp7n5zb4xjj7PFIKTh+ZWjuPJo7+vJzcLXYJk5HMdgHR+7J5X4FeJRjGMYmjonxjeNVHsINHfliflAn8LLHgbnH2nPsWtOaWbxx7P/U7HXuw6gf6xNtzXWwjnITDn5xZL4rZs4lD7EHhhwk5qn9XOX4Q3DkII75xJZJrVA/n/76dR5OXIfcxzH7LunIPzYRtkzmcWtR+WdvrcSvS31tnSx/9jpqYFtryb3OfRzzxTxjfBqXl9a0TLgPR52wNoaDb79E3tuyx7nrvHU6vEv3X/YY3l/CWeuoeqz+7fX2Pu2xnBcjdV0tFmuxWuU+DLrp4Mc4uLRWWvXC39trrnJ957j66Qtx0zpqbhCnaR1lo9ypBqoV6uBqc37nj/163ns6xgKO1WIcT+poWO5HiNGltdLenku2wDHfqRNiZS25v+dRX/bJJSzrbPU9ju/LnUsY6qgxTvDLplX2Pjm3x3HMeDCutDdX7XHo7LH2ODDkjJjLO9fke509BtxLOp/+9Kc3HDXH2k3sryX/dYSeRBU0xlkYKiISY++QLi4dW7tGmESCZb/X379f266v6SHNQJnaAqMEh3Op70vHVju8pmOwwuDTvhils2+3f6+wwcKv5Lw04O6zx3ntDBIx498luQ9HGzrF6QzH6yC71O+lY3ub6ZR3ZzhuQQiLXZf6vnRsbw8+cGx/F8eKgG/L+gDDpOdC2A0vC0IfFrkp/KY3vWm7oHDBfylvisO+//37dbK4hPMQn+jIYSJ3wrEoNzGx3aRgoe553iYZk5bJ4Tm3N6g8l+k1r3nNViPcuHKhZH8XP/fZpP9y5y7du47Hj/ONB8fu0r/reDj2xiReqjnrOa8fgoELuUe8vtTm0rGtwfKHLeqfZ3PJnbva3HUclHM4tthl0126dx1fzNl8ESuL6Lv07zoejvPGlDp4hhs4Ys4v8brU76Vj2WHvPH8sWtTAs/ODulPeXOr70rG9PdpfWlikdx9GfqkVeMHRpbH5UBwYOIazb7N/n43rng5b1A9xX2vYXm99f+k1LHGSz2d8qt7oo/q39vdQv4xPcoZjbdlQrPZ979+vdq6v5Q2O8VvtWc97fR8WO9iDH68v6V86tu/HezaUx9NYaVfNOmMPbgm86RiHgdtHtx/omu/g7OUh3Kwc4+euNncdX/usVrDtkv6lY2t7r3HSPHMWR6zgyaG9PNQWPuHYRXbj6yiWvrJhGm99whFzWPwSu70c8ctcDutSm0vH1r6c17Z5qpze66zvL73mg7bmPPGaxpw96jk83Fyy/9KxvU10GuNTjmGIs/Zkyg0cbXEs98K7ZPP+2PqeLWoEDNslHi4dWzG8pqMW20+5CYdN/OLfNI/XsTTNY/bov+uqqS36j2MYl/i8dEz/q9CRf9aj5FLMH4ITH2w5Y4/4rHX0Ut+Xjq0+1b9609haz/f6ITgwiGvAu/TvOr72I4+799HxdX8fBl2xkYNswtOlNpeO7fsRq2oxrvZyHwb9dOCs4+IoFpw+iPA63BXn0rH1vNd0xJo/Z2qF9vFzya+H2nKNOppfrqvK6Ut+74+t77O3DyL4dGmM19fadv8alnp+Nv/YUN7hei/ZvD++f8+Px60H6N+HBUPeNJ4u6V86treFjg/4fFDSmmmvc+b9Vb/RfcaQJ20fxoBP73y77Td/8zdvfuEXfuHmJS95ycWLpoehPdG6xIAbcS4iTawGcEXlku7ZYwb2Jz/5ye153E899dT2eA/96fdd73rXzete97qbH//xH79zwXu2/2u1949QbL5NxQ+fFPrWhaLlJqsb9j7R909h3vjGN37j4o///P3v5PhaPn6z4chfeYxjE5KceiJPGPhmY0AeVycsiO5aaH6z+fU/yV51wrcz8KsWP+H4utHBbxzj1vaQC4DrWvGtjYZf4ttFTzj+1o71t7J38tg1iHmva4FvZX+fCd/iuJpx6YbRM2HXt1qf5bFcdpPviVyfAWvj5Mk1Xkw82X+zMeD6g3SNd8318VXvfChmjPXpnRtcFpuTG1gGrs23Wn164dPbo2ICs/mmqQLrU4fJZAYjW/jmmyLTAPjpl8KfLfh5psTFgJ/gKIw2Nk0kjnEr5rCO8gMDN4lPvKbSzyiy5Zks/PKFPeLMDjYR/hojH/vYx7b/kPvrv/7rW576CZyfHr3yla+8ef3rX3/zjne84xvfevFzFxg+gZuKn80kcCZjU3vj3Oa/+/ovwB6l4+a2b3TbjDfflnjFK16xfRvdz+D5xH954ny1AhdH8yUf7I0nHBM4Pr09KmwxHvwcCCdn8s+YYpOtb8ActUfesEf9wyObznB0tP9VX3zwI659o3aSN3DU0fjh18QnOPKYTfidzjHFHJZvRFz69sHKw12vxclY7pP+Sb3hEzFXwVk/Ib+r30vH4fTTYOfXbx5f0n/cMT+Pk4eN2clcxR4Y6ppxadxPcudxdh45xx62sAE3YjXJwbWO8muCwW5jQc3JlknuaN96Saxw/EyJmife16ij1gONi769d9Qvthib7DlTR41xG57x2zx+1J5r6Fe3+IUfHyJPBS/wzMnTOopjm1x+3K9j7rOxWOFYDTxTu+7r677zeMWvmMtpuTMROPKYT+rElGPt8WOdA+fMXKWuN7/AOSp8kjPizZ9q+qQGVovVY2N8gsEevIiXdRusyVzFHzwT/Ey40RaG+QEv6vkzWY/Z47qB4MSYms6/agWOWnNNOIZhTBG8TLmRfzgu1pP7A5sRV/pjTLGJNJcfhZa/xjh+1NEJv/rU3iYPp3W06xcc88d8NxmbRzm4S794V4vZMrFnraNqhXnvKE5zg5h3fTdZt8Gxdb0Mazo27+LtyPFr1VEc2+LHGD/KMbuNBXOn9tM6GsceyYJb42rKsTmGH9pPfWKP6zN1VP4Z45NxDgM/hC22iRhP5gd1ovsyR3FgsMceN9Yn/xPlqje6S07PBfNzeQGYLBiQpvALggIwncgkVhfZEkowJ8IvA7cLJhiTwSvB+aXtNMn1rfBLLhMa2yYca2cis6gTJ/ujUiERJ5OhgjQp+vrFb3Lm5gFeFCWDDs8Te1o4i5UPNqYXXfJ45RhHirdjn//857dvb/sWdM9J8hzlN7/5zdtzwf2DRn0TeaeNOBkPU5F/LcgmY0q8YbDXGP/IRz6yPXLlC1/4wvYcNnz7SatnQXuWmm9vv/SlL90eU+LZTcWE/eLEL5sJaFog+VPuGFMTHBhiDYeNZ25086fFZmPiaLwsFPBsXHXxdhSDPjv4VQ2c3FwWc3nsJixuJnWCLXCqo+zqBs2ROlq9ESccGQ9smggs3PCri5Ojiw4YjQfcivd0fMISJ7awY1K38MAnWGRat7Q1PvmGX9tRbmAYV2Leh82TeQoOn7ogEPPJ+MSJzZiyDrDx6Uj+sYWYH+JYHZ1wA0etYE/tJzE3lqqjcPAzEXFS18XI1vg8glUdNcfxZRKn+pN76g4xruKo8w/ZqxHyGMdnLnJwA8fGJ/YcFb7A8ZgytqgTk/Eg74wHNdDrSZyyHY6YkWkd5Rde1C5jYZLD+i9WclndmtQuttj8M2/84vkMx3IQR2dudKsVfDJvqjUTnnHDDhzDUbsmdUv+GQtEnZhwg1/2/O/b/3VgHHjW7bTmWNPKF/6I98QnY0D+wWJPdX1z8sAf/MIhbJpwoy1ucGwdKlYTbsRJDWUTf3A8ldbG/GHPJP/0zRYcw7FN6jEM44GI9YQbbdUstuDGNrmWEScY5k+cuG6ZirwRM8KnSQ1sHhcvtWvCr/75xR41By/TOsof9Uacql3wj4g48UcdZZd7QuTIODe+bcYDm8x3R9qv9rIBL/yqVqznH/KaLWIFwzhgyyTe+QVHnGyOHfUtbtiurTnvKIa2cMQJz3EzyUHzQ/wYm3GkjyMiVmfrqP74BYct1m4TjuG436FOGN8eYzLhRt/GZvkHd4KD3+poNsE6KmKFG7k3natg8IlNfJncf8lu14lqhpwRKzG7llz1Rrci4mKpf1SiKDH6qChoBp3kkhyXHnB+H6Z2SLMgs5egk6IPRxB9KmRidDNyWkgkuAStAEwCqe8StIW4RD0qYuXREhLTpkBOBD9dvCmQk0kRBn4Tz3ifCBwxclNE3hl4k8WUAccem39GOckb9ssbOWwcyEEc4+rLX/7y9s9E//qv/3p7hjVb3Rx+0YtedPPzP//z/yUeiojFglhZAHmO0ST/2MMfdpD+OdL25sAf3PzxH//xzac+9amb3/qt39rymX2Kv4WMR+n82I/92PbNdNzdJcaCONn8M8ppgTQWyh3jabJghWEssUXOXPrnU3f5sT/ewg6eujXJP3ljwaF2eW6uhdQk5mzAjccdeRa6/Ds6scoX9djNA76YgI5i4Kg6Kn/YxZ6JT3DECUf8EfOJPfxiB7/kLt+O4sDgjw96/PMMH0wZo0eFTzbxljNn6qj5hV3w+qBsYo8FkDGqNk0v/Nng4hbH8kYdPcox2/n0xS9+caujaimsibDH+sQcZc6cjE39GlOwiHo8Ee3ViuyxYGXXUTGPi5V6of20jsLBMW5h4PmorHVU3vh/DJMxrl8+qTvEjcbJWknuwTGufPAq9yb24Ma6AhaMCTfVdB9wm+/MlTg6KtUtdQffd/1zrofgqn8uKOXitI7ySx7juJueE47h4Ngm3urgUZEvYo5j/+yTT7aj9uCjuVPtseYnR3Bg2NQKY5NPkxsi+hUjduBY7pkfjgpb5LF6o9aQyXWDnLMmNec1301zx5pWDVa3JvHmA7+MS+tqGHxjz1GRw3KP4Hey5meLPMax17bJegC/5ky5oxafudGtThD+nLnGMx5cy/AHx5PaxS8+EWNhOlfJwR6LKHes346KOOFY7siXyXVDfRrffCPmz8m6Ar9wrG3ZMqlb+l/rqPybrAHxC0e9EafJfMeW4tQ/o3QtU+1x/qECBy/ql3lTHT5Si+vH/FAdVY+N86M4OBUr3BgL1gOTeMPhFxz5a5twwze1T1ub/DvqEwz2WO8bV2fqqLnKWOCX+WVS/9hSHWUbmeLgWD0WI+NqyrF7NsaCGmo8TK5j+GWM48a4nNoih6uj6sSUG7HCjXizbXJdhV/zJpvYYs0/laeffnpb8+NYXYd3LbnqjW5kWYh3oe39VKbFbN+fZDqLVftpYq42hbUeO/JaUru48exmxfqMTdlif0bYEM9TnDN+rH2uPk39Mni7aPJ6KoqhBSYMxe2DH/zgzYc//OHtIsFNBbF0g+zd73739gxrN4YtavdcTP3Y273H3Z+/9F4x9A8lXTy6YcoHvphcFX7/MJMPP/IjP7Ll5XNu/+GkQnXfQliNgO3C1H4quMmvMzzVtv3UHrbYzuBoa8uvqS3X4lj/Z22BcS2/4sb+jFwDpznP/sx8x4/y5oxf2p5pH5/htO/4ZJ9fk7baqJ/qhJp8plbAypYzHME4G2u2kLP8an8Nn/hzDY7P+vOfrPxnnPgVRx0/ss+WcI60XXWvwTF+1WMX6/LY66nkl/0ZuQZOGOXgGXvCmPr138HxGX+05Ut+ncEK5wxG9kz51R7HNjVZDns9FXZcw68wzvgVxtSXtR2stvX4Q1+v6zYX/GckO87WQDaEdcae7IB1RrIlvKNY8tZawg21M7VYv2zJjqlf+TNtv/rPlmvhrLiT13FsbXFG4ucaGNfg5xoYfLkGDo7h2M5IHLefYml/Db/O2pH91+Cmee9atYJvU4lf7c/grO3P4BTrMxhsUYu7xjuzroC1l6vf6GbgNRZAGXqWvLPtr2UHHLactcfNRZ+U+eRk8kni6s817MmvcP8n7M9yfK2i5mLAp7++OeBTbd+C9msHN4rdDHaT+Dm3N4Y9y/rRo0fbt3fv4u8asXooL+z2CZ1P0X3Ky2b/ANWnmr6F3uLQY0k8U/wFL3jBjUet+GTwod9wXDm+VlF7qH+P4/iuc0ePn7VFf2cx4riL0qM+rPpsOWvPNXwK4xq2hLX6OXl9dr6rz5XjM/5pe40xdcaGfLK/Bs5/B8erjc/Ea7xcg5tr4MgXHJ/hefVlff1McFufcXMNe85grLW419k43Z+xZ9rnXe3O2lL79nf1c99x3Jrv7K8hZ+052z4f4FwD6xoYbLpGDl/LJ/ac9etsezaQa/kUv+rx/xQ5y9HZ9vEQx2fxcHxmvsuea+zzpf0Us/b2vZ5g1f4Mhn7j+GweZ8/El7XNNXCugZFNZ/mFU62wPyPX8Ct/2p+1R/uzWGfbsyGOvT4jbDlrz9p+fX3Urmw5g1GfYfV+sq9WnM3jS31f9Ua3Dq5lLOL6pOCS4Q89do0A6Ct7HtrvJb1saX9J575j/VTBT3jc6IY1lew4g6HvcKZ2hHGmfW2z5axP8M4OON/e+od/+Ieb3/7t397+aaOfe7LLN7k9i/vtb3/7zate9aqbR7c3uR8n2lxjLOjjIby4kf13f/d3N0/d/oPJv/iLv7j50Ic+tP1Uxs87fcji0R5+BvRzP/dz2yMofKN7Ivg9y/FDfXqcfThpw/MZCechPD+un3Aep/OQc9fgmC3XzL9rcfwQ/x+ncw2/8NvF0tlcPpszfIXBjrNY2rc9jsP7zsG4Ru6Ux9fg+Brc3Of3Q8/H8TVsOotxlls+s+Ea8Y6Xh/J4l941cMJof1df9x2/Zg7j+Gy8zvqTv9fGgXdGzvKcPzi2nRFYZzHqP7t6f3Rf+/ZH26ePX3Ne817Hj+6zw/6MhHMGQ9vsaD/Fy54zOOXw1IbalXvZ1PGj+9qf8UmftW9/1I70r2FP9bN92Ef32XK03V7/WxGnPD7L8TVqcXyfzT0414rVNfy6FsfX8uka/GTLNWJ1DY6b687mcdzYn5Fr8KL/szyv7c/atObxNXhe+b3qjW43YT3nxaM1PLLBt48n4gau5NR+ejNXe+ImnJ9/TX8CJnie5eQb1D27aBJQbdwc9DMTeNPnz/DD8318G9h+6pcblp6Ti+NpnPiE5+fcfiuZP5NnXokRnPW53BN+w/GsK89+k39Tjj0SRt751vXR58gpiL5R9NGPfnS7Sfz+979/e/apb3bLode//vXbP2l85zvfucXvPnyPADGm+CJOU27wo/8KyP4ZU77B/fTtM5I8f9tN7o9//OPbI0t8o9uNb8+89FiVd7zjHdtrH7T4Jvc0/3DLBv7jeyo4KXca80exYOAY1/g9wzFf+CQH5NBEcKrWyGE2Tf3S3njw/PfpM8HEiA3Pe97ztg85prWCD+qD5/T1U7ujPNOHA8M4g7fP44fyrZ2Y59cEhz04ln9iPh0LfDIu/TpCzvBrIuzpeYqN8ymOsW6Mnqmj/NIex7iecMx+c5XnGsOyTaTc8bzdctF+IupoMsVgjzEp1vybjqvyTt2Z5g1f5C6OYUzzuDpqrsILH6fil0HGOJnO43xR//CbTRN7GgPGw5Sb5nH/oJlv01hVt9QJ/Jzh2JhUJ8RtOjbxIY+rW1N7ihWOcTURMdY/jtl0plbghm9+SjvxSRtjQK2Awb/pGMctLNcyviQxqTnsMQ4e3X6pgi3TMaVv8THn4cjrCT/i6/oDntybYmhvrsILv6Z5rH7CIHAmwgc5g2P7KcfayptycGJLbayVyJkxzi/jkj9yaMrx6o+cngpf5A47JmNBv/IWx/ya+pP95hjrfTL1q3n87JhqDJypo7jBiXqjhk451g438FxDTnHE2z0lHHs9rRViY30MQx5PcPiAW9yI2XSMw9E/HHad8ct9JVht5eWRPXvUUflXDh1pn65Y4yV+JjHnBxsenayjcPBqzS+fvZ4KbmDIm4lP+tXOdb36blxN7ZF/zVGwJoIbscKx/JvmsXbGuHE15SX71XRjnG9su6bMI3/BCoGTCJICedMJBGEcFYwpBvPgGHTsmuI0WCTm2QsLSdmFxTQp+AEHx2cKUosW/k1twbH2OIaBZ++PijbTi5J9Xw1atkz9wi+eYR0ZcP1DEf+0xWNK/vIv/3J7HrfBqxC8+MUvvnn1q1+9/dNJH1Q8RPjABvupP/VTcfQe5xYfbPaPDfwTCt/e/sQnPnHz9O0Nb8/kLlfdALEpRN/7vd+7LRBNrmdihls28G1arPmBkzN2xEUcT/IXRgLH2MLdtOY0js7ULfawQ8y7aZ6NR/b44IcFELwpP9rx52wdhWOOKTfP2CNW/IrvI7ykG79sgjcVfrBFPk/tgXHGhtV2YxIWW6Z1hz1yhl+wprGC4cYVDK+non83M+ynHOt7rTdTn+C0RjozrrQ1Ps/UG7bAwDE83ExEnoiR/Rle9L3OCdP8K8ZncpgttefbtKZrp72b3HJwyjFes0PMzwgcGGfixS95DMPradzDYdM03trhFcfGqNcTe1aO+TYVOOYHGFNb9B2vXctMfILDhnLvLMcubvkGcyrmTMKfqU/aqRXVrSmOvINB8D0VbXFsP+W4OJU3U1u0a646wzGcxiXbpn7BKF+mGGzhi9w541NxqnbBnYr8qxZP/Woebz+1Bb94KV4TnHxQb9gDbyLaqRHwfLmFHMVKvzW/9x07apOYa3vGL+1xAgPHU1tq15q/90d90m6to0fbpw9HrBqjU3vEGsZZfhqf5XN2HtnnA1u8bjuCkW43co31xkfnHrrXf/Xmf0Id5cfZuQoGn86MhfhzA9891rM1MLx1///dFuhzq+UV7cnrJwz8/5gBz7L+7Gc/e/O7v/u7Nx/72Me2/7CroL3hDW+4+Z7v+Z6bn/3Zn92+1d/E9ExSpaB4brgb2h/4wAe2b51/+tOf3mxWEhR2Nvs25rve9a7tRrdvhzR5PJO2P+n7CQNPGHjCwBMGnjDwhIEnDDxh4AkDTxh4wsATBp4w8ISBJww8YeAJA3sGrnqj2zdX/UzPf9h1M69P0Pad3vcehm+b/uu//uv2ibSbbhNxw+7v//7vt08tfHLhU4ejAoM9bOGXRzZMxT/3g+UTpumn9WzwmIl//Md/3H7Og2dYR+U//uM/Np/6NObMzVfPofZJl08nJ58A4xg3iW+gTm+oetSGbyn30y32HJV/+Zd/ucFPjxsRr7vEJ9Vf+cpXtm9vv/e97715+vbb0P5ho9znh3/S+Na3vnW7UexRH0fjDl/M//3f/33jFuZUcPzP//zPm71uyhsbbnTb89f49c1tOf66171ue+2b225wGz9iTOSfzTH8Tjg2nsLx7aDp40vwI+bEp4u+lXhU+O156p5BDsOvJaYiTtWvvoV6FKtv2v/bv/3bxr0PSyYif8VVzNkilkfF2MSPMa4OG1eTsbnWUf75KeJU+MMmY2H6yTh78OPXF37CalxO/OKL3NHemJ/GChfGoW9gqTfTOmpM+RCLqMdT8SsPfvVt7MkYx7Ha9bWvfW37eRvfjK+jYlz6B76+cWI7UwP9Y2AxkssTjtnu1y+JcTXxSXs1kG/ZMlmfyGEc28Sqb/Bl30P3Yi3/1Hi57FuxR+WadVT+wSP4mYwrY9N4UJPVG+NzImoofnFknfS49cBd+OYEGB4LZn7hU/PpXW0uHTe22cMv42tS08OVezCMA7k3yWN+scccrI5Ocpg9uIlnvJhnjoq1gO1v/uZvtvWEdcWkrjc3sEcO9fiHo/bQVyv4Jubyb5KD5Y51ab/knNjCHxjyV5wm+Ycbm9wxJmFM8ob95gUYtum6Ao5awR5jYcqxGiFOZF3rbgcO/JEv1hRdl5mvjoo6wye1Hb9n10rWNca4uE/yj/34tR413xWzo36pWXKQmKemc5V5Acd8KneO2iJOrofYgxOPN5iK2qfukNZLR7Gax+3NvXybSHVUDsm9aR3FsS9CaT/BYDsM3DS2Hvor5r3f6o01P46rxZO1+lpHcTypf2yTx3LH/KKOysGjwifSmt+aduITHGNBW9sUhy3mhvJvWkfFyNgy76kV6uDEL3kMo/t2kzoax64d+CPmE1two/5pC2eypoBBrPltzVWT3GGL8U3O1FGxMsZh8GlSj2GwR8ytA4yJqbiPpmYYl42tKda+3fERukdY3nPaxKG4SYiKwLoQ6iJ8afaN5JNIklNBEkgJQUweRzHgIM2CAW62eF0/sBsMXhPn2jvHXkEUTAXOs+nCCGePUfuwnLfBMIBNYhWSvc7W+fKnvhyCgRs4Fokulvhluw9nzx87LFwkNx8Vkr3OYsb2sj7as0db8VbQJCi/4NBxnrTf3tz+cW6PwafETc8wHNN+j+H4iuM9W8SIXxUjhaS+0rFfZcVZMeSfSZ5vKzfaynX5pYj+1V/91fbIjz/6oz/aclbuftd3fde2eHr5y1++PTPSYhXHqy2X/Op8e300FrTHzWrvHmM9x07+yF/b3/7t3948fXsj3iNVPIub7V/+8pc33/jo0SS+xe1m9xtuv4VuUWHsZUt47LF4aTEWx8WoPf1k5c95Eyp+jU9+4Xmv8xAc/JQ7cs+YiAPtL2F0nm3OxzGf2NBiIb/DaJ9Pexzn1T/82HCHm9Uv8dhLOOGLFX5wY3LWPh1t6aW7Yq39OG+M48YikR0mj7Duwtn3w141x8JOnZEnsAjd7Gi/nfj6OeeJc+UhjnHjpkj2PgQnfDgwjD8Xbtm79pXu1vnX/6SXPcXc4s6Y4pP8CedSnLTN5nzii/rXBU78hkPvPnv0RUe8vVa7Hsoxm/SVPfIvPIvEvd/32eK8TR2VO2LOJ/Yc8QkGjuUyjtnCr/hj930cpyOPLeZxDNMCOlvoZLPXSeftnSf6U3P4ZN7bz1XphWGvfVj1U73xXt26pLNi7HG8Z4tYsacLLvW0vtKxX2XPn/xTK2z8grXXWdv3eq8jTjgWJ2NcrbjPrxUDF8Yke8y/8uVSHT3CsVgTNq1jszjkS/vsrY+1jrqwcH5vc7ph2K864hSOuLNjvx64K4+zB2bcWLd1UdEaxfn7fEqnuqUG6teNz7Wfh+DA0las4Jl/4xdWnLSnn+z7ihu1S7yrE/TIXfasHNMxx8hhdYdtans6d2HsbcGxWoFj57qhu9qSTZtxX//TeXt9xY14G6PmKufSe6g9cGDwS52oltbPJVsc2/dV7uBYDSxvHmfPigGTLbhRb8SaD+E4f5dPxSAMOHLGnMcfWGJO76H21Jc6oeaxo3g/DoMNq19w2CNncGMeh3efLXscGOIsToRfxWo7cPuHziXZ82M84Dg/qu29z/cVq3PtYeAGjlqzXnNqdwnDce3DSEedcIwd5ryj3MDlu1qRPY6JOamf7c3uz54bGM2d8mYyV+nPeOgaT5zWdeBd9uy5UW/4U033P4j2OrD2cklH3ogZwXHjwftL9sAg9vVhbHbtan2Dn5W/SzgwVh1xqh7Hc+OKLrmEs/fJ+IZjTBlP5t+jeaMf9rCjDxRcVx7ByVb2iDebuh4Kh05+bS+WP3u/xNw451f1eK8T3gLzf3Esj2HgRXuxsifZvLb3et8Pbmxw7NnT3Ek/O9o7RurHvr5wEx8PuXeyYsCEwwb5p653XynMdPa2OL73C8fxo3a1tqBL9LOXFSMdsa6O6letyO78voTjGL10mqvkceOq/u6zJQyYcdycV8yz6RKWdjhM2FL+4di8Fw6dtb/aZGvv9VMdpS9nJnUUTjWwfsWK5FPH69t+9cd5tVj94xdfujZ7HAac1a/6MRbgqVnlIN1ryFVvdHPYJ1R//ud/fvOyl71sM5bRJTuHBIkzXhMOC7iAIUqCN+AUSHoWdyYQut7rR6BWDIlcEkoo/Zg8YCT6aGODTX+rlHzw4EgGg9/FuqK9TrCwGtjZAqs+YLETDpsFUkKsySJJ6dj4vQo+8stxOBYucHwSo+jTyWb8sMfGN+K8/vBH4o8fuMGTgi1GDRi2XIoTW2z8o4NfenC8dlxf6dFhB53Eef3QZS/+93FywSSW/GLvXRzzDRad+BMrGxsc0wff6Nhw3Gs2xTF9wtbibd83aOTxKnx2QfVLv/RL22M/PN+azRZM3//933/zMz/zM9sFUn6KGVuLFRv0xTevExjaZH/26E8MTYj2xRV/5bJjNhh45jt/v/jFL24349/znvds49O3ynADxw2NN73pTds/LPSPMp9z+49F5QNhl9jEsffwTEDsgd8NPjbDZM/qEx02iYHXBKb884mtcQXDFsf0+C3fbcQxPlVLHKNjXLGFsMFEj2P8rdxsCl//w29Y7KLT2IQDQ/7px2t68Us3YU856jU7nW+MG+diRfK9HMVjMWenfmA5r69ymD24Zm9+a4dffdEn+rdZWPQax2oFDDe6cSLWeC436LBbn8RxdrAJjn74EcfywDl+lWt0tLdfJXvpOR837BG3fR1lR36Fgxcb2/maPXLGa7ywhV3xB4e9q8BgdzrsqY66uWdyxqu8Z6/X5V8cxxkdx2zmA/PdF77whZtHjx5t852bIvmOQ37rz0YcK972cPQlFrihpy92lBu1h7UKf/Kt/INRbok1DFt5o6/Ow3JOXzh2HI4xLo9xFB9sKg5sprNK9rIJDpvpiDOOxYmtFjCEjjjByp78brykYwzA4D/73LTUD/3401848PfcyBe+44cfzouFPQ72cYIRL86T8lP+6cumVpR/3rPDmFltgWPjl+NsljvGOXvYoPbxBxaht/LDVhhy3uv8xq84wcuv6jccGPXpvbb6qQY6x14YOMYRLtxciUM68tNxr8Pphi9M5+HIG/zgbK2jdPCHH/vEcf2w3WvnYcFJjz/6jb/GeLbAwk1+OW/DLxwcV0fz23n+6CMc/YfhNcEHbmDZF6O11tKBJyYknOqAY+IAw7qNP85lC0y2wMhnbUgY/KOjLz7Z9GcNWF2GE78rDnvEg57X+sExTuh57Xg4ztv0tUq1Rryc1xcMG47NL47zi714hU1v5UZfK3905K+8sYdRXc/eOM4ex+UMm/SlD/VGexw3pviUDl/jJxz7VUffeGaLsdXYWHPUeTaXNzDwq5+VGzGHwy7j2yae7MaHvuCvwhcY8OCzlx02HOMl/ugS9tCzEcdt+oJhqxbDIGwp3vBg4IdNxLH66TV/xAGW/0FjreVbmuYZPsEjMKo73mu/9qUf/bElXmF4bcMNX/S1coxfm74c148x2Rhnj7wicQxrtcW5OIZFnG98e+84HVj1L69I7401Ovzy2vFyhV/65SM7+ETXMXnD/3BgwnBev3yiA4NfONC3WDqPS+fxU6xgaB9/3jtPT/7Fv3FZ/ul/Hyft8p1NdGzVPzbhRP3SF7/zSX/5pD/nGuOO41id4FMix9e5Cn/wbAQOe3DIPzj4gMUWNjpnTMCyOc+vlRs41SSv8RKGcaUPHMODQedSrWCD8/ok+tBfcXIMv0R/zvNFX6vgDo5+6ehL/rHB3rzZHLHneOWGnfTsCVvEqjpKVwzYAoceHbEKx3H+sMV5OcsOYxzH7MSLfvhP/xI32vI9HX2IJwzXedWfYgaHDixbwg4bmzqvLZ/EDT/lMNv4gcN9HQ2jvNGH/KuOqhUEP3TIPnfidc3RdSw4DpcvbKFfTtgnjvNbPzZt+KI/3PATlhqYjmM28VilWPEvHRzrgx3WxmyJGzr6aWzCqh7Zs9OGY3mM5+oobladPQ5by2X4/MKPjU3NC3yrf7lFes9mvuCn48ZLcRJfuGLOJ/rsxYvjq8Rx3NCBhWN28ostzsPhD36yZR8n5+Pnc5/73BYb86bHuZaDONB+jwXfhkPnbXzCMW5cBzkHj21EX9VA77WHb/wSXPBHHhsHMItBOo6JZX1qFw5+vIajH3psic84xg8d/NlgEfywGYbXcrixCU87a0D9eE2Kkz4SNoulXIYtjvgTJ+87nv419le90c35NgQyHhG+zcp5ThhIBgLHvUeaxToCBUsy0OG0QYEUN2rcQPQaKRaySBYM4rjJTiLrR7/6lxACILnoI1Afkl3CwNcXmwl73NikIxBw6PnmK5th+Am/GyMSVb+Ou0DMHxjwbbAcx4GfTLOnxGE7X9wYsYftpkkChx2KRTdiSgZJzmZ+EXr4Y4++HLcnfLb5ti6B6wYtW/ivX5u2bOE3e/gEI471h1/28I0OO/CMI37aJDhb4MCFIV4EhuP6gUHEGw57Evp9osNe+GxeOS5fYNFhD47zXV+O2QxgfihqHvmy4uCGX/pzXN6xhd304eFGQeKr97//+7+/Pf6jR5bw6TWvec324c5zbm8Uv/SlL90WK/DklxzXD27KLzbnt36IY2KNG/nsON8bC3zpkTViDlcM6TTW5Lt81bfNDXh5xVb2w/Ytc48ncTPDN89f9KIXbcf5gXvjjS1sNp766SQO9S9mNuIYHfEQbz7Zyhs2hgHfcRyWf3ykjxsTiLgRPvPJ5pgYaM9umCSccoeOPMGxPGUjfmzhageDTfS1NYb5jEfYfLRgaBKSC7a1VrBX3ugLNjvxa8MDv3DpuNpVjoqNc3hwTN6Jicmu8cIHtoilnJYL5Y2Y8ostaom+2cweP7+09x43ayxwwC/9lIsw9KEvgl+LbNzB4TN/cMQ2r+Wgc/gzrrSFrb+VY7nlvDxNpzoKQx2tL/6zQxzYhBdY2ouB+WHlhv94KM+rkfigt6+jMLoY0jd7soW+2GubX/pX/9hEny24cZ6t4qcdPvktljhy3NavN7QRg/IHx2IDwzhnF3w6xULfMLQ1puiwA4YxEcf08EeHb6uOc6T5Q546BkNO4s57m7b05IR+5Su/2AQzLHjp5HtjnI58kMv7vsqd4qo/oq08jzMYchNOY9wxsZF39NhvzOJcP+zBn/NyZ7Wni0U8spcd9GDwEXaxYNMaJxzb4FdL2KyPxpX2REy0159jsI3ZlWP88kteOC7X4pg9fGSjc81n/JWjdOHyG45aQpyXo3wy/rT3GoacSGDjyEbg4AQOvmFrZ4Mp5oRfzUV0qjl04ufRo0cbhnHhvE1/fHIMDz32Shvn2YpH7wk9/VggE2OTX3jmC4Ept3DIFpzAFm+bY86Jl3UOLhrj9nzCpZzhO7/xoQ82ec0e+eA8DHY5li3yR7+O4eDbv/3bNy7ZR0efzhM4+lADxYzwW45pz3/jkD30bI7tudEOf+qgjY4NH41NeVSO8h/3bOWXvghf1Ei55Rhb2SzGfNc/m/HYeImzMJzb11G2GMP6pO+1vX7YKzY4Lj9h2eSgdRK7Gs/05CDbCN7wR9+Ygm1P2KIdv9nEdjaoMTZtvNdGrWULPHY4Xhw2sNs/XX8YN+ynh2O24AfHYmWM66vz5R571ADt6cgDeSdHq3/yDxY9caLDH/MgewkcGPoSL/jsZQuu2ea1dl1T4UGsbfok+asfmPJV/3TgEb4ZM+zhk3N4gc0e2z5OcpYN+mGb147hQxxaJ8Jea6A4W0/pi9QXn/ThPL/5jD/2whQ/9rfpQxzFiw4Oq6NsaYyrG33owh+20Cew+O08PLr6kTfxxybYcpQ+2dcb4wTPxieu6BlP8hjH3rPJ2FK76Iq/83jGH6HHH36xB3fs4P+aR7jFEdEed3QTPqmjcoewgT247r18EAP96bc4scXmmD7YYgzjxoZjOOW9Y/T4BkMt0Z/j5Q174BDHccx3didi8tznPndr41h1FE9skRcw5I6YOCZOcNgitnSMcX7ZnCtHy2N78x2bxM2YDIP97BNfPstB+vzhc/w5pr0+mqv0n19iRRrb7OYH/HU9Skc+wBFvGPpoXLMdpvPqH3vxFHf6YUvjxjxEHMNfvtErxx59fZ6mp8bKL+fxCR+/4olLtuAYDlu8xo9rC77ZxBA/dPTbZizwW16ID6xqCgx5ZHzLUzjw84stRCxtajtu9IMPWHgIA3d4xC89x9mROK8ffolDHLNLv9Wy6qi2bNEfvHyyx3HYakzciBks9ZMt9t6LQ7WEPdo2j4tb3OGGvvPsd06dsGcnDPzXN6zqllhpKxbFQf98aDzgy3m+4rdNjWj8ygP+moe0hclHcSJiib+Ol1Ow2EoP197HsT7Zzj++sIdou6+jxhRb5CA/9cVePuEJLvvklbEpX9mCF/0QOgQGPf3p33k1EI48wbF408Gfc3jOp32c4gOW9nwpVmyRo9X1Yo5zOuyU43yT++VuudMYZzsO6fAT92JCcA/fRuhot/rOD2LNCstGR3/0vafDZ/WNXTiuVuCG/3wUC37hj4746ct5PvHfnAjDe/yIuZpCXz/6Fodi7jyf+Zbox3jhH/v0nd84k0/6uqb8t93o5ljkIJxwynHkCgQCKxIFU5AllWRGXq+1tRUU5HQMwQgqsLD1I4kdg0Fg0yOw6RgMbCCwBTodbbUp0eHClLxeEzj8sc8eeJKBwKwdO+g5r+/6WXW2Rl9vB09SEK/h4AUObuMGJgy4XtOpCGjjXAKHvXT45pyk8j49e+8rAtroT4z4TuhoXywd0//KcfzBgeG85I47bVZ+vScwDUyS3/XjfXaug8ExOnHMfvbGce32OGzhU+fjxXHHylc+KNIWLR/+8IdvvvrVr243j/n06HYh8eIXv/jmh37oh7ZC8MIXvnArqgqB/uQnLNg4yS+2wq0vOmwp5nwSTzbYk/TjAIY+9GXitfeLCvo2/2BSsVKM2GmiVBTd3PbeLy9Mwmww2ckb7eArVmwi9jZ98YPOnitt2MpGfsoZ/DhuC4OOuNdPPjivDYFt059j6xjfFG7/aNfYdEw+eA+XlFuK7Zorzjc+6bAnX9jLfoskNhPc0MENW2zalzd0+Asj37xne8Vcm47lN3z5WY46n81w0ofhNcERHdh02Aubzp5j53FE9KkNnPxyHl/VChgmmc5rwyc6OICFm5U/r+HAYEvCxvzSNr/s2QBHfuXXynEYfA2Dnrba2bOx2LOBOAaHTuKY2Ksn5R99bfkG157v2tLRxjF88Tl+6ZC1H74XE/3oGw4dkt9xjCN6dAg9fejLsfTt893xPcfa4S+d+GF34vVaR/ldP9qzm0+NBcf0xQc20YfhNXsIHX3R8Xo99jiO2R9X+NS3GMDVj/fqnn2SDhuyjT4c75239z57ar/WUT7xgY6+2F/uxB9cxxrj4kSPfuJ1Nuc721q70NNXHGefPZ+JdvHHbvow2OE9qV35p436x6aw7LWzacc2r8vRDej2T/byn1RHs3/FcYw9uIDlNaHjGHvs+RI/4cBnh3Z0HKfP1yT+4hiO3Gue8V6fxaa2MJsTYa3YXtvospN4nb3s8h6mONGlZ8/eckLfNv2kA0vfNrpss+dXfXxxFwAAQABJREFUfdFxDL49Mb7hZL9jfC8GxQqeeBD26mc/VzleTLXTBz3HCfvdFGEzCXvluJhnM918os8OePaE3Y6vGNqIVfUkjvM7junA2XPMbjmDY/zAs3ld7tDRr/fsc14bePqxEcf5xG/96ks77emseeR4/K0cZws8F13lV1zoX1t94Vg98Ro2nHLbMf0bv/UTf9rRhRNP1YpVhw1wwzceiPfassWmjT3f81vf+oAvd+A4xj/iNRznbfwLQzvnw+ATnbjZx8m58g929ngt7nCI/mCVB87xw3n2xYf+9ZFNcaO9c/jLPsf4bSOO618/8gUG+8SxHNUmHX2u7cQcBp38anzih80JPf2EZ9+84Vy42tn0hSdizwainff88rr+2RIeP7S30fFe32HAKd7sJuWOtVuivfPFOI7Lc3rww/baJvZiQrKPvflljye6hF2O0fGaLeVN3NC9i2M62hA44TsuBs7B9d6Gv/xyPL+MT9J5tas8XjHosJ8ebmAQPOBMHyT+qoGO8WPlT9/5RZ+wv1jSdxw3q8BojOufLdqxp3irJXGc32xkexw35lb+YNng0tUmHDY4x2b9Ef2wkY5+2OBceUG/MdrYo+94c5X+bY6v/OnfxhbHYa7XF8Wu8cAefa11lD3Ow4bjNe7WWuFccYqLaiRMvsHJbzhe02FDNvOJjc7tc8d7cgkDtj70DRt/xRy2tmwsL7zWFx362uvX8XxPB8fZon/85Tsd/GpfDOCWo/mtH3Z4b9O+fryHQweW13w0nrwm6eDYa32F536Z1zZ28F17vMJjD0mnvIJj47+YO08c0z4M7fkfx3S0iT/vtdXODfz8Yns6xTiO67M4aQtjHyft2cFv57WDC8fYg0u0D8t5/Ii146S22jUe4LKVX86n47h+vRdHWAm8zteOrr7pE3s6zrPX++po9thrx57iRM+x6igdtpajuDFewtCX8/rWTl/O6Tte6LDDMX0l9Jqj9RunMPiLl9Xv2p3ZX/WfUbpz7868f8b3qle9aluI5tARI5GCYDcV3Zh79OjRkeabLgIR+olPfGL7hMGnDAblUYHBFjcBFZ1Xv/rV4yDgRdDdWLRIryAdsYkNPvFyA5MtPp2f+OXmp2/5Kpw2/EwEz5/85Ce3iwWflpmEDIojgmM//0/808ZponsOtZu6buaypYEb9kP2X/rSl7ZPs8Rd7ikUv/Zrv7blkm9I486n7TaPLvGJ7/Of//z/C1qsPAM7O8T9qCgkjSs43/md3/lfIPjqU7T3ve9923O39eefMVXk3ID3DfNXvvKV2814uWJCEKsWLv8F8AFv5J+b6j4hNL4nHMs9nyqyXbz7ZsIDuv8vKootnwl/fCv8qCjGPiBgi0nXhwBTUScq7GyZcGNi9WmzT6Bf8YpXbJPmZDzAkB/+8Sh+X/KSlxweV8Ymjo1xn+b6tu0kb+Sjuu4DIvzIx4lP6o0xaHL0zD+LNuPzqLAHP55X7x/Gqsdif0TYwh8YvplkXKnHRwUO+fjHP759uq9OqMlH+RErOWxvUwOnYkwZE74JxZbJPI5jNdDP/oxx34A4yjH71Rv/U8BawAdQkzEOB8+f+cxntpzBjbE5scf/ZChmbJmMB/bIHeslcwxb1Pejoobi2GZs4ngivr3xsY99bMthN158WHtU1Ak4fLJY9WuhqZjDjHFibE3XSsa4D6jVm+kC2nxvDuabddJkHlf7xOgjH/nIxotaiuejghP2iLsLCv9TYypqhTEq92yTOmqNpE6Yz9VROXy0brEfN+Yqe7xM/jlcF10f+MAHtvnOYzVgHbVH7cQvnvkndyaiRljXms+tD+WwHDwq5Y6arI6qgUd90id+rW3lrziZr46KtZILW/+Phh3sgXV0za/fP/3TP93WNuZw8Z5g4NiaXy5b67rB0A2lI751faeNdf2EG23F2nqg67K+GencQ8V48nhBOWhd4teiU7FWkivmb2v+Sf7pG784UovFy3ZUYBhTxDw1navkoDUtn4ypSa0wrj3SkT3m7ze84Q2bXZM/8s+YIGxRS49K87j5yjp9wq8+zVN8sjc+J2tAvpjLfWHK+g/GpN6Yq3Bj/jUufviHf/gwjvFtjhJvdvk1sjoxqRXqKF7YZH0zmRvYI1Zyx9pP7ZusjVujuz9lXeu63lr0KM/sEac4Mc9MuIFjfuEbbqZ1tGtf97pcn6mDE3usA6yzrbdcf0zqaLnz2c9+dvOHXxOOjas//MM/3OoEW8R9UkfZ456mdb97DGrXZF1rfW2OIPiVPxOxXvr85z+/tXdfaFKPYajr6qn146X7YA+1zZMS1HZzr7Ubrq8lV/1Gt8ER6QrAZOHMMckokZA/LfgRpJgpRJML2jC0NXkpQpKVHC1I2sDIt8ngh2FS5o/FGG6mF9liE7+TQcsWXNhwnG8TXrSRL9cQ3LgA5NM05haXMCw2FVsXCE899dR2c5eNr33ta7fFiAs7C33+XxKxwbFiNll8w5Qn2hr8FcUWMxbULqQsQN0IMkkpOBYmbnq4Ef3GN75xu7DxXozE3TaJUz7iVhGCM81jvuDGImayUMgW/Zc703jjIp+mGNlTnOFMsbQzticLseywFx/ctlgwVidxx7FFM5sm7dmiHb+aFyZ1tHoDw/iEN7WHTWLOLzxNRN9qhQXdOj4nWPs6OsHQRv5ZRMfvFEfewDlTR/WtBuIYzlS0tQhTL6a1otwRr3ya5o46mkwxtDeeVnvCPLJvjGtzhmM4ODa2Vv+O2KJOsEGcpuuS+hNncwOZzjHXrKNiZTxU37PzoXu2aGvdZu6c8iPfcCxO7DkjcGCwZZrH+WWu8noqxco4xfVE5AlfcGxcTTnWN25a005s0YYvMNjFvzN5LHdwPJ2r2MMnvMCaclO8+5AZ1jR31An+sGsqOFYryr8px9ajjaczHOMVx3J4iqOdGpFvU260UyfER5ym3MARo+I1xWEDe8LbXgz+8IctbJrmjjzuRsp0LGS6/AsD7kT4AUfuTPnVLzuaq87UUX4YU8aFPJyMcW341LUDHHIUi75YVWuOtt86vf2DVxj8Kl6dO7I3PmGI2ZlY8cN1gzli6hO7caM9W6Y4YiNf5J/YT/3SduXnCK+rrvicraPw8AGHTVNu4LinghMxn45xHBtP5d+U47WO8msq/DjLMQx5g9spL9lvLLiuN0ecGZ/hrfur3uiWBILIUAGYBlI77eEI6hkxIUquaRAKoII9xch+CSGAZ7hhA398kgNvahM7FFgxOzNY+NYkNLUFBl+uIbixYD3DsVj7ZNKn677l5tPJP/uzP9tyEb5Plf3jRptJ/K4Cig8cswXPE2ksyGMx45tvlvlk8Knbm+++aesTQu/1wT6fDvsWkk8N3/nOd37Dbu3cPOgGwsQebfSDI35NY25cN8GzeSq4L3fO1hv2TDGyn18wxGrKjfZwxPyu3Kq/x+3FBzc+DRevqbDHhHimFq91lF1nhC/GAX7P8sMvsZriqH3y9wxGXIj3mZrOh7jtoiLso/vGJLzpmGAPXnA8rX/sZkMXS9l11J/0W0RNxyYc+Re/07yBYzzJH/5N7dGWLWvsYR8V/eOYTVOOs0EdnfqT3cZB89Q0/9jAl7N1VA5X+6Z5zAexsm6Tg1N+wllzMM6O7vlyto6yBzc4nsaJ3XEsh+L6qD/6h4Nj48rriZTHOJ5i1G/1XLzhTqSY45g9jfejWNq2Vp/6lS19yxPO1C91Qvsz3OCg/DuDYyxU06fcsIUN65rAsaMCo7XodCzUJxxyJk7a46e5czrO1T/jgXg9Ff2XO9NYxbH91J/sFyM4ZIrFD3OVejzF0D872HOmjmoLR705k39wxLubaeybinifsUW/fJJ3/PJ6Uke1CUPMprHCDSy2mGeIYxPRXttp+/oUKzbhZoqlXfxM10rsYcPZuSq/qlu9n+x9eE74N4259jgp/6Ycw7hWHcUxrGk9xoVxaS9mZ0SdsOZXB89i7e246qNLAp8UkNo+2T9h4JliwCDzU4z3vve920/cf+d3fmf7yZXFh59hv/Wtb735vu/7vpu3ve1t/89N9FNuN9w/+MEPbjff/XzF40MUBcXK40le97rXbTe33/SmN22Fa7oI/H/u3JMOnzDwTczAk/numzh4T0x/wsATBp4w8ISBQwyY88j0Yv1QZ0+UnzDwhIEnDDxh4AkDzxADzXe6fzLnPUNBONHt7CsPd3TouU6eg+T5MX4u707/5JMCNxZtnvHkzv70kyHJ6Zu5bvjZpp8SuAHKFjb16dsdFDz2MH5g4MQnIJNPhny1H47HV/gEBMeTG5p88jycPomZYOQsjnF7huOecQbTzdup8IlvRzn27W3PGvIN6T/4gz/YnuMlVo9un5/qJ91vf/vbt5vIR54lrb1YFeujY8FNd8+ndZO7b2575p5vZsPyrCjPMvLsPd/gfs7tcz89rkQcLuUWWyrY8mZasOWgrX4u9XVf/PgmVuLuRv10XPGHX4Q//DoqMOQMn8iZ/KtOiD1bJtywxQbLp60TDH7g1+ZxNvjF89GY48ZmjKvD8u4oBltg4CR+pvGGJWfgsQc3U3twDCuOj+KwwbMHPdqoWtw3qNh5VK5RR/GbHK03tbOf1tEVo5gb681TRzmGZ3yreeJtO8MxW9iAm2nurHPVmToqVrbyeDLO1Sx5bGzxaTqPs8OzPdkCQ604KuLNFjbheFKL63Odq+Kncw/ds8XGt8b4Q9uueuHY42YyrrIDx75hNP0WzcoxG8/OVTDk3XQsxA2O2XJmjQ1LHrNFzI9K7T3CDb94nsRKv+u4gjUVecyu1gKT+ocTGGpydXRiDwz2VPsmsYKBG1+0YItfgYjVxK9q8TTecYAXNrGHHfCOivzlG8HPhBttxcr80Np4Uo/ZYi3AL+39pHsqzVU44dckTvpmk+0Mx2JkI/yacKOtGsgvPvFnUivY4V4Fn2BMngHMFiJO4k6mcxV7YNiro5Mc1r8cbsPvpP6xI461n/DLFjjyWM3hl1/aTPIvW+zV4glG9uBGvM7MVXzhk7EgTtNY8ac1f+OKnUfFNQjBi7XxlJ+1jja2jtoi5rb4mY5xcYKhPVumODhunhHzKTf+XxY7jAX1eDo/qDflH1smuQMDPwQvU27E6excBaPaxR95PBXX0eKl5sjjqV+X+r/6jW4Lef/whKGCOC20gqkIIG5SaBFmM5mV4JPkhCGpJASbzhTaCr5ATHzSjg1uXHlUhUSYFgHJqQDAEKNpUsUxf3DDnqPFBEYLMj6K11QUETy7kcavhxYS3452E/k3fuM3tude+2cIcrh/4vfTP/3T37hAfaht8iaO4/mhbelp6x9E+OdKv/d7v7c9SsUHHH764gLD88Hf8pa3bN82901z+f047nGMayJej9PdlO74IwdhiXc5eIfqnYeNbRM0f9gxvfFZsdaRWE8KLYx8YsvZ/DO2xP5I/q1EaSuHxb8F0CRWMNQKF6U9f3eCgx+x6idgEwz+VUfxM62j8hcvbCrfJ/bAEXN+iZPtKA4b5K9/buOn3G52qxlHpTFprjpbR9W/hE9TkTuwjtbRfX9ijWNjs3jtde57r9b4EFL+4XfCsT7wrO6wpe2+vi+dX+eqM3UUv3JZ3k3rKH7h2Idzyeb7jhkLOMatsTm50b3W0Wktzk75B49M83ito2q6+B8d4/qPYxzBmdgDQ95Yt/kZrLEwwalu4cfrM3MVm3DMDrxMuCnm1S5xn+AUKxxP1/wwtMex+c7YNK6O2hPHjSvjYSJwxJxN2XHUFv3mF47hTOuoeKt/rdvgHJXy2JxnvjM/ZNNRLLVPvjQWJtzg2FjA89QOdou1OJFs2t4c/CNWODYu2WM7Kuzwwa55U6yucaMbx2yZcMz+cgeODUdHhV9iReLnKAZ9MZc72WKcHxVxwrExBefMjW4+wSM4nnCD3/iZXMPkPzvYAwvOdI6Bg5vWf5O8ESc5bI1sfKrJ5ChW8WZT891RDP1qj5fqqDgdxWFLGNrjdxJvODbXZ813R23hE4yuobU/szZe6yhs4+KorOsBvMCY+AWnOorjSR2N48Y4nie24KD7ba5BevTIUW7YY54p/yY+6VP+wSFn6yiOqxMTe/gkb9Qv8YY1FV82NUblMJyJPXf1fXwWvgvp9jgjTUC+0S0Q3k9EUVQAfIpiAuL40QQVAP37NqxPEm2TCREOn/rPwW4wCujEHheSEsu3bi0SJwtoSW7yMPBwIyEmOAabZzsbuLYJBm4UJDdj+eO/uUvOCTf4TWAdxdCWPb7N48MW33J2sX7fYPEpkn84+cu//Mvbf3b2Dyj9Q1XPt37Xu9518+Y3v3m7oTy5oSFvcGyxIIft7xM57x9Mfu5zn7t5//vfv+XdV77ylc0X/1DS41Ns/hmQ/87NvxZ892HLv8YkeyYTtD58CIBnY4pP8ueoGN8Kmw8YxAnWRBTYcseEaBI6KjAsFtiCz2n+6Vfuibtx7lnp9+XfJVu1h8Mvj6QxmU3GgzrKL/kjR4zPoyJf1HKPzXl0++sG9WZSR9UJfslv3Lh4O1pHqzf++ao66EMo+TfJY37hhl8vfvGLt5hPcEzycHBtTE2EXzZzlfnFjTB5czTmMFy84drrM/YY37DkjDE1yWMcm2dw7Jcn04sC3Mob3MA0fx4VfOBFfTeenvWsZz24bu778sERPKL2TfJGe2NcTWaLWOHnqKjF1gM2c14XgkdxjCcc+x8r6h+so1Id9SskNULeHM3h+lSLW8w/97nP3WLVuYfu1Zt+qcWWyRyuLzlsLOC6Oe+hNqSHX3XPDUJ2yJvJ+Kxu8Us+i9eUY3VLzNgxzWMc48Z6VB2FM7EHjrWYPObThBu+qBU4Nr7k8UPWXMWoPV5x4zpG7NUdcsSv6o1awSe/vrPGnsyd5hi5p3apo5NvlLHHmguGX9uK0+SiFA6exdyawuupWBvjQ80S7yP81qdYqRVqzgtf+MLNJ3YdFbHGMTH/TuKEG/nXNYR17aQei7exYIzL4SO/It37ba2EV7k3Xbvxy3gwP1gDwpqsB2CY84ibnhNutJVzckd7m1w+KuoxjsWdL8bVVMRJ/SLPfvazR9w0j+NHzcLxZDyYY2CoOerWpI6ad+Wx9ahrTrZMxlR1tBpofjjqU/VGHrPJeJisjcWmtfrTTz+9XdNbbx21h09i5cucrsHl3mQswDGX49h9HDGf2MMv8bYGtVkbH/UJBnvUULnsC3TG1STmODZn8kvdUkeP4oi5PFZH+4LWmbkKjvZiNeXY3CnOfGHfRHCMX7nsUbg4NraOSmsT7axH4RwVPhjnuFEnpnMVDNeK4oVb43Mq8k9dtr4588Hjpf6veqNbBwhsu9ThQ4/BkBj2ZyRbzuBcA4MP18BRSCwyFRI30tyUnQhbrsHvtfya+HCpzUM45rdJxg1uA/1Tn/rUtjdoFXkF2g2ebvJMimy26etxwl4Tp2Jh4fUnf/InNyZiN4dcPLLTTQeF0SLKI0os6CcX3Pq6ltzn10P6uUYOrj79H/bupFe/rir3/zbnJZioEcGHSlGUQupCgxixSIzRaNBYhBihZU9bBpNjx54tExuaWCQ2lGhQo6ISECuUiAhIYQmPoGI0NpQ3cPZn4Zcz//f5Ffsec+HzyJ+RrL2qOa9xjWuMOde617732uv2XfyvbfSNz3p8sn0GTnwm/tc+cbGeWlx2MPh+vOHEaV3bvtZ2dcnfGfp8KrjsYu72p0/Xql0s/VvS/bFax+OMmHbnYxx2NV7jOSOms/ISrylesZyp8ZSLfsUTrx2s8HYw4rODUd8zYqqOw5ysi2mXz1k4YtjlAuMMbeKyy2d3POHBztT4E4jzn7ik8Y4+Z8W0w2FVobjWY4/V9llcPhUa7+h9VlzyUg3u5Ch9djHO4rI7X5Sb3bh2+696noEVhvWO6V+udrDO4hOXnZj0jc8OThg7uuQ/rPYfqzUeabwb1xkxncnnUtPTH3RfOpjs+41Uy6T/2iecyW+5wjkDIyzrHS5+c+wbDO9617tuXv7ylx+FumLfdXuNaYdP8YR3V/+X7XY5hBdO646va4PbQ+23vvWtx4PlN73pTcdv5H3T5RWveMXN8573vE/+pmzyjaDVV7rcj4/BXT7f+9733vzyL//y8Rtav/nz21Df9nv2s599vCPctw68omRqcZn2X/vdL561zX/H9hrTDqdwdjDEewbOGRhna7+ry1nanIkT1tlaTfHWvE/11m/3pmXlH6f12LXb01iu9XOX9sWzw2mn77047uCdEc+9OE2OrVx2YuI7rAmPtU84O3zOwFg57W7HZxen/o8HbYpph0vxnLE+k09YO7zOwOD/LJydWOqLC2vd8WvXxbSDE8a1vi/bh9P68vx/9348rHdtFyMuZ/AIa5fTLhf949L2FHPF2cXY1SUuuzjTOC77xefy+DX7xbKLtdt/5Xwm1oo72cbFt8J3ONW39YRHfcKw3rFwdjDO7LvLZ7d/sYTTuuPXrvV/vNupD7p9rd/X6P3poYd0kz/pTTDiNeg6NlmfgcFvfCYc6oNLfKbF4QGtPw3xNX9/wgVvartc8htO+5P1VI9LX+Xpfnh/+Zd/efMXf/EXN7/zO79z/NNJf5JCx9e85jU3z3/+82+++Zu/+fizL38m1Z+1Xfq4635cLvXx5xn+9Mm3t31zGxcPtv0JkodUvqXvofa3f/u3H9/itu2b/JPXcqxc8bmfLmu7h20X1w6eb8n7cxlaTP70ZuVYTK3Xc3fdLpYdDL7C2RmX4exi+FMif7rYn39NY9PP3L7L56y48DiLy7V/VieG1VznjEv1PPkTxhVLTNMchVP9tT9dwzmDD/803olLHfvzOjpP/tRv1eCMmHZiWbmsGu9grjgr/jXbarc/Ydz55S4uLdf4v2x7BkaYu3NFXHZqxxgwR/hluuuemp7aymeKoV84Oxjh7Goczg4nHOhKY3PFGRrjs2M7NXPpdxdLLGFM49LPXEFf9xY71zxc4nMZ6zX7xXVNn3u1TZPW92pzl2PFNMWhqT+z99eck1dPrBxxaFmPX7sNQ1y7liatp3i7GpuPaezz1k4N43+WvmdqnD5TffXbxRCP+vUqAp/xdnJ+tjY7upyhTf53743h0FiuzsjXTo6KyfoMLrsY8Umb9idrc4VcTV8plM8z6xjmbr7SeIqjXzHB2jGvPfEsLq13sC77nvqg242lGyCvfFAQ0wuIguoBwvSDbQnw0N0HtykXgnXjUVFcinjXfTyKbVoUfVuP1i139b+209cHLvrSemp0VqBpbP9a02f3hi6f4lGDYqI1c8PoIbKHyW9729uOd3F74O1htvrwDtAXvvCFxytBfNiXb9+c13/ntSVw4MOA5dUkvr1t7Rv573//+28evX1NSe/RM8C9OsV70Z785CfffMVXfMXxkNI7A72XafeBMI19m51N8nR0vP1BW1xXjTt317U8dZO582DFOKp2yvddOdQOhliMh+m4DEuuaYvLlI+6oY/agTHNlZho08OVCU6xdLM61QeOuPAx90y40Fg/teeCCG8Hhz7isp7Exbfa9V48tTOdK4pBvukjrqnhYFx1nZjiND5pM61jcck1jRsXEz76elUTTjtzID49ANupHTlK33I3iUssl9eqa3Hkp/mT1lOjR+/7m9bxOo/u1LAYxGSMs8nY1A8HOMYVjGmu4Kg9186pNsaQfLuWV4M4XmtikHNzYNfyazFqD0dsO/NxcdEY1q7GxhWtJ4aLWGiMz3Q8pLFx3tx3bVzaW2CoPdrs1LG6K6ZruaQlPdSeOpxqs2psbMGZ8ukXPupwanw3xnc0pknjCc7U9KWxGp5qrJ/PVNbT+Sb+NGZwpvVX/91rFQ7GA5tqo6+cd781xVHHNFZ7jXHYE5PrMFpfi4NH1zwY0zGl/vAxj6rpifEPx3wDY8pFv+6VfEFviqNuy/dODYtrnUcn2oghjJ3agSMWGruW78RlXLIdDHzUnzEh91Ms/egiLutpztd5FM7U8NmNiW9fPoRlbE21oYX+Xcenc8UZ82j117VqqnGawJOzHfPszbM6Gu1iXfL4rNsJce/FPheI4CzTYgDnhsNichTwNAmwfPsZhmVaWMT3zVOcTAZT861cGC7OuEwmAe/mft/73nfzC7/wCzevf/3rj38ANCmKYpInywQjHbyIHkZxdfyaNW0yA3lqasYHZDVTbB5av/Od77z54z/+45uf+qmfOh56e3DsHedeC/LqV7/65pWvfOXxjbap3wf1k3PfHPdg+223D9o/8IEP3Lz5zW8+3s3tYbvJxoPtJz3pSTeve93rbh555JGDWzdxxhN9xLOjzaoxfSb1J0769qAxjR8U/6fyHG3knIlnMlfAMB56sDK9QcSheQJmNej4NYZL49N8M83TNT7v11YcFmNIPVomfGAYB+mzM48aM6u+Uz40NibkWx1PcXCpb+v76fmg42dcq+ibNX+0f83amKIPjOkYL+fyZd6aXvOu4f2wtuu1aprzs+ZRubI0T+BzrZmzjKv1vuJajLPay3fzlnGwM4+qP3hseq3CpWvVzjwKx0Lj7iXP0uxanDQWl20fCqYWRuN7MneljTre+RAYDo3NEztz11SPtR9t4rRzrTJXwDH/TecbmsAwJoypnc8x+DSnT3HohJN6mdRMOrsuhDG5bwuHLuqPNvAm86j+YmI7nxVhiCuMHY2Lb2fdtYou8j7Nl/HQtWqqcWNKPHSZfuY074kLD8tO7exoW9/1WtXY6txd17RRO9bdj96179quOQsWjSfzqL40Vsf6P9b6lm/rxvga8123xXXGPCpH6q85fTLf4CyevlA3vce5a+x3aSemtf4mcwWNLekzHePyBGN3Hq2OxSJfk5hoJyam/xRDf3No13E4k9qRI/qw9Dl2rvwhpq5VeExyBQMfOovnsZ4r7ifB4/JBN7KES7ydwpKI+re+nxj3Ox4X5yeFGW44eEy5eNDt28g/+7M/e/MjP/IjN8961rOOyT8fd12vXPSZ8tH3jEkAn2yHyxqX17v4J48/+ZM/efP3f//3N3/1V391vI7EXxz4546vuX1diX/w+Mjtg2W/VW2gN+EbwD7kTG4W8PBPQ72a5E//9E9vPvShDx3/9BInD7TEyK9vb3/TN33Tse1Bt98cmpAvJ+XqeFebszWe8jHZ07cPKOKd2hm1U93gsDvGYcCb4hTPDgYO9LW4mNF39yZRrqf5TpNim2oD54z5ZuWzE5d4LOnSGv611hjXb4qTvjsY+q5xTbmchWOO8IDa/GzZmSvOqJ3Hk8ZxsZanaa7cOK//Wd5cMbHqRt+dMV5ccKYxhWF9Bhc4U43VHY0//vGPH/OwGp4+BMOj2M6I69NJY7r4EkPXux2N6QJvV2MY07rBgcHYxVkxYE7Hlb5dq87A2OWyxjXlA2O1KQ6MtLE9wekhj3s39du3oOFda2tcEy75+3TTWI7cF9OaLj7/Te0MjcOw3p1vxAFHXNOc638Ghs/S7t/o7QtdUz76sx1t9D8rrl1tcGHNFVNdYHhYzmBM79v0P0Obs3BWLjB39DmjdsLAY4fLGtcUB8ZqUxwY1Z/tKc7KZ4rBv88fsFzz1PHuWIeZ7X3XPJT/Wrswe4DlQd7OnwsQ3wLLB9vpbwmI5gOyB5WWaRLg4OKiuHPTYdIXl3gkcZLI+uDjAoLTxPTTH57C6iHvBOuM30rSJtuZrMVEm3/5l385Hm7/wz/8w82f/dmfHd/i9uD5qU996vH+6xe96EXHLwk8WO7P+/IvHjdBaoc2d33QLbfi8GHWA23Lu9/97uPb5B/96EdvPvzhDx9YLvhPe9rTbp7xjGfcPHL7sNs/v/T6A+9SvqzRdSzgsvOQhy5NSnAufRX/w9bVDl2mdUxfOpsr/MnKNC7xVDvimeDAKCYYO/VnDixnuDReH6bpeh6f5lLzzTRPxgKNvSqnP0Nc/dx1Gx95Es90LuYLjhqkz+635GCVp6k+ck4fXIytiak92vTnVjv64GIe3rlWqZvsrvNW7de1PNFn51oFT67No3I15aOO1TCN4UzGeLGZd4xJcU3rpvkGJi5THHFZmicmc4UcWehM3+l1XN3QOH0bW+l2l7UxiYuYaDLByM96raoGO3fXNT5nzKO0TefG51051E5/Mbkn+OzP/uxjvpnMOavGsHe+0Y0TvK7hkzqOjzFhHp3UsDhWjekymUfDoLHrnVzhM4mLNmoH5u61CkZjYcJFf4u5C850jItJnswTNJ7WHy7upfHoz+4nceGinxxN8q1umHElV42FCRf96cPS59i58gcMeYIhrkmuzJ8+9LtuujbsfObEJY1xmmhDAvp0rQrvSmkOfeEwuky00decs1s78kTj7gd2HnTTxZhg02sVPpbq+LGcR+lrUX/imY7NMOhMI597pybfNN4ZC/rTGJa5YjL/4Q+juVieprmCRWPjoOuDY9cYjX3+YHjs3I+eMY/S2JI+0zEexs48mo4+V9Gm60PHr1n/53/+5zF3igfONOfGAZ3DmMzH67UKnx2N+8xpLExw5Ck+YpnWsVy4pzC2useZzjv3yuupD7oNWu8g9o/2vF/YxDYJXCEYKLA8MPeO2YmZBDzo9CCtd8xeiwMDH98MNqF4ODk174g2yfqg4+Z5kkgFiZOHqTTCbTL5K3D64mHQ+WAwtY985CPHDa8HtZOJVjz0zXzLeTIB6O8fSIrrDW94w/GA2bff/+mf/umoAe9u/IEf+IHjdS8edN/P5MmHfpzEc9ebIAPeA3b/7PLXf/3Xj3Hw3ve+98iTiVEd+oeXaug7vuM7bp74xCce3+C+Hw/HYRpXPYR4whOe8KDmDzwnLhMTo8VkYtPXjYtJSR2rYRpda/JEX3p5L/m0/uhT7Rgbvq1/rZlcxYSTPPmW/9RcEI1Li1xN5z844vqiL/qi40PThI/5St141ZFfrBif15qxSWN/kaBm7vXLmLtgNo96CGEOFNfUYOBknph+KMWHPo/eviOfNubByZxDX3+1oWZcq/zibGquVa6Z/VXHtXzE5Lpgbdnh4n8aGBPy7fowGeM4GAdqx1+r0Gdygygmr3sST9fyqcb+H4JY3FOYuyZ8zKNiY+ab6Qcm3zylMy440flaU8Ou5db0ofHEYNDYfZK52Nx+rRmTeIjJtUXOpwYDHitX12K5N6KxfPmHztPrXfoaD1NtcDGn+wfUz3zmM498T8aU6zce4nLd8v9FpgYHnmsULpM69sGtX+zjMqlh/F0T4Kgf91veF3+t4QKHxuZ0XCb32GmMj9zvXKtcw2EYC9NrlXHgHtB9LJzLL2bcVSc8/vmf//mYQ2lz1/vaFR8XGr/nPe85xgJtptdOXOTH4jozmYtxc99mvlB/xvhknBubNGbmwIk2+hrnrjHmCbpMciVPMNSO+dx919TcK/UAwpw+0YZvc4V5FJdydi0nGMYUc58zvVapQbVjzsJlMleoYRp3rXIvOTX1J+9MHU/u+dWexbz+yO2XnybXBv7db9HZPKr28LnW6GtxP6r/RF8+XZ/UsHlL3n3JbGLutXxOlDPX8Wvvi/MpJrqoHffr0zFOXzH5/C7XanBi4nr09vOHcbDzzEM85k7Xb/POVB+fZdTfk29fozqdR2msBn2xz+dffCbW+DQXu1ZN5lF+aWycu/aKa6qNtwHQBA8405zT1/MpGDhZrjX1Z2FqZ/oLJLmijf6uVZP5GIb5zzWLPjvzqOfG5lE5x2eq8b30PPVBtxtEBWpS8/DTA1iTicmyiduF14RuElSECq8HvyYNNxweorkA2TYxuYH1jVeDmbA9LNHfQmADii+Foz3x9TfRwjCIJYEPi8Q4zhcMZu2DtPOw8NTuYx/72FFYkmAyURDOG4AKF1fxhKFwnNOOJga+iRoHGHj5UGrQ4K1vRVdM1vHQxr64TLAGCt2s7YtfW9xob8GdKRZLDwDhdOHBm16KqgKDpQ3syzwVd+3LFY3pQEt56iZa3PQTN0yc4YtdbdjXrwvHQfj2hzzTlz/98Eg7+xY+xNyFnC8Pld/+9rcfH9h/7/d+75M6vOpVrzq+ve0hs5th/bzKhO60kS+LXLmZE4faYPYZ/fDlmzba6i8+OqrJd7zjHccE/8EPfvCoGfmilQfbbhBf9rKXHQ+6fVjx4V3cvuUt93CZXOsjfv3po3ZojavxBct4opPz9JFz/CzawVFf9vnR36TGj2N8Ot8DDfrJI59i045O/OBqX7zGNTz68GlSciOkjtSQ48aetvzgCAdn+7DpReM423fukdsbPGuLMQdPvPbh8LE+9JAbGHjj1wd1dUND53C1hGstl7DUIl2clz+55Ic2dFGj2sGhMa0ZjOYB8evjvJjUBs4wxKquulGkrVymMRzn5Rpf/eRBnnDBix/nm5foig8ucIpLLOKydow2xkxjHJaaV3u1cY6fal3ddJHhFxdt+IPFn9wa4+pCXukndmt+08cYd96SfrTBgzY040sN8ouHpfEGh/500Y5v52HId2OPLs0V6sVCY/XArLsO0TocGLiIT6zOiYs21ai44DHxqgUar37wpYl+ckIHNaq9Y3SDgzsTt5jUKF6w9LPgRCt1xI85zpI2uBYXrcW+tpGvR29vnJl2sGkjNjGVR9vOW5yHQWN5UYP0ExM8GvEDQxu6W9ToiiPPXR/4h1M8NBI3rG6E9HUd4hMeLvSlmzyIzzFtxG1fncKBy5f28uk87GLiX/2lDR3KtfqRb3kyLuVCDa554svSeKAR08figwVfmf7mWzHJNR+rNvJMH3OKfmL2QUDO8dIHBo3xZtqYA8WnD84w0sZ5OshTdSpf+KUxHHnS1gJHTcJx3aSfY/jCYWpN7LCrDbE4j69cpY8PMvCqc/mhIwx8+UxjeYOhDb4wmHyLWz4dc54fGuvP+KRP+tFknUfFAEe+XGf4p4XasQ0TR35giLtxR39++MYRhrjsw21801UfWBZtxMi6H+UzHD5oTGtmTNPGvnEo/9q00AZXfGC0NNfirx/f6oIv/JiY6NMYoy9/DA6ecqm2tNHXmBGb2OOqjSX91ID+4ThHQ+OqeRQXnHDT1nk5xxc/uXTOfFBMOKhRvCzqj740oLHxUu3ooy+uzhWzfuLGBX+c6QvDMRrQWLtqAw/taLPGtc6jYtHXuOEXDxjq04I7HL6MC4aT8c+vPOhDYzWqHd6Wrnc0op9FnYcBB4bzcNQ9LvRRF7TkUx66D8JHPHiLjYkXTvfGcMWDt7xb0xjGWjfw1xoWt/uF8ibX+OBSrtIGXnMXDG2bA7Vxji+GLw70wb9agaGNfsUdhhicF5d80Zh+xnjx0yvtulbR3fh0DgZrXjf3w3eeLulnDcfYY/qpJRj82oehvxoUg2NiFpdxo56NdRrDkhN8i7244FfH8Ggndjj84eKeu7lELmhfnervWNrRDxf9+aKxfWNEPasd+vFvf82Tdjjgyh//FrHLuZjEoNZpI24YjXFtceELRtcqx2mMN17awLI014rDWJAvGjN1Q0P6wMM5bY0JdWNh4rfwQT/68GPBkx+8bNMFZ/7Lp1/Gq1H6aOO8mMPhQ87pq7aY3BjfOOHN6KMN/Ww7TmPaMtjmETUBr3wbn7bpqW0YOONYzmEW0+X4pF95giM+HF0T6aQfrvw4bh+++RoX3KobfcVWfvvMpB399C+XcCxiNj5h6o8LDJxx9fmDduqHr+YSWqePHKpB7eIp13DowA/9qvc0U1/OMWsYzcn84yJ2+cSNv8Z4NSQu7WDCwNH6kUceOXDVnzzpb76Ai4f6hKW9vs5ZFxOMxq86Fi8e9HNds02LPtdrEw9Y+jP4xq4apbE+8oB3fMWIkzb4waYd7gwn+nWdkV8L/eDANF6rUWvnxQN7jcnYxMfacZzFY61e8a3+nMfBL0/atlZPckVDMcgxLrTB2xpX2hQ3zDSEUVx97sJHGzzop37UHz3UOjw5d1y8YVzmSV84NBQXDJjaGZ84ywPcagd/JocWcyA9HTePqh2LYzDoq05pY66gsXXaiEVcDIb5nC+cmDVOxqc+Fn60hWkfRzVhTInbMbHjYU1LftyTyYVtHJx3Dk71pQ08+7jyvY5xbekChzXnw2N8V59it1+N4kwzY4WPM+3UB92ICVTiFYhCT1jnBCVg5yRaW21KijaO18YAMxCs9W0x6JpIYBDFILDNtNNHEcPig136wVMbpg/Tnk+GS234a9tAyRfM4omfZK2JgqNNGIqEH31Z/bRpG752ii5ujolL3zDsw6+NbX5gMX3C1Ifpo40FBwMYZhjW2hQXDBqKGz7TRh/6aRtfx9LPsTTTh3+6xNc+//HRhsHIj/1iyo9ja20ZjAabb/L4p5M9aDaQTAAveclLjm9xe0UILD7xto2jQSke23zjbJvZ5nc1fQ1wi5sYE7ObUQ/ZTRyO0cpEZmL1oNsHhhe84AU3X/ZlX3YMZHj60xgf/i24qB+Gg3PayJX9cnI0uP3hfHmgp0W7Vb/awOBDGzGprUwf5y+115bFLy7aqhvjzrnaxNdajiww8mudxnGkMdzawNKGDwvjq3wdB25/rG30rY7DLW7YDA98nO/mZm1TTPLbJKxfbRyHYeFLjvll9MOHL2t9aGw705YPx3CAIwfxLW8wwuFzHTMwYMOBn77aOGeBywddLfb1gclHbaptPhgebticb58P5+Glj3ZwauMcbMYX429twxccGPrbXmtH2zjGT46aSxxzXj+cVgzHGYyOHwduf+gHp1zZ12bV2DY/zjHrYuJLTLCLJ4ziWbUpn2Gl8apPtbz6Ki7HyheejN/0Ow781w/zy73mCqeLIQz76euYfYu4u1bZd664qi/rNK6fePBqH+fVl21tYKWP3K9mH64l33GH55g2+jP+tLW/5gI/vuJird3KJ/2KybhxrDaXeXKej87zDxMfCx8MF8ez4raOj/qTc9YxfHGxOCcHzce1KXb7jXPbaZOusOKvz2r2ncNRX37qXzvnH6axNvykBz62iwt+eeBTzGt7vtY29uPRTbFjNC+udIWbNrVJm/ikWef1rY7h4WKsaMesOy428ZRz53Bj2hSXdsbLpcbx5YM1vqtRx/DRv3MwVv2c4wdnvi1pHGcYcdaW8el4bWBqs+Lwuc5vq8b8xi0trR0rnrSAUZvGBj/axWv1gxMcsWojnuJyLs7Fro1ttQOPjzSAke76aYNLGLb1oYt49U1j26w2l3G55q1tcCgmfcS4Xj86r09x+PAmduZ4/fApH9o4vrbhpxisizdc7bWJj/Vl7GmMZ0YDGPS2Tj98HHNev9WPc/DL0YoBVxxw+LHdGDeuih2e+OHgbl+7fMGOLyw+6Amvaxlf2qwY4cBi+cEFDu628ZArVh7gwGP1i482aWPNytmx818/nNPHEi4u8Jh1+lln4tKeaWMfT9st6i/9wl7rhO8w4NArX/YZLus8qn9x8YO3PqvG1RZsi3bqz8LsO75qTEt17BxzXkxpXP3K82ra8I+Tc65Dtldz3iI++GpD27g55jxf1mLSBnY5Txuc9S0eGJk2Fv1hWuJfm/RynMVjvQ6tGuPA8KoNn2nMB8OnucS+NnwVU1qqh7hZd9y6mKo/3JhzNIUlPuft51sbxx2jT7nCsTbF5Hw+aZzWMGw7l8bpvOJok86wtcHLPevqKx/lR12sYwEOP+XbQzH6Vcerfrilhdjjs7bBIZ984RIfvvhJm+LqvLX+9Cv+tOFDez7DwEefdC7G2ohFW/345B8npm087cdFm3Cs7Vuct1TXYTiHs7a4WOi3+sGH/zUubRxn+tgOh5/M8XBtV1viagnDOgx9cLJUx7WDoZ3+WXHHxTmc62OtTXHhQgtttJWDNHbOfvrG/zJP8PKjrVxrg5v6q5+18+lHH8fSybY4LzXGtblUG7xgw6oPf5ljfLQ4brv5xn5txJ6+xhNfztVGXGnsuCWNawNDGzhiwcW2tvadD0ff5htxZGmIZ/61Wzlr7zzjA9+0C2d3ffqDboQEZKB4kGFRIBF3nK2CCUwbZpsILtpEVFC2CZDYMLXjx6Kv/YrCmh8i+60DDH2s85PYbjKyeDdYrHHRtyLQ3jH98eHX5C0eBgNfxzNttTGxMedh4MOKC3YxWTsPJ+3wqa9+MLrBLi7t01wbfSxhWBePB6180GrVWBv71muetBMLozH/4vLbrvw6xh/DCX4aw9N/5eN8MRydbn+s+/poX/7SByafBtsf/MEfHA+5f/qnf/r4DZS68WdSr3zlK4+H3N/7vd8b9PEbWRz4hQXDdrXDtxhMNnDSGI/McQ/TfYP8N37jN46H7B52qxF6+A3cN37jNx4Pt/HwbQIPTv1WEh6ja5qlseM0XvWz7ZiJAE/45UB7GHIFA8f0WjXWRlz6146ecIsLZnURH+31ZdrRqBqle5jy3HnttTF5rcfyY40vbBzpTBNxlQP+tMEJXjj281UbfvyiQy6dx6nY9YXjHIwW7fKlDf9pCL/aWtvQSg5hMOf0az/f2jknLlzg1gZ2GqeP9voy5/HRBmd1Rpe0gANbG8fz73gx5UsfFylt/Ga2Pqt+csDqQzft+AgTDq5+kQSLX23ibLs24cB0nC8GV99iVztw+OeLFfv6Cwa4cdQOjn59kwQe/fgKQxv5y+gIRxv8Vv3UOSx5shS3NVyGN9O/mFcubl7saweDb+3SAn8c0sLxNef1FZdrFT/i0i9/1vbXuHByLNzaiJW/4qYH4xc2P+JmtYHDtIHDj9rTDh6+tcFXP22aJ+w7n8aw4IhDG7/VhwGL8WNxXm1ZYOBq6TxfNMUlbvzAKW5t7DsfHz4u86Wf2H1LI25yph1zHge4+V/51AZGbbXn236mz8M0xlkb48C8DqOFb7a24cc+P+t52qi/5hIYcGsDh8auS2ksdjHDY9qWG9udh2W7NnwXl3a1DYeW/OgnD/pqT48MxjrOHMdljUs/bRwL2z6OjF85Kq5yDidfMPTXhpmLbcMI09q+/ukHG4Y1sxZPHwjs63OpsWM41Rc2DhZ95A8/GrUtJu2rY3ydy69+ljAcDwOn2uLiuLYMJj7mUeZ4sdaGTxjapRVu+rKOGeP1cbz2jsHgl664qGMxweVPG0tt4uiY8y3hypFadh6XcLTDix8YjL/8O8+KGwc5tW9bnzS2LYbLuBwXM7POPy54ae8YX47JVfOfPvg4H4Z2tuWm8Vn9FcPaBgYLR5t0sl1MsOgCC358tOkYHPwsMJi18+q8b8jB0QaGJT9wtc9/GHDwYPSNv2OwxV/bYm9slqtwta1utbXgg0Mmf9rAYLSJs33+4Wrj+mDB47JNXMTO4PBjgcFg9IHeeTUCJ8M7/ZpHq7dittbHHNg35Oxb8HSeP9hiWuOSBzyZNWz81J5tvh3Pl/b6x18/frRl2ukvLm3F5Jxc0T5LG+db8NOXwcFdrTvftaq60cb5YmoehatNfK35Vr8w7OuDn+3aacM3DfmDDSf9tBMnPzQWk8UxPpn+9sNtHYY2NFAv2tLROVzsx8U2Pu1bO7bWOd/6dT+KM99iY/KDV/p1zPlyV4xxxke++daGX2t94NPGMcsaE2x9nO9+qXEWjjbxxwuGtaU2YsQFjri0x1+s/DFt8LTExdpxOEzeYOivjuWseqwNv+Ja9eEbDuPPtvNqh9nWZ23Dl+MMD6ZNMaYxfXA21vlZNdYHpmP1W2NzHm+5EZfPVNrC4T/99HUsreTMOdgds60NTdyPxn/V2HbaFBMcbcPhi76OxdX+qo1t2oib4QMXPoNlWxt1455UjJcarzjx4TetYK1xedblPBxWHzWAQ4s+OIuNWdOVNpfXKlzhpPHR4fYHLAbrUhtxmSv0sa2NbX7kwJo2MGyvGPg7zidci/Nw6uucfuLUVm3ERVtWf7E7r5ZpDKPcwcCr+oIlL52Hwz8MeYKjDb/0yvhKP+ctcLXjw3kL3zB8NqO/83yln7aOi3Ud52Hwp0956lqFH958MJhiogUujO9VG9v65VsN1vbocMKPT1wdTgACkTi+Iu/r58gLitBM8ISTiDUQgRYkYbRJUNvw7DPt7FecjsElrnO2rfWTKIn0pwEW+/nRHmaCw2HhtK2NB5f6KdD+LLOYJNv2Go/9/ODDhz+LUqAW/OPHT7H2p39hOQ4LBoMpDroyGPZppi0Toz61Cfs4+V8/emCnoPCXI8W4coZ9madVG2314dufUsDwJwuO8c/SuH1xpEcxlRN9M77r4xj9aEaXtPHgzZ9CvfWtb735kz/5k5tHH330+EWCP62Qr+/5nu+5efrTn37z5Nt3Ia3Gz4qTxunEt1gMXPrYpyV/XjPiTyV/93d/9/gGt29x28fP+7pe+MIXHu/+8q1t3+JuIqCJ7WLFR/xwHS8mx9PMNo2dx1l7/dWINunnPP84Z2LRJpMjWHCatKqb2mh/qTEcC+PPNgxYFu35tc3kTM3gU0z1s25bG4sbDmPKtricz+iOq4XVf60L/ey7eebP9lo7jQXtwrBeNdYGtgkbbzH2pzPFRT/YtM70cSzOMPnGxRi3Tp/6pNlaf/rlB17+G9P9yZt2fGkrnkuNO2dt0QYHdeyXMOKEpb/zTBvH1SfjOz7a8KFOxG0elSP510dbdi9tHNe3uKo/xx2jj3k0X463bZ1pG4Y1HvqJy0XaOFd/fDFt8Bbnao6XK9tpoR8scdHAOSY2YxN29edYumlnHxfn3ZDBkH/6wE0fGuOtvjL9i9M2XzjR2LY/B9QnPrjDqU84qx/nir36Ms+H4VyYjU041ZxtbeWKfvjaxqV5Shs42omThSXeOGiDm74w6GNbLTnHrC/nG8dWnWuDi20ayQktcHDMmu6OxQX+qo02+uGHi7UY5dw2u8wTbEvnteGfXmLJF435YtqLVy103nH+LSzO2rRvu7icZ9qv+jieNmGImzZ4mUfpa1kNhhqNTzjx0VZ+4cDHPy5iZfrQxzk49hlt2tYnTMf1FRdtaqP+7POX8Zkfx5wXF42NcUZjMWaX2jgOx8L4t21+0E97+cbfNj58VterNs61OK5GaKO9D2/0tBQTf3Bo3FxR/+KyTx/xaEMH8cUThvP4NReH71hx2Xa8WPC71Fgbfle99HEsTH5pik/1w2917DydzG+rwSgm5/nAJV+2qwO+8K5uVm1glgfbxWy7D4Hr3IVPdawNg48vH7a1gWOfLzrQuDb63Esbxy/b4CYW+XZ9sC1ux5n82a9uHOO/PGnHF/3cQ7rPUYvVv/baaA97Ncdhi8k2bbvmypX26m3lfKkxXH1hZPRzzP2AOUKeypU2/Dh/mScY4eRXHP6E2jgVF//iZ9riry7TxzF8w+GrnFo7J3f6hUG/FcNx/CxMjPrSmB/HG+/68uWYNf3isvaF4Tw9jAW8tLMv1tXo51w4aRyGtvrhJN+0oe8aFz5w6ReOfvoUFw3ooQ0c23xrk8EV48pR//TTznn9PORpHyfHmbhh0pjFB46YWLFV/47Rkn/9GZ+XMekXhjba8k1j+PaNb0s42tnHY61BOMWlLV806UFatZN+alEe0yb8MPihLS7iiNPlPKoNfda5aeUCx3k57z4bdzHAZWlJv/TFB5f4woDLv3x3L8l/WllfagxnXfijMSztzaP6NO6dZ+KBncba09AaHu3EpI245Bv/xhQM5+zTOtMXTnFVZziIy7wDR7zastrzmekfRtoY1z4zwLBdP3200f7yWuVYvmzLCY1xlwtccHMuPpfzaMfXNT3kDxc+4VrgMNxobq5ejR40ZuKFoZ9nJ/LW3FWbYrTO8EgTx9rGu/yt841j4uWr+tNvrT/b2olFTdiPSzkUG85rHcNxPI1x08Y119p1Tx0ZDywNL+cbvtcc2KafuOVcfzGkMRznHF/rj49VY7xooa0vdNoXlzb5g6HNqs2Kwad9bco7n8UYjvXl+BSXhVnjTWPb/MVFbM4VFz/r2AwjHJo6Ly44tFI/DAaD4VxxOV6enbevD01oIz6xpulG3CAAAEAASURBVLE2Ymo8wAkbTtvOa2cONVc4hw/cDCauxRS2tpnz+jlm3DQHdv6M9f/1dgKaoCt2QlYoK7TCeZAJtjYKXRJgZkRe9zu+rhUHDILjoQjhrAnA1ULk+5nzsPQ1seF2ObhgrriXWPjCoQUe/FmLoX7aWLR5kGkjLgteBokFfoaj5UHGt+KkjW3LqkN+HoTBvz6Wcl18+jNtLMV5Lzxc8YeRiS8Mx5wXJ+uDg/eR+Sdwb3nLW45vV7tgmAT8EyL/IOcVr3jFcWEzgFYLZz3WdnHLg3yrPwPPTZWH3P6x5d/+7d/e/OEf/uFxgXITqa3J2wP2l7/85cc3yZ/97GcfxwzuvkFIgzUvfKVf/i/XtVF/4qbLZY2Ub+fuZ/SzyE+T32XdVE/3w3AcH/7VjtjwEoPj7C75LiY1B8sNGS6XcT0onsPZ7Y98i4vxv/ZLm+PkfX6UExhignHJJZwV+xIujdMEN3FZZ2J/UP2lHwxGZ/PN5fixf3ksH635TePWl3E9DEdM+mq3zqPlm6+7aKMNLP2MKTpezqPpd7+49M2XXBmX1trTjaWfdvez2vAn3+Kit7ysca15u8TKnxj0N8d043WZ3wfhwIWljSUu+IgrPg/TJhx99G2Mr/W66ncZT/va8KVO4OBG42pAO20sl7UURms4aSouWsHJYFxq1bl1rU0Ln7ZXTXFc41z7tr1qLB79W+PBVsz6Xa7X+uucmOAzWOnX+Xut04/GxjguYoiD85YH6eN844hP3C415nvV/F5cHON31ZjOcXGeL/vrMcdXq16NKcu9dNDG8iDTz0KTPiyu9acvvR+kjfOWxgIc2qzzgvMPi6m46WEbr3tp/LD6w5kvnMUCzwIvu4s2+ONBG0ZnOKul34NyJXac6QOj2otPGA/KVRrTg3WvvmqB613iShtcxCimFQefB+Wbf23qQ2PtcXMcj9rYf5A2taexGPG/1PhhMfEnDgsc7WltHz6DzdLv2LnHD3200b5fAkz40IO++Fgux1R870Hhk4foi7+2rnlwxAWreDTW5pLjJ0FuN9LPdQGWfMAuT6t+a791Wxt+aINHscVP29o8iIs2+Fcr+mlfLdlnD6u/cLRdNV5rjUb212Par6YNffhbl7VN+q3HLrfLJy5MPPDow+6qjXb08PnDIt/8Z3eJCQb/a63DpPtql/vrOdvhiEHt0BGXVc+7aoMPDn2ut71a+q3HLrfxsNCENozG8WlMXGKvONpYmh+co1MY9sVtfz3m+KWJyThw/xevS00fhiFuMdCRxupnzRuf5Z+/+xkcJnZ4eF3qkH7345Q2sPCo/uiRrW06drmujThse/BOb7xWu0vtiKFnJzjRID1gFdOKe7ldbem7arzGFc79tMmXeMSlb3XiGCvuld9xYvlRmzRWO9UiDmxts3T9fzZh0Ec/ceG11h9+lzVwCaJNeaGvBcYaQ9o8qP5qox8M63TK54P6a6NPfj1bggnDItaMPvJ0v1yVG/3cJ5lzcKoOwoFf7B1b13BoscZBzzWOVb+177qtjT5430/jh8UET7yw0hf/Nd/arBrav5cVt760+VTYZ90W9ie+T/6pQP8M5ukKeNDqgevP/dzP3bz+9a8//sniZXGd7vRxAugD66OPPnrzW7/1Wze/+Iu/eHyj27dV/XbMN6pf97rXHQ+b/WdmA3XH/IbKf9r13u+/+Zu/uXnjG994vKLFA3UTlHd/W777u7/7+E/QHm77Td+u3x3O/5P6ummRT2uT7v0uEv+TYnq8cXVDRmMXV/r+/2WeeLzl4TN89hRQxz6cmHfdFH1mrtjT8169zRMepNHXst4836v9Z45dp4AP+hYaq18fAOj8GTtPgR7y+GICfen8GY3P0/czSP89CnRf7Lrn88TDHg7997D69PJirvBQhdbMw6PP2LkKeLREY3VMbw/EPmPnK+DzXfaZ+7aU+Mz6f5oC7tvMGT7nuXc781na//21xAmqIGlCc/FA1tN+y7UGJyzB7gTczcKUC+5xsb1z49xFNS4TbXBg6TLFKKYzuBQXTlM+YYjtUmMPOXx7+vd+7/eOb3Fb+++9fD3/+c+/+cqv/MrjYbNvVHvofRkbzLuYi7L3jXvA7b8rv/32n0v6Jrd/MOm1Ar616T3b/rnlU57ylGP58i//8uOb5H4Lehn7JY/L83fhBKNF+0tt7oJRmwdpXJu7rPtA2bicxCUO/a13YkrjeE+w0teaTTDyTxsGazoe4gMLl4m+ONRX/52Y8FE7xTPlAyd9dvhUx/ER67V2qbH+k7jEs2qD09Rcq3DYiSt9cdjhAodG+LRM4jqjdsThlzRpM+FRnzNqJwyYO3VMY0v5Ft+1Vh1bh3MthvarxhMeMFYu9ne0WTWexhUfGrsfnVo41tMarJ86pouYptbY1H9H4+LCbTfnOOGyi7OrMf80pu8ZGuOzUzvlKi4TfcrTGRqv16opF3XnCwpi2sk5LnFIH9jXGl3SRt8wr8EpT/rgMsHQV67SOCzra4z/fhE25ZG/5lE4jyeNd/ns1g7/Z2l8Ru3AYNXxNO/NFdZTjfVl1fG0bvg3d077HyRuf+CTxjvzTdqcoXHaiHEnV9UxjaY4O9enNLamS9rYn/D5dNXYZ7NspwbP0BhGY3SnbmBUf3I9Gafl23qKka5+SQNnJ6awLtfzu/9LpNt9CVAQfsPkK/jTghBsWDAmCUAPjhsyGC33oP3QQ3GBB2dqigpWk/9kIrn0PcUoJtpaduLqphe3Kc7lRFKcHj77xw8ePP/+7//+zfvf//6bd77zncdvfLwyxIPmV97+08lnPvOZN0++fR83nC5Cdx0w8sqPdwN99KMfvfmzP/uz44G69397wO3b3X4b7R1VXlHyqle96pOvSFn/jCTOreHiE4/JBQnGmqupvjitGscprtes8aGxeNTftAb53Okb5+KCNdWnmGBOMfSFY5E3N9KT+MIQ1w4XfPjfybU4LMaHeCY1jMdax7Z34qILDHx2YqOzuFxg4UzMODA/9O3BKQ7fXatsT/URU7bDhcawdq5V5ZzG6RO3a9ZquOWafvdqS2NYO3E138DfqT+1A2unjpsrytW0bsSSxtZTw0NMMHa40Eb9MLUzMVzgWHCZxrVqDGc6rvjfqRcaNKbExHY1hrHDCx9c5HwntnBoDWeisTjg7PCgB6t24E2veXDoAqsx7ti1hgOM5q5pzsNo7tvB8RlP/66dk7HVPFH9XatL7au/HRwY9GH0mWojV13Hp3VcXOKZ6Fp/61XjHTzaXGKtfu6yDWOdtyZjnB8ax2VX4ymHNV5ccGLG+SRntEkfnCYY/ONRLU+1gWFRx80VsCcmDjzSZ4KhD43pY1zCmuijH4yz5tHm9CkXcbk3FtP0HgfGxL9+l3bGPLpqDH967YSz1t90PsahfO982931rlre4bJqDG+Su+aJ9N3hQxv9p3MFDs03Ytmt44keODzM/tf/vrWHNbrr+R4UehDZO20mgfcNXt/aJaL3/VwrQMXw3ve+98Aw4CaFDsdX6v3TQe+F9kJ5XK7lY+D654VetaGo8JlMAl6d8bGPfex46PvSl770eBf05JUEHh7T10MaGk/+dKtJ7X3ve9/xp+VyPbnQ0/jR21eS+Na2xStAYOP1hje84XhNyY/92I/d/MEf/MGhn29Vv/a1r715zWtec/ODP/iDx7e5vTNQH3nyULzBi8+DzIWGFj/zMz9z8/M///M3P/qjP3rz27/92zfvfve7j4vil3zJl9zQ+Yd/+IePV6N8//d//43XlOAg3gfVQe/2Vs8mFN/6vtZMsHLuATwc4+pBPh+EL9+waGxMTSdI7x03FtQxm4xx/8xITF7FYxzgMzH5M67ERO/Ld7LfBVNu/EJDTGpB/U01Nr7p468AenfVXTisbcTxb//2b8dfE+AiTxM+co3Pe97znqP+aFPOVn8P2jY2aQxD397B9qA+9zrXPGpsyr1fGonpmriab/wTWvrEZVLH5hY5/+AHP/jJPF2rDQzxvOtd7zpCxm8yxmljca0y3o2nh80t99OYLv7BiGU6pppHXWdoa3nYPHovPvTBw/XBL777puW92j7omPH0F3/xF8fYpI858FqrduTbfQoufVC5Fmu9Vvkrn2vrhj98jE1zV/cBk3lUDftHycaUeB70jr8HxSlP7tvMGV6vYd651swT+rsGw9uZR10bxGZe752R1/LBoXnUP+iRp2vmm/y5JqSx/pMx3j3tH//xHx/3NXI9uW/zgZ8u8o2TX/ZPYhKbv16jkVpsnBfzXdeuVcanOdlYUIMTPuXKmDBvTOYu97Jq132ieYK+7vmv5WMupq1rOD7u+dk1OM037rncV6gZ9Te5VonJOHCv5Jqndq6dc/CBIU/M/qT+jHE599eOxoU8Tfjg4H/syLux4V7pGn31Z2rFfGNOxgVG8+knWtztp1ybK2ikhifa0FSu5Akv+5P52PVJPB/60IcOPv5KdWryLSZjw2e8Sf2Jw3hQy+KZagzDeMJH/U5fyeJ+/e/+7u8OrcU1mSvUHH37i12voZya+jMHiktM6uda09/iftL9jRqejAe1Y16ns3ls8roQcyd93CvhoG6unW/E71rl/kYN0trrReFdE5fagwPDNa/r3TUY5cLYdH+idsQ0uTYY1/LkdabmCLpM8i0uWF5DS281DOvauODQRlzqb/p8ABf3XPLVXDyZR9WNGqQPfdOoHNxlLSbXGPNon40m86i+4lLHrlV9/r1WY5zf8Y53HPcDrleNz7vEsrbBRQ0bC+4H8JhobHy7XjWPTrShsbnTNdh8SqvJfKx2zTXdS04+N6SRZ27mPxobn5NxFdbl+tRvdBOPYAlnf2Lh9Fu8CUZ9FBdOUy5w4gNrx+KyyyeNw5twElP9d7Th+wwcMfVhyw2RCdcrRH7t137t2DaRP/LII8fF0qtKvKbEhfPyAgznYXzUpwnZZOxhDj9ve9vbjg8kJh83PSYi/9TyxS9+8c3Tn/70my/90i89LrLXTExpHJ9pntaYJhj12eERhnV8duoGF3kwUdresfpf1sJdMcVRTHftc7924eA01WflM8XADxdzqFqn9dRwaC7e4bPGNeWiH2139IURF3HtxERj2uJje8fC2OWDxw6GGGCcwQeP3drBxTxBZ1g7dkZMMHb1PUvj8lRcU23EQ2MfTnbmivhMHqis3MVjYTtax2fFvnab/3CsJwZDPM3FUxy+45I+Ez76FNeOvmHgchbOVJu40NgD2V0c/c+Yb3a1KVe7OPSBIa7dXDUX7+DgEp9pDesnnl1twkjrKZ9VY5gT04++zccTjPrQxWcamDu5Sp8dnDBw2+Gi/27t8J/GeO3YGXFVN7t1DCc+O3HFZxfD/KmOPVSbWlzO1Abm1OKzi6H/7r2xGNSxz74WmJMHuXCqm5244Oh/Rq5g4LTDJy67fGgclhindgZGecJhRxv903hnnMdnWnd4sD7jpfUnjp7z89QH3SgRDtGdApU8C4ydBMRnFwMODLHtWBg7xZk2uxMknDOKnB7h7GrjIbIPyL6x5FuA/unk7/7u7x4fDmn33Oc+93gn97d/+7cfD73v9Ruo4kqne3FSn35r5FuqH/jAB46H3B56+3DkW0m+wfOEJzzhePe315Q84xnP+H8eqN8L9/JYXHC3PTV9YVh27AwM/uNjPY2recLkdsa4wmsHRxz6707WabzDJY13MXCBQePpB/ZyDGe3/sSVPrandgYG3+W8GCd89N2di/N7hsZpg9eOwcFnRxv+9Q9nygeXboKmdZzv9Gl/soaxqy+/q8YTHvrgcQYOjF2NqxVYlh07AyM+6m/HztA4jB50259aWGdoDGuHixj0P1PjaVzpsvugu5jOqMEzMMrR7jxannCyPbG4mId3+eh/hj4wqr+duOCU+4k29SmuHS4+o/g8Yr1jxdR6iiWW8r0TVzymGPFP4/A6ftc1/2m8ywWHKY/4hlEdd/zatVhgpc+1/bVPj/I9wagPDHXs3mLHimkHQ1+xnaFx2qTVlBec3dpRxx5y7365oNqZxlK/NN7RJgza7ODgdIbGrnf9wrA4J+vqWEzTuPSrZqYYcU+bKU5c4Ey/aBiX5mPr4uvc7vrUB92CLvCpcGtAZ2A0UHaw9LWcIf4OD9p4GOxPFTyM9SeD0wdzxbTLBye6pLP9iYnJny54+Ox1Jf3pqFeEvOhFL7r5+q//+ptXv/rVxysPHvQnDcV1ycGfeXiA/ku/9EvHw23v4fZnay7C7Ou+7utunvWsZ91867d+63HBEI8+/bnLJd5d9+Ozq/Nuf3zjclfuD2p3FtYuzm7/yxjh7Vh8dnDCOGu+2eGSFmdxgbOLJR4Yu3GdgbNi7PIpJjiW6dxeznbWcdjBqG9xtT9Zn8UHl10+Z3GhA6xdi88u1m7/4ohP+5P1ijHlpd+Z+V457cY06b/22eUS1i5O/XfHFD5hWe/Ybv98x6f9yRrGGdpUxxMOa58ztCmm3bjSd5dTfHZw4rJqNdk+C4fvM7DSpPUkpvo8XvjEo3X8puuztOF/F2u3fxx2cfTfHd8rl10+Z3LZxTpLG/rscoGRnaFxfKZY+p2lz5RDerQWk2XHimuX0xnaxEU8O3xWnMeLNjvxPCiGUx90e6Lv4avXPnggO33Cr5+HmR5+wtux3sW089sufb1raPfbZP4s2IAT21Qb32L28PclL3nJjfdOXvMqjVXHHpjTd4oRHo3pM9HYt2+8O+sP//APj3fU+ia3d2DR6KlPferN13zN1xyvEHn+859/vDvqYT7UjHdMWfvNkIfbHp57T6J3UPHjnUJeheI9wb7B/aQnPel4kM6f15b0jSD9d7TBFQ95f9DD+XS819rDLn3puzsWYOxO+DhWOzt1rG+52onLOBIXe1htHI3u8WPVeIoRrFhobMKejnEc4BhXOw875UntqfE0iudd1/yLw5yO05SPfuKa8lj5whAbvB0+arBr1QRHHzzkiTbT2oGjXtZr1YQPjcR0xg2MujE+d8a4GGhCYzjTmGhsTnftw2vHYOzkim/1d8YNGU3w2dG4Me7exPbU5CmNp2PUPCEW/a13TJ4bTzvzKBzjaoohBjzUTONhElfaeL8jnGK7FssYSuPda3l1N+WyakPjHRz6pLH1xGDgQGPjajoe0ljtpPF07jIWfNsJrylGtZPGExx9cNid/8LBZaeO5Vd/uZ7muxrRf0cbOI0p29M6Tps0ntYf/7Rx3YS1Y+oPLxpZT00sjSn1ODEYXVum2vDLP32Mz2nthOGLTjtc8MGh+4EdbeDQGMY0V2oHDn2m12D+4RhTUwy6MDlSx1NdYNBCPDu6wBGTeJorHLvWcFEvaTONC44FDo1sT402+k+55BcP9UenKZZ+qz6TuPTBARe1bHtqsMKZcMkvjcWFzw6O/nIOa6rxeq2CMzEx8J82Ozhico+zO1fQBRatd3J+Lz1mKt0L6fYYci5kO/+gBDScJqTpJFAifXjDaSeR+hKfTYtcv246xDYtchcN76b2ANi3uqfFJSaFhdMUIz1waiK4Vh//dMCL7N/0pjcd37T2vmyD5pHb93F7L/Z3fdd3HQ+iv/ALv/DQ/0E/+DZwW3vI7Z8Q/OZv/ubx0n3/+MHDbufF71Uo3sP9ile84uYbvuEbjgff8tI/dDvj4UEXMgN4YvjsjoX8yvXuDRksfOhsPZ2QugGSa9tTk8vG5pRLGovJNsyplWc4lok1j5q7bE/5NG/5BxHqcIKjDw7mdHmaxkQHfGhsPeECQz8Y6mYXR67EpY6nccGQJ9rAmZq44DSPTnBg4LP7oBuOeNTMzhiHI0fdD9ifGAwPr1xnzGFT47+YdmpHjppHpzHpd4bG8pMmO/VnjNOYPs2n1+osJhx2xzi/YjLG2XRsyjEc4wrGNFdpLOfN7wexK37QV1//TIvGuE0sjavBaUx8iwsvXKYa66+Oz7hWVcfwJiYGMdEYn6nGaUPjad3IiwWGNS7TXFU7Z8Sk9tThVBsx4IOLcW57GlfjQM6mGPo1xnfqWM31S42pNuqGHuKCN8XRDwY+07m48SNHTM6nGte/fE3nCnkuHttTEwcuMKY45QkH2zsm12kyxRKHOvaZM6wJJ/7PmEfVoDEutmndiEO+fdFmF0cd0wjmlA9t8DhjHoWBzzTfYhCLe2Ox7cSlP7yWSd3oe8Y8Sg9zTfpMuOgDp3l0OsbT2OeGamfKBxecaAR3Yvqt9SfnE6PvGfNoGotpqvGqyfR6lwZqxj0/rafahHW5/qzbm/e9vxNcEEG5OFsIILGToogSHP13giZcPCZchIdPi7imJh4WnwlOPGA1OU7iCmeXj/7Xasy3b3H/xm/8xs1b3vKWmz//8z+/ef/7338UuEn7ta997c1znvOcm5e97GXHhYDmd60B/wHbf7b9xV/8xeOfTPaftfWH84IXvOCT3xB/5StfeVyE14uoeGibPtWx49daGPqdkXM4d9VB20ur/hzfwSmu6q71pb8H7cNIZ1x2+JwRVzGdpQ2cac7jYk2Xib78h0OfXY0b4zt5io/1Yz2Ppk/aTDXWnzblaUefNJ7WTTFZs2lM+jamwmjt3DUm17saw1i1eaw1Ths67HBZtYE10RiGpf4TDH3P0njls6PNGRrHxXpnvglnR2MYbJ0rdnIV3o7GYRTXQfDKH2GcMcbDosuONs0VtNnBwceyUzt0gbHLRVrO0DgMeDvaeCCn/879MS7ZTh2fpfFZ9YcPbVqK8a7r6i4+u/WX3x2N4zSNCYcwbO/g6L9bO3E5W+NpXCufnXyHs6sxnOp4p24am/B2HoSFs6tNtbM7H+OTLnI+tfVaNcXAJYtT+9es03hHG/6qnR2cMBpPj7XGrncMj50aPENj2ljic4Y26XyAXvnjrPozFtaYduK6DGH2tZJLlIv9knBx+OrdHfFzdqZYZ2LF79q1ojLoPCj2gNbFY2fgnRHTXTHUBe7+8eNHPvKR4yG3V5V87GMfO17D8rSnPe14XYl3cvsGt98E3+Xi6DUkH//4x493bnuw7WH3O9/5zuOb2V6D4lUvvuXzeZ/3eTdf9VVfdfMFX/AFhx+vLvHbrEv9vLIET0sPwa/N09r+rvqsff6nbE9jS2NrOfCbzk8Xo4lan2pDh/q2nmjjwqGG/cdz+k5/G918vsNl5X8Wzor5WG6nzy6HTzdddvWovxp2vetap46n9njT+Aw+MHZr0H2Fv65yLbT0jZGpzo+nfo8HjeXHfOyfYJuLLZf3HY8nza7lQuNdnXfrWA1b3Av61tO97u0mcV3b57L9ri7hnYGzi9E8Y72LdVZcZ/GIz+56l48a7h+ImyN8w23Xdjnt+v9U9Z/GpX7dF/eg0bc+Hw82jWflDqNxuh6/dhvODh8c+oeqatq3l3fwdvqusZ+BcwbGymlnu3/0idNjfW9c3Z2hzxkYdD0DR1zhrNvX5i2Ma/t9qtqfwQdGed/h6ZXBcFzzzr4/PvVBt8nMgysXkL7qPxUSlouQ3wrd5WHn/QT2IRnGGb9dwskN9NT0l8gdPuLxYck7p5/whCd8UudrOeGRvnI0zRO/d9VY/Ir5rW99680f/dEf3fzar/3aJ/V46UtfevOqV73qeCXL8573vKv4eFDuAbd/Yumb4R6ie/2Ih9Q+sPsW95d/+ZffwP3qr/7qh/4ZH317d7iH49M/66BNN1LT+pOndSzAmRou2U7O8bH0QX1SOx5cebBi8QsHE9vEqmN98Zjok8ZiYhOMo+PtDxjwLFONVz5qb6IvPm4y6ezVQF5LQONrsXBhxrh8W67FOABuf8CqBs/QeKf+0lhcje9JXPqbK7ow78R113k0Pe+1roadS597tXvYMTgWGNOYaGwRl2s4nInGbuT9XwVzuWXnZr7626njMGg41UZf+sKKy0SbNC5XEwxc3LfRmLaWyYPuxhQubFcbeExMk7hWPjvz6KqxmCbjyhhQx//4j/94/NLdfPxYa1xcadv6EP2OP8JQxzsac6duLFONcaAzjf0Tcf/DRi1P4oqL+M64569mJlxWjc2jEwz6wjnrGuOahwt95WvCSb70s6QPnteaXMHqc+KES/nmu/n4Wh61T+NpXO7bfHnHvRt9dx50rxpP8ySuszWejnFc1PEa16R25IjGnlXgsvOgmzY4sWrw2LniRxjWj/U82nxDI9pO9BW6WHyW9otHNe3VBOza8Vm+rXe0Ka7mimt5HORvf8BJG7UztXAalxM+MLyeVV/L5DNe/OkiZ9XwhA8sGGdpTJv0iec16zROn2lM7t30xcWcPLVVGxgTPjAsbOdalTbpOxnnMHCxZrCm9u///u/HuHJf7IupEz738/2//vet3e/ktcd7APvud7/7uNE0YExM15qi8gDMDasB0wR5LY4EfPCDHzwSgceEiwS6GHodhg+CHspNzTeNPXSSwJZrsXDxLWXvm+5GfnIj7uKDjwsQjScfuuLuvdpyZpKV83sNXu/L/tu//dubH//xH7/51V/91eN1JW7gXnn7+pBv+ZZvufm+7/u+m2c961lHgT/oN78NrPe+9703f/Inf3LzEz/xEzc/93M/d/PGN77x+Ba3SZ8eX/u1X3vzbd/2bQeuV6G8+MUvvnnKU55ypw8+8ixPHqD7wDStPx8GvBOcxi6MHrxfa/oaV7jQmDZTk295t7ixm05K//Ef/3Hzr//6r5+ciLowXsOLvhaccPHBf2Ie0NBGTD4YTPSRG/2NcWs5n5rJmj5iU98TbYxx48UvbHCZTvjGgpv5v/7rvz7G5ud+7ueOwqKxXyDhIaZ7je+HAZuLxSVXfgnlQja1Rx999JgDjSecJnVsHqGPvy4xvqc30OLxz27L0c6HUtcq4938db959EGa0bgPyMbCDhdjwRjHg76TOsYVD9cH15fpQycxwRAf8875qbkG9QBBzia17L7EPGFRO5P6w7/5r9qb3J+Ya+hjTMnR9Cbc/ZYxbi6k82R8No8aEzSezum0gSE2GjfOHb/GuldyDXavNM2T6y+NjQf1MrmOd0/rNW36u+ZNcuVejSa44LQzFvSXJ0abiT7igvMP//APx7V3UsP84+GaZ0yoo8mDJ9cp8+c73vGOYz6f/nJX/bs24LJ7rTJXuJ/sfmuisZjk/MMf/vBRO+6zJwZDnprzJp8b5Ma4orFx4a8um7+u5eTLKfKuhoyJeF2L41pFZ3MxjK7F1+C4b/O5ikbm0anG7vnlqQ/+ExxzsfnPoqY///M//5pQ/j9t3UOKSQ25Bk/qD6Ax7l69a/hEYxh0xkeeJvMfLmrQPaA6VDuTuUJf8Rib9H7Sk54EemQwxCYu+Z7MgfrCkHOfYXbut8yj5i3z2OQeUM3R9e/+7u+OPE30JaRrFW18Kc/a/8OajHFjyby1zsUTHDHRWe2IaTL/iUuejHH1azxNciUmi3t+ej/omQefDzLaiM3ifmCiDXy1J1c786h5xpxubjcWps+VYMgTo9NkHk1j9/zy7rP0VBtvCDB3md9d8ybzn1jcU8gXjdkEx/huHlV/03lUruTJOGUTHLWLi8U8Spup+fzhGoyPe7fp+LyX/1O/0a2wiCdgyUDYvsnWZOC8c8SpCJFyk+PioI3B6gbKjaZFYepvYrJt8na+5MAp2YRROM4pSBczBe587fiw4GDRhjnPDEznYdWG+D50wZRQBeE8zvo7vsbTOe0cd2HGGYb4cHRc3NqIqZvrg8TtD+fjEY64aAJLe7F1Ye1mk9584M74sjSwHIOBi7V2+uDMT9zulSfniw0XftLYvr4VqHblwY2oycagete73nXwN7E///nPP75l/cVf/MXHRC9PJjhxxQdfHB1XU3jJBxwToQ+OPvQ5r048zPOh9tnPfvbNl3zJl9x4HYpXl9CLpi5S1swaZxpa7MPhQ075rRbXB6j4ic3C8LbQ2Jrppx2N6Zt21Ve+nLNtYXiIPf3oi3M4jQW1YTw4Xw71d0xM/MFi1YSc58d4wkUNMjUqbjHVhg9Y2sYRBj7WYnVO7WmnL1+NB1zi08VTHpzni9ZpLLc9GNGHfjilcTjNJTiHgQvDwUSbhuoTH4v+GS7a4k8/C/80dkx9NSdp13iyZrAs/NDQtjjg4GKtrW0x0IiJRVxpHIZc07B446J+4rLWDWw+aAmD4b3WX3WcP5rDVcfa6qcNn7gzsfLTXOKcNvrCkXdtYFirj3tpA4t+ztdGDuhBY33ExZfYYeGQP/0ZHs6rZZo5L+cwbMMQszzUJo0/gfCJMQ6nmqCZvuLBp7j0Sz+1LmacHGc4WrRxLD80DQO2eKtROl9qTPeVD5zqRb751s8cBkvbtMFptWpCGzHRGJ/GavqK3THn8ek8LPryo+2lNrR2DkfnaqO/HFgza+2a4+ynD23SWlzGJw3CgGthaWy8rG3oQgPx44sXX/D0dVxsLE7VH21wcV47WPR2HBd49LlXnvDhx3lWntbYjQW6aMc3nvjZjgtf9MGp42rPgg98NSMWbZht56z1ESuMtHGcHxjWaUO39WbTeW0tLBz+bDP9V43F7RhtcOdf7BY4fLDmEjj0c75rFa5qkR8Y+jgvDzTKtBM//Zhz2uGtphkMuqRNtWWdxtWO8QlD3z4MiG2dR/EVR3zWmOCIq/oTl3xbbDuPc23woxV/8dVXO3zTT36MA77giM95XLR1Hu+0SWP55k8786aFrtWgbThypU/6io05ZnFeO9t48idXbasZOdAOB9qKKwxr5+RKTM7ryz99Lbb1rbbkJs7a8x1e+omr+tMfLxrhCofpSzNr1njQhjb04xdOGhefmGpzL23gGb9i0k4bCy6wulbBEbsYnIePR/WXH23wp03znrZdq8IRi3Z0y2DhoA2t7YtLnmClsb7qQtz4VMd8MsfFU77hqBc1B8N5MVjzIwf24YQB1/Hma7j6aiMX+OgvLhzFLV984aetbQscXPiKL11xwjOuMCz6lM8w+K9t16H8FBcuzvG1tsEVDrPGu5zbL0/iYnLAzCUZH/JlYTDwgSO+cMRtqU60ExNMfOkndhanuMATt1zgUk74pm281JN2loy2Fr4YH3zRmNl2ni8L39Wo7bjwYeFPrI7z37zuuAVXMcLgyxKGmC3p5ziNcYkPTvo3D9h3jk86MbriIp/w4BjjtNG2mIwFseF0qQ0fFlxg2NYGjgVv/oz3tUYdp78lwyUNHaM/LvSpHW3FQCO4FrEz/PlvDsCHfnD4h6VtXGDQAJ5Y+bANgzl3OT7VHm1g8acexK4tc5y/xjkO/KQNHzhoB0u84k4/7XCBUczxgaNtbbSDRUv+xCV2iz5haJeVR23SRp7ExJ9reuNFbNqsGsdFLcDAh2b6yhM+4sJFP7WTNmkMMxzrPpfSEw84YYhNDeOirb7qy5qV81UbfVrgMOe71uOMb1jOx0eNio3G6UcfMVhs0xAf8WkjlwwX5hyMS/2KyzyKD1/h4AK7eODgKRfWjvNFHxpbW/gRV77NI21bi0MbOGKUK/3Lk2O00kZcYsSlGsQjvDTGJ23kIh7FBQtuYyEMx8LAa51LYMDFr/FJH3wcq3ZsM21hiN0xCwzxy7k61p8/dSoG+aKxNdMfDgwGQ9/q2LHyvs61zscDrja04wemY/xY4NlXb409PnGgu7icp41FrcOzrT+NxKSdfnzLJSzmfLV8HLj9US7xYc7LhTXTn48z7dQH3YgRhUh+w46wRHrYaO2c3xg1yUiGgJ74xCcek4lkEc1vPTy8bDIggIehkuTYo7cPOAkDDwbh/NbbwwE+tfHbKTgSSWzbEoEHP/rjgU+84Xl/s2T6zViF4AGtgcOXb5Z5mOobTy4yBo9YDb74+Na3cx6wOgbHg15r7cTolRh+w4S3Y/B9u1B7Cw3xFJM29vXvW7niEJPY6MIfHWDTTsExelg89FWcsP2Wv8mI/gYcDmK3L87LPOlb3CZ+GvPjIbYB3ODt3dp4i0kefvM3f/PmTW96083f//3fH78J/bIv+7Kb5z73uTc/9EM/dOQdP+f4teCiP40Yrjj7Fonc988r5U8e5QInuBYcrB1rAqAfPn5LDT+N6fg5n/M5x+K4b3/JKV3FTGP196Vf+qWf1E8b52vTwNXGNpMnOZAPmhr4NKu+xEk/v6Xm1z5OagZvMfFLW/VlIpFnNWAsiAs/GvADx375VDPq0DEYfPmtOh+O0YLGtGJi8VtqfmilnQmWPk9/+tM/qZc61kYsck67asxx2oldTLjgDOcZz3jGsQ9bTWinvzYmfXnslTX4wXBMvPaNXRddXGAytSd+GuPruLaNLbrAtvDjnMVYwFlO9LXwJwfa0YIu8qBdeaRfOPgYD/JZXowZeaAtLAsM8x+TzzROHxjmGnMBTdW6sQDDQm8Y1Y1jahIXeseHNjQWk2M0LjbHaG1+8Qsg+3SA47hc2HfhaS4WHy5icl4uis83M9SFvKotOVBf/GaPPPLIUaPqVBuLMSxuhosaVefmH5rT2W+7q1GaiN0rmsTtPP3UhDrCXa61MW7ohyfsTA7g8GM8NKbMI3zSkE9zvjx1Y5d+2tAGR7WgdmDw45vy4uJXPvCjBRzawFIP2jjHaBRfeagv/bSDWz5gmNfTxryzmpqAZc7Rr3mSfozW4jZG6aAexEq76tN5sacxbenHZ5rrT0P+9K0ubfMFS57lwpziGC40Lia14xhfTF+5pCU8fdQfnc1vdIKLLwz7YnRMbuRbPuhn7NK9mOAbv3zRjw+1rp2aYdr7Fpc26mLNk3yXc7rQqD7yDIvhrJ3xq11xu8asGtOOPjhpk340xj9d5NJfHYkDZ/cdzts3HnE19mgBQz3IKRz+9FFnXtOV0Q+Gc3yrOXXVXzc5Rk96iCUsx+RdbfFPH/Mtv9rh4HonZzBpwrd2uJgTjS1jQQ7sq2sLzjCYecQcqHYcowXffMFhONIm/cSjdqzVuPNw1IM5UAxqpms9HHOqPJnfcMaNH9cGMYkHRxjPfOYzj31xp43Y7Ift/kJ7nLXB22LfcT5oLG/40Zc26lsNyoea0I5PPPigT7iwmmvNJc5bzKO4OI87XdSofrD5wsl5ceFgXD5yOydrIwa1s8bevK+d82JRfzAsjA9jRS7wp3HXMzxsy7W4m0fVhbjNK8VlTT+1hZ9cF7tcGefyCsd5fc0ljjN6ikk8xgQN8e1+Si00r9umuQVffmgDNxM73rDoV1w05st8WI3yK0f0w9V57VzLmktogY9rd7HQtPsS44p+OPo8kcGBwZc8wG/OpoE+dBDTU5/61GNNSxrjhDczvtUW/RhcuYFh0Q4G7vIpJn7kQfzyDddx9+m0csz8KS4aGnvWxhXtzHFPfvKTD0yxir2xKc9y1TyKq1ypv+qLP3XVtQoP2DTA32L8isu8DZufrlW04VMbi2uVPNDfPGA7LcRuvuYPDm34ExNNrMXpOmSf0Z0PCy7GrP64NEc2H+sLz7yovXzKCVwaGw8wqp2uQzTEV3+LNmoEP7kUO73oJl8W5pi+cmmBKzeuuWrDvhziEmfHylN1bC2X/MilfbrRGHdL8ahTOcNPTPxoy4/xSGP64QaHNjiJyzFr85RrVWNRG5z4wY+uuJjfjF96GLvir071xcN4oQEe6rt51HmLOV3OVv2040cNqJ1HbmsUDjza8gMnjXFQw2qLicH1VdtqPQ3lq/pzn8iPBbZ6sMATr/5wtBcjLHmQA1o6Lm560RuGmNSX+3nb4qIfTrTBo/Hummg+1sb9i7gt+sHHVb6aB7TJl1zQFAb9cG6uUccw8g+nuhCTRV/xwFZHxp17NzHg5zx/4mb0V6PmU9rgqf7FrY35snt+ta4NHGNcfBamFrSjoxjksvrCh95qy+dJ2jBcqq00FpvPpXLHvznJGLXgRDdczVv60N/ndTlg+sGgjTlAe7rQkL9wxImL89rBcQxWccFxrTK/yUVzOTymnZjoRxtjVR67XygGunSdoQ1f9LOt1qz1lwt1al887gdokMZ8GQvWsPHAF2/ayKt186i+xpm1RY2qJzkyxsXHl7mWP9rAUqN84mMbX3OO2BjfFvea9MNHXxq7ZtnW31oenDe34GpOwkX/yzzJj/P80Dp+2qsvnPGhs/HJH/584WFx/6be6No8SpOum3RWP41Xta6m8ZFjXNUFg+G8+GFooy2tfC5luMkTTmmMI75yJQbHXRuqdRobn+pX7fApDtdoOuOmn/Pu28qH89UyTOfFShf6Mj7oSD98GS5yqQ4dE4/xCINvc0Rj8uhwwo9TH3Qj2tJNiUFrQm5wCFBxaydIxw06bZjikFDnFY7Am0S0JaDBp43+FgJrl7jWxLRWCM5ZYOeHkJIqgatpl8gSyviTUMUlCdqUbNuOKQaGDz/1xdm2YjYYFJA+fNOG4c/gsOLCo4uzNrbpCtPgUyji5E+hOm6bXiYP5njn7GvjPB1oiBsecGtHE/uXedKuuGjLh7Z0wU1MtMLfRfBXfuVXjlesvPnNbz4KHr73cH/nd37ncfEwIOiGh/6w8DOZ2zYA3v72tx9/3uOd3i5yBqVFnCat5zznOTcveclLbh65vUkxkA0og5zG2lhYGstDtYenOMTlPN9uZOTIOf7VpsnIuUwbA9rCcNU/DMfUuXhhlUf9qi196MV/fPSrtmzrTxc5lm/au0mAER/cYWjXMfvibl8e+TYhioupAb5qox7kTky1gdN40Q5nNWosuADIPwztmDW9mJjqA0NfZq221Iy846QPPrXRjn6Oa8Ocoy+sODfGy4Pz4kyLNKgG6kc/bRn9mDzJt+NidJz+TH/Hy11xaRNnueEbX1gW+2LIL31orObpw2Dgy5znixa40Fi+awMHJ5j8itsxC376O26fxvLIlxsOPtS+/s4z+Wv8288/LDj6yIO4XTy1b76pLtSWts0LcJi6SC9t+DRfqR3jExdx8Mm0tW/sM+1hpg3etNHPzYvY6ds8pQ8svvog4hiDE4dwcDGPmJPFKDb9+RV/uPLpmH5xtY2XOrENB3cLLOdgsDS2ZrDEml4wzQNwXKvw1FbO0y9tLuPSbm0j3+XdNn3gMTmiH87rtcr5uOBsWxs3MW4MxYSfdTg4ywMfFqYe4PPDaKCO4fmAAUPtiJ9pZywYB/GhgeWyjWPGAky6iLF5ABeai2Plg2/a6K8ecX709ibaPi44wWT3ypN2YooP38zcldFYG6YdPPo1p+PkWFy0oTMubgKNB1zww8F52ojL2G8+dgyGdRh826aF2ikmxzI5oG8a8w1bbExbelrLOR+0dCzOfOKmL5zwnXeMdV685nT4YpR//Rn9tK+WHMPF8TC1F5faa17HhT5MO30u59E1Jrz4MMbNo8an9jC0g0EzuPwVE554x9dam/zSWM2oN+fiTHcxmNdqCweP2nTeBwyYzRPlAV+c0qJ++KVxdUYf9zmMxpfjTl9xMtu4ymlx8QNDjdI4vRoL8fAAbjUYtcGbX/dGNHZ/otbSOF/iwr95FJ/41YZ+tvExtvTBTz/HaSB/3Qvg5Dj/6YeXGmTuPfHAzfG0SIP2j8a3P/ijAdMeP/7lW06NZ3mpdmA3xvVR846FgTccufFBEQ7+aqcchnU5p8NY82kbF8fNF2LCF3762IcHn8mf9uJgtOLfHCrfuIpHP/qlpTZywfQN/zhw+wMPfuXDh1c+9KE7nvnjP31oA6fz2vBvbZ7AGwdjAjbDx/aKcTmPwuSfxvItNuMdtoVpA0eb5j/H+cTHeTzEwKc5hzWP2i4mbWBYcIGxjk396SN2dUpfvsXlGNMHtn0YFkY/sTCYFn3lSlu+13yWb+tMH/XNcBaffmqPwTHn4MW0gXmpMZz4iglnbVynjHEx0tc5pq0Y9WselU/H0y5t7HdMzOrVuY6pbdqVK+fg4KCNfb7s08bakn98aCIuceZPvzBqYy0e+qgDMdJMW1a9ppdjMGgcXzmisXmruR+X6o8O2hjj5VpfmLCY+HCWG1zUIEwYcV7Hh7jTAu/4wqr+HIcFw5ysf5xpjpO1Y3FsLIg7jd0ba6dmxa0tixuccK31rU36G5euvz4PGYf6xlnN8EWD9OHHcSaP2suN66basO1YtV6dXV6rcIsfHWlMC9cqz5Vo5Vga89e+eMVjwbVta7kREy7qVZz6lQs++elaBFc/2pTzakt8HlzC0Mdx8TAa5P84cPvDvtjTOJ3S2nnccWDaOUez9LV2jG+GU23M6eZkMYoJn9rYXuvYcRh80QiuNupYDD5zwpBfViy4rPfG/IuDfsw+LeCqP9zkutzAcU7+4nd0vP1hP/1wKwce9NNC/cHThj8Y9tMGNozyxKe2NDdX6ON8n8m108danHg1Ph2LS7Hxr/bMbzTmmw8Y2ujvGgaD4QzD+fb1gy1PTL4by+KQC/z4SGc4sK1haYOvffMWfZ0vXrh80A8vuPVzPD78wuDH+LaNX7ULByYM4yVzvvELq7hdY+C4z+En3eq3sz71QTfSCCIuiU1IK2FBJk7EFWVt6k8YQSssosC2SJJjErkWKAznaoODbX3jUoHzi4M+OK4WP8dwqtDxsS9xK1/nGyzxcQx+pp82eDsOAy/tGJ7axCWc/DvP7OvnYqhNBUOzYre9Yuvj3GrOiwcnGHhZr+3oB0sRZ+IuLm3tM7y1NzB8ADMp+I3Vn/7pnx6/xXKRcs4g9k8nvYvbb6nEL8ewaNLA1N/F0aTgAbffNnont31aGGB+S2jSfOELX3g8NDeJGLw+WOgrRpxWjfm5zNWqsfP6iStN0zgNqilc1xsyx8uTtnybsPiDFw5/WZpfasw3wwd/GCYk7W2XA22c1y5cHOyHoY324tI3X3Je/rTR37Fy0LEVFzYMcVnkvRic0xam49XwJTft9NEu7rbhMudZuUtjx2FZMjj84M2KM31oIO72w8azbW34Un8MPi6O58t2/o9G/9Wu2nIMZhprb8ELdgbvUmOxp7G1fs0DxmhjK84w9GHlMm7OFRdtWrStjorJsXzzyfJfG/tigmmNC520r0192z+Abn/wpz/TRp70FZN9WPzXT1v75aF+4eNQPxqqP22rE+1h1cZ+5lg4axv6FRdM51b9cEpj23ENg3/zHQ76qxtx8VXbNK5W4KvHalI7eUrjMLSvTdrAXi1sx7TRRxtaW8SWX21sw+98x/JTXNqICycxrjiOabf6gQND3M4zfGgSD5j2WW06n8Zw9XPeUl/Xu7iJmV72mTX9+dc+026Nyz7OfOIpLji1Scv04h925+E6p38aOrZqY1/7zseHv3DC1aZf9sULH1YbvmgD55KLfb5haJ/e+qwWxqXG+mf80tAxXNMYZuYYg8MfK1e2nXfOdco6HeBl9NM3jR2Hse7rJy68jXFmP//28SyuNIYT3zDlmHWtKkbHYFRHYaSj87Yd14Z/1yG4/FrSQFu46VZf+PFxTIywYNqG4bx2nbedXuHbr41tGOJyns7qqD5w2q6/YyuufX7FpC9tYFqq0dbqcjW89YUdZm3cx8GDG1/t5M16vY7X35rx7bqgdsp/ONrwSa8w9Mm/dW3giIfGcPRZ9XNMm/zCYTjywbTXn8aOFZd+xUUHcWtnYTDSTTvb2vhAat82jPLjGHx+woCjnzY4amObrszDK9sWfYuDb22tmXNx0QZ++nnQgwt966cNP9qEkX94+VHnti22YcDChyYZ/44Vl/bFrU31rw2e9ldttCluGOE4tsbFD/90kXda4iUGPv8Pe3f3a91VlQF8E281aqIiX/JWKBYRCC1QmrYImlaDiEmNkmjQED/vibfKhQn+C+oNiSagQLywVZCiUuTDtlDpB6UtlbcoKh8JMcF46/kt+rzMLvfZZ68xZn2P8I5knbX3WnM+8xnPGHPMtdf+ONHYOOZKTD9YacNva4znzHM4ozkGIzjRWB8bjvRwXltjwuCXthkreRSfjIFv/Ao3/PIYnscxesGL5h7rr0/MY/1szBj4pY9jMBOn8IETLuGsDX3NT4+TI8FY+wR35AvH2ImTfnDCzXOmjTkejRO/EYumuOrLF5vxwxk37aOFsW0jRvpoyyfn8EkfXDzGZzym3Vq/aJx2+uDDjIuXHGV4O2ZcvjGYnmujrfO48DNt7GFqG220y3mPWfSjoXPROO20iVbGZDBtwYjfzrmhC8O8wi04NPA4mo990waOsWy5loSVceHr73z6O6ZftMTLWLShs1jhos/YRr9o7DFzXn+GUzQ2lmumUZuMr43H4ehxtgXo5I9+5gKtw0t7Y2hrTOfGPHF85ONx4qst32Ct2+gXy+No73j0CW8cRm08j37aZ447lthFI7qan/ILF7zwYXA8djwYjsPQP9y04QuzzsDgJ0sb+sEIjv5wct5YMJy31x5ONIalD9z44BjjV/xxjhb8iS/4p41xYOAcLjh4HoyMqQ8Mx0dOMJi9sZzP/PQ4OHA9Nr4czpv5xk/s4GjD31znjBjOwzG+a5KMg5ct56Ob8/ELP36Fr7bG1gaeDQYu4RyfjAnH3jZiaA8DZ3rbYI1xoR2LTx7jYouln7Hhjf6lTXf/jBMnvvnqsInmYsFNSl8JcCOSeHF0C7SLXptCKyBubFaMa7gIhG0U91g8GAobLgLg5mrV3KjlVybcmBDHYlo0fILBP/z0tULvKibRj8XQTlFzQ1iyZiJv6T+2FXMYkvz973//8hMj73rXu5avI0hw8XvjG9+4/Cb3W9/61kvFZsQw+WmM05133rnc2P7Yk5/mpr9JcNXJV7l8Cvymm27aveENb1i+NugdpNG8K8Q3N9bXE2psd+ixr1HwSbx8PdsN+oopatEGFzm41XKBmU+/5B3SrTjae6cs0907gSlqW7HkoLkuj+VwJY/z1Rm57CtH63fkj+VEHzFninBFHzlqblucFXNzqmrilJjhUqk5agR9zQXvzlb0xV/u2XxlyrzJ15u2+mbx8a64nDGvKjbWUfPCG1NV88lTnHx6QA6Pi+8WTBrDorE6WDH5SxsY6l9VH2Nbq9Ry86qSNzTmk70NTtXkjTnhAlhtr+YgjH8/+WSGOUWfivmkiTc6zSf6Wgeqhgtf8mkE832r4RPDqZp/5reag0t1rRJv84nO4l25FuALLv7hDn3FPF+XjJ/H7Mc6ShOfmKma/MvFcWK1FUsdtVapyepNdb1zbUJfezlcWcddk4j1Rz/60eXrrD4dReetpu7hwS+P19c/W/BgqBOZ35U8ttbxzRqMC6yKRV97tbhSR+liLvzt3/7tst75eQ9zYuscpwmfbPDU9qq55uKT+lddq2gMw/WoOeU1UcX4Y17RRJwqa545aV595jOfWeaB6zY4WzXG36f+1GKbuVDBgCP3zC35J4cr81yNoDEzv924qJh8sT6oE3Sp4Hgd5FtQ4i1WXudVzfUJXfP6o6KNselLI+sdjMr1gHojB5l1qrpWyUEa8ym5s4Bu+GPd9GlauQPj+uuv39D7qU1hmKNM3apcu9FF/uHlE60VfY0PI+uV3KusMfS15VO5lVqMC01cG8ORP7fccovDJXOdru507r+MdVQ9rsxN5OVxanFysOTUSSf6qBVey1TMWuX1nTmu9vmWe2UdN7a1gW/qaHWtkjepgWpF9ZpfHls71WJrVTVW/HKvgT+dayX/KBGGmuVasjo/XWer79EY5lYzl8xx1qmj5oN5BcNaVbmugCFnxFzeVfOYL36a2By35rl2q1xnw9lnU290S3JEBUGCVyeLyesinogwqknFYVyCUb2QwodfOHUmXDD4IykqfFKsLa5uPOVFyr7gHjomVrDwsFUmHD1sPrmtmPh5A7/FnQtPN9a8oHOh5idG3DD23Hj6mWQ+ga2g+e/DfpIAzn333bdog5MbdCaP4uKT4BYoGFmo1hfrMzQ2ceEothb5asz5CKej8TgX4FQuopIHuMBjcCr5p6/cscljGBWcvIg0PxW26kVv5iZeeFT0icZ8YtUX6/qaU8HDRcy2mv6Zn9UXkca0+NgsjPStXPTCwUdIOGG1AABAAElEQVSc+NOpxXCSg+t5a5xjjU+wEqdK/hmLxrBwqcQJhv5yGQZtOvrMWKuSw/TpcBEn9QsGbaoaw1BHxaqyxtBYf2sKjeVg9eI5WKkTVZ/EPIZPFUetEC8aw6jkoP40TqyqGou3F2+5nlCTt5qcwyM5mPm5FUf71AmPqxrjgwud5U41TtEXFn0r8yo83KChrRcV/NpqMzVOnOiSrcInvol3JYeNGY3tYVQ11t91pRphq2iMD5/CSe5UbcZalZibE/ypzvHESX8aV2KFi801BRx5XMGhp7qeuleJd2JCF74lTpV5rkaIN8Ol6hMMfDoa6583MHHxOq9qWav4g1NFG2Mnd1KLKzgwbAwXW8XkH7/4hEcld/DIDRoYnRs04oUTq+YOPqk36mhFX+MHw54+FW0yx2msfwUjXOSxeW5+dW404sKn6mtxfPgFQ7w6a5VYwTAXkoPwK+a1g3nQuVbyBhSTM9a8au7wiW+dOjpq3FmrEifa0NhWNa+raBK/KjjWOxh4yMGqxuaBLXO8giNGNjarjvKrUo/FGxfx4ouYV819QDgw3OSu1p1943/z9zX2nd14LImAYCWA6+G6GIIAw5bH6zGOeZ6+nclmHDy6GPpLBC+W6FzFCxf7iinQCqx3qD796U8v745718vPjCgEFy5c2L3qVa9a3mF85StfuXxi1802k8JNC339kw6fnnaz+8EHH1xeoHgh6B0vN8V9WkRf73B77NPVbtYdeqeHP1WfogN96UrfzmTrahw+9jP86uoSPjO4pEYorh2No824D8+t+xn6BEP+5PFWHuoNq/bPeKkVLn46F1LwUmdSCzPGln2n7zhOdJmBF79G/C2PcZG/nXhnvGDM8CsaBXvrXv8uRsbsaqxGyOHORV24xK+OxqMu4+OMcew+XLSv4gQjuXPs2Ot2+kfjbryqvoycZmCIMZuBBaejMQ7y13WbF1znQWM+zTC+zdK4g6UvXWmca7iuf12/0r9Tb+JDRxsY6R9Owa3sZ9Ti7hwIb/7A6mgcbYJZ3c/A4YsakeuKKhf9ZsQ648/ACkb2wd66p1EHQ1/XxPK4g4P32H98vMUn/bJt6Xda2xlYVV/CSf/UYTewqpZ53Z3jGb/rF5wZ+vIreRwfw3HLfnxt1/FN3xkaz9AmGm/RYV/bWRqrE4w+HZutTSfe/AifWTgdbbxpLl607uq85jH1Rrd379yo9JUg/53TDcnKx+G9e+ddmHx1q/IVWIIprr4a4uaorcIFjnckfa3Dzd2rTr42neRYi3nWc9rA8lVcN30tAltNfzeX+eXTzvl00FYcvngHxU1pF1Vbvp5EEzep77rrrt2HPvShnX826d1Aer/pTW9avgb2i7/4i8vXjMZ30byTRcfbb79998lPfnL3l3/5l8tzN70ltk9q2972trctX532H7nl0JZJCN+7b742E9+2auNGOwybf44nXhUTK58uooHFqPLJDLqKVT7RWP0ZFfx9jVHsWL46szzZ+IcuYmZO8WuM8bFQ+tvkMp98Qr9icopfTIGsfGrAmy8+3YGLPOx8PU7uqF82XCrayBt85LI5rk5smQPRUQ0VK28kqaG+FbF1ATGnaaymw5DDWfQzzjF7OPxS02nDr611VO7afBVSzLwBlhcrx3AY2yTmvkFijlc+mcYnueebLHLGfKh8Mih+5WuM6k3lUwNw5HDwKlyikThZz8WbNuPFdNqctaeP2uVr2L7+r5ZXcgcPb4jqb92szPFo4ltD5hNtzM2t84HP1nF4rFNH1Qp1PVzEfKupEzQ218XK9UDFzElznL7irVZsNXVCrPjlJk0FI2O6NjFHmbWheq2k/tH4wskb7zhV6ih9+WVvjleuB6zjYuRrxta76td6zamsv3Iw/7w3um3Zw4Fnbsu9ytxU02kjXq7dKnULZzj40EgOVmqX/KOza1NrlfUB1taYR2NzCy/X/BWDo1bwSczlsBzcauam3LPWwPGGVKVuwbB25luKcLYafWniwy3mAm2qfPIzUnQRr61xwp3G1irrnjWYvpVaoT99WF6fLU82/qGNawp12Fyo1GMY8sZ8UIur+Ye61x/MHLc+VPJPncHF9ag4wapcD8AwpxhdKtroa12QO+Kc3HF8i8lj2qhd5tKLXvSiLd2f0pYu8FjW8qc0OOJJap+9OlrR1zBqDY3tzUvrzFZLHXWtJGdgVOqNuUkb1wNy2j2hyjU/HK9haOx1Ay6VWjHWUdej1oatfuEiRnLHtZ85XomVOQXLNb/rWmtVZf2Fo1ZEV+tDRRtcrOF8c91mXlVqRdYH8eKTOb5VY/kqX8xxawyNabTVorGfhORPXv9W9PFTXeJjTrmWhLfVaOxa1HplrYJRwRGj1FH6VLTB3TzPTzvTGNZWg8En8ZIv8q9q6g08GlfvnZw29varrtOQTo5bgFwsKG6KSl6oHOiy95R++rsRRjwJuzU5k+R50eWCwbbV4Ji8EkuCVbhkTIuqTYH1IruS5BIBhkLiBWDFJ3z4RF+T71htjf3YY4/tLl68uPMb3PZeHCtmLsb8PMltt922TGJFjn/JCf3c8Pjwhz+8XCSbYPS04PiJE7/p7vel4PgN7hS4Y7nxSWws8Pwy+Sv6wqGvC18FiR9VoxcuNMCtYuKTueBxN/9gMPvKwqovPmKnOFrEKjdz1QkaW6S3vMli/NH4kaJfWZhhwYhPNOlorODzzeZFQcUyx9UuucOvLfMgY/KJNl7cilElB/XBQU23AIlVNW/UHHljjlY11g8GjVyEV+c4HLHiVxbVrRdkwRAnLwaqtVi8YMERZzqbW1stfOSzx1XTV/6qXbhULuSNjYeY07h6Yw+OPFYn5GHH+MUnc8H6UvXLnIq+2W/lpV/WKutntXbRRqzMCbGqmvlEY7pUdR7rKG35WKlbfOCT3GGVm576reuoulXhg0fmQ2Wtw4Wm4u26zfVf9SYPTVPXM88rPuEEh0b6i1elrutPG7XLi5xqzIMjj7fWYb4wGosVjc0n60PVaJPr9YpP+tjUCpscrugbv6xVNK7OBVxo45pLDle5wBErXMTJY8cqphbLu1ybVPLY2Mk/1+rV3DE3xYlV62i0obHrkqrGiZN1s1onEg/zia7mRuUNuuDIP351rv9St2BW66i+6p7ccY1UxaEHf+Rxde3Fhck/+rCqxlljcMKtamMdreZf6ihtXNNW57c4mVP50AScyhyHI49p7DGMCg5tzHN+VT9YJS7yGEbeOKpcR9KCL24S8sVjtavil7mQvlWN9UsdpQ28yrygcdaq6lzABU63jkZjOGIUjStzi8b0oAuciuGT/MtaVXn9St+sVZXXieGeGqhO8KtiMOSNrZIv45jWO3UQZvUNwxFvfDz1RrcESMGWqAJbMTiZMPYdEwCcqslpbH0VN0naMRiStKsNf0w8eFW/JBMuCoDHh8x5nCXiZz/72eUfYfqHP0lwN6jdrP6Jn/iJ3Y033ri8kMOLXtp4p/CBBx5Y+v7N3/zNpXfSJbMb2xdO3iHzO972NniVgs8H2kTjqjYwcFdMOvlnfFwUgEpB40+KvlhXFlQYsU6+BMM+udPJY32jMb2rRh9+sWq9GTWuXhyGP1/wEfcqH3lDH3OnioGPOOGSi8Rw3LI3Pj64dOIdHHxm1FE641XVR79oTKcqjr7RxuOKZWy60Cd+VWogn9K/wiV96Nuto7Bm5A5d1WIXdZ03E/BJ7uFVNTFKzKoY+okVPolZBYs2+IhVNf+MG42tMdWbB5lT+HQNRtaFaqz4BGNGHR3nQ8U3PoizF11iVfVp1LgTbz7g08k9GPGLxlWfghONE3fHtxhtaEJj86qqz6ixWDHHKvVYHuPS1YYv0RiXisHo1nRj8wUXb9h0/Iq21RfZ0UC+ROOqNuZB6lbHJ335hVM1/4LhjZbq64ZoE59c11a1gZXcsa/i6Bs+VW1wMT6N5U01d6KxPO7eoJmROzBS//hnq9QbfgUHZsWMDYc2VYyMK97y2GuQqiXe5rjHVeMTf/hVzT/j6xttqnz0s8HxxloVhxbduRA9Z9RRfszQJ/NTvKqx4hc+WWe6GmduRa/KnsbJvyofmnTrqLGjMU5VjeGk3sDrGF345XVeF2vNY+qNboXZZvGpFOk1uRkY4dLB0tdWXVTjV3DyvLKH4aLFi1F7zysWLsf09xUSn8D+gz/4g+WfRvqqvouDq6++enfNNdfsfvZnf3a50e33tJmEdVP8zjvvXP47u5820cdi54W0dj7B/fM///NLP1+/9RUeE6a7sMaviibrPsdos+6zfh4+Xaxuf7zCZc2x8nwWVhen23/tO7yOhU8HJxjdesOPYHV80ncWFzhdrPjU0ZhP+uPSwRkxOjjhAyObY5fLZnLoakyDWXySf/Cq1um7HnMGVrTpYnX7x7fwyfPKfsSo8tJvVrzDp8qFBsGo6LHuMwuri5P+M+c4zI51+2fs+JbnlT2MWdrA6doMbeJT16/o2+U0AycYM/Tt+hMOMziFS/bBruzPC5/wyL7iy9hnljYwu1jd/uHQxdG/O79HLl0+M7l0sWZpQ58uFxixrsajX1Us/UaccKvsqxzWY4XT+viW58HoctK/G/Nwwb/DZ8TZosW6bXA6XOJLF2PNLc+n3+h289XNzE4wOas/LPuOBaMjoL5wbFvtnnvuWd5R8rVON3G9W9HRBoZ3Nn11pvouDB/iEy77NPaOihvWfovvH//xH5dPY/tUtnfHfA391ltv3b3kJS/ZvfzlL7/0m3++Muq3jPzWjv3999+/fHrbb9b5SrQb2q9+9at3r3nNa5ZPbb/whS9cvv7jXSF+2e/jskVz/bsxdxNfDotVJebhG43DJ8e37uNTh4sx9e/Mg/COX3hV8XCZoXH8GvfhuWU/S+MRp6oN3sHZ4sO6LQy57FOw1U8G8cEGp5s/cGb4hYf61NE3GvMrPq71O+Y5f2jb1cZYuMDr+JX+3XfEE6fgHaPFvjZ8iV/7zh9zDAe1WL2A1TFx6voEw1rVtRkaB6Obf9HYG+idWhE+9h3jTzeHM69hdQxO1y8YePgUbK6Pq5xw6eprbBjyGLeORZsORjTu1Ipg5KcBqxoFZ4ZfYm7raKyvbQYODH5V+YSLGiFWVRy5Em2qcUq+6R8uVT5jrKsY4dPVGBc1Qi227xgubIbGM/wKnxkah09FH+PT1nXFjGuK+FXhkvjA6OLwK7lcjXlig0seV/2irTzufIAtPmWOV7mMOnf80jfadHH4JE4dnFxPVOMdPZM3HS6wRn2CvXUfjK42wUm8tvJI+6x33fk5alzVORi4VTHiF3/g2Spm/PDpaqNOwEs+V/ic1qf3qnGFimQKWyexIh6srni5CbGiuvkpHvhsMS8iHnzwweWTzP4Rg5/qcBFeTSpju7ntZnNudNOqYokVv9Z8vMD0FQJj3HfffTs/U+KmtRvYfr/J9pM/+ZM7/yzy2muv3T3++OMLJ5/8vvvuu5eb4h//+MeX9j6lTTf/7MNPktxyyy27G264YfdDP/RDl2gbz4ZT1Z+A8cV49lUs/XMR1Mm/QxqH71l7GHzZF6ez+q7Pw6hqMmKFD6wq3qixx1UzfmKU/VYsGMmbKkbGjDZdn+CoXVV98eELHm50y+eq4YALTl0Lpw4OjNxorOqTmHf9oglt6dzNnRkYOKSWdjXGh39VjY2fPO7g8Ck3usWrY7M0Tv51uMzQRmzok1hV+eAyQ2M4+Ng6pr88ZtX8izbdnAlOR+Pokt+897xiuOiLS/Sp4OgDJze6OxrDoXEVA5dR42ruRJtoXMWJNvrTuWMzMMKnq3HihFMnVnDyhpjHVaMtLraOzdCYH+HR0UZfcYJV1Ua/vP7oXLfRNPmLT8cvnJJ/VZxR46o2yZNu7kRjeRyNgr11P/rV1SYab+WQ9sbPfEg+59yWPZzk8ZZ+Y1sYtHVd0V2r4HQ+2IcXPmI1Q2MYnRzGhfGrm3/hAjO4C/jGP/zpcgmHcNpI4VJzODA6dTRgwcnzyl4dxsXW1RifLkbmdjcHo00HBxd5E04VffWhMR72HX32jf+Mkwvd/keTnkRWzBQjNzctIEhXCKMULBidyeeGLYxs+0Q46xgu2Y698PBpaP+E4Vd/9VeXfwbnxvBv/uZvLj/VAauqzaOPPrrcdH7nO9+5e/vb37572ctetiTGWT6sz4/6ihE+zO9pPfHEE7t3v/vdu3vvvXf3oQ99aHkxJJ4/8zM/s3vDG96wu/nmm3cXLlxYfp7E72//4R/+4S683AyHbQLh5lPbfH/ta1+7/OPJ0/7Ri5yJ6Vs17xwb36Sralwde91PHuMTfaPxut2h5zPnwqixOVWZm7ia49EYRhXnkN/HnovG2uNRqRXRmE+sk3+0gWeraoxHNlwut740UUfNKVuVD59ysdrRON/+CJcKn8QcVjSu4OifN/PMb5yqNmOtir44dLjwS7xgVOto5sGoT0Xjqp77+qUGxq99bc46FgztOnksVjZc6FJZH8Qoudzx6SyfjzkfHjixjjaZ43Audx0dNe7Ocf50bKbG8UvuZdvKLRjyOHV0K4b2o1+XW2N8+BPfjr3m129tyePM8Ur9Cw+czIVKncALDj76Z1vzPeu5ONnyu7BiXuWjjibv6FM1ukSb4G3FSrz169RR2vCLJrh0/Nrqw772o8bhtK/dWcdma4xLVRsay+PEuopzls/Hns8c1766VtGXX+bo5a6jeERj2l5ufcPFvqPN7DpKl86c4k+u+at5c2yOHtNOHtMoXMyvrcYnGKnH9KkYjO5aZVx8UgPjV4VPfuebJp0cnF1Hk4MVn6JNcrgyzxNve0bj82hTWY0Le2WSjAJlgnRxBA9GB0ffJMPI8dBj/yzyoYceWm4G+2S036j2H3YVts6FszHjj+RKgh3isu8cjDGxFRY3q/1W9l133bX8XMm//Mu/LP8owe9wXzi5sX3bbbftnv3sZy+F4/bbb18+sa39Jz7xiUv/WVk7n1z36W0/U6K9m91+7uSQ3yOXfXyPPZY4JX+O7Te2U4zoYetcyMOMX538iy8djJGLxx2saNzByIVdFsTohNsWw6HaN+PAmKUxnOqcXPPBq6NxcpjGNKosQsbnTy4SOnz0xaOrTzSGV+WjH5yuXzBSI6pcEnfadHyCg88MgxONqnjRg8bBq2DJ49w8gNOZ7+ERbhU+nfHH8XCAhVPV4kdyp4pjTuZFF8xqrYgv4VXlExz9q1j6zYh3xu9oTF+bPE7MRx+P1Sk+Hdv+UDtY8S37Q+33nUs/PnUtsarizNLY+OECs2NwYIxab8Ub+0bvrRja65scruKkX3fdxCc5E0zHKjb6VemvTzDyuIqjX1dj+ZLXIHi5vqjaqHFH59SqLkb6Z1/xS9/RrwrGqLH+h16bnoUfbc5qd+j8WCcOtTvmHKyOvsaIxh2cUWOPfViuYjhE4w6f9M38rHDRBw6McOrgzKijbgjHKtdt6Zu84V+0yrkt++jSwYjGXS7Bwb/DZ6w3HZwZ2iROXZ+ijX3VJ/3wMb+75toYDrzuHF1zmX6jO46vB9ryPKInubb0XbedgYFPOK3xT3vuP7+70e3m9nij2ztD1YJvrHCxlxTVBAsOTBgurB555JHdpz71qd273vWund/blnh+W/y6665bfm7EP4/80pe+tPvqV7+6u+OOO3aPPfbY8jMljtHZxYLf7PaPJn2C2+YG9zEXaikA+HRsBg4tbOM7ihVOo8aV/vrAYDPyeIY2uMzwy80rGssxeB3/ZvjV5UAXNkObGRi4RGM1x9ysXgSdJ234NSPecGb4hcssPp05wB/Gpxk2y6cZGstjN2HlL406OnX6RtdZ2szAoe+MmEfj6Hu5a8V50maGxq6xaJxafMw1UfJtvZ8xp2DOyJsZ2oxcOpxyPUxj+nZuXs3ya1Ye06hbu/jUxUisOvkLg83QZhbOLC4zNFYnvPbI64+O1ufJr1lzakbM1Qr6eg3COrVihsaztIHDsl+ebPyTvjNqRV5Hy+nOfY8ZXGZqPIOPsMzASQ7Dq1636Tsrj2F1/RKrLgYebAZOR9dvsPjG3xl+zcrjWdrM4uM1nrpMa7kId5ZNvdH99a9/fbkJ6qcv/Ca1n6nw+0xbzYWqf7j4la98Zfdd3/Vdu2c+85lbIZb2iutnP/vZ5R8efu/3fm+JC+HxcXP3v/7rv5abuGeRwd0nuP/sz/5s6SNg//qv/7p73/vet+zf+ta3LpOvUlgkAU5f+9rXlt/+NlZFY/3cjPep7c997nO797///bu/+7u/W/xUOK+//vrln03+xm/8xuKun2L5rd/6rd3DDz+8+/znP7/ze9x++9dvjt90003LDe7Xve51u9e//vWXfof82GTlj588iT3nOc8pJ7mb7j5N73fE6VJZXHGhr5j7HfJnPetZobZpT7PohIeb/lvN5IfjJ2L44xPyVeMXrZk3MKrFO2/e5FP6FY3zhsmXv/zl5ffbL1y4sPDa+seNcljMglaJlQtec1vM5ez4+/Fb+YhT6pdYVeam/t4ck39XX331UW8U7eNpfvPJnL3qqquW+byv3aFj8kU98M9laft93/d9pbkJh1/ibc+vqllfxEyd8CKwciGDD31gveAFL1hqVmVh9YagWv/c5z53WausM1UTJ/+01zdizKmtfPhkblr3GJyq8cucEO9qHcVH7bK+mFN8q6x5fgLsn/7pnxZ/vud7vmeJV9UvXLyo/YEf+IFlX+Ez1lFzopJ/+JvffHN9I96VWiGH/dyYTby/+7u/uySNazf/dJq+4uRbXFtNLcaDT9YW/3y6atbNvIBLrLZiucZRR9Vk/yOkut7Rhl/29Kms42qe65KPfOQjyzVk5sNWn2iCR+a5ul61YGR+V/KYX/hYg32Lr5LD+EdfNcfrBjHfaq6V8Lnzzjt3rid8k1Aub62j6qdY2dSvzlrluh+GuVBdq/hFH//UHY7XRBXjj3klf8XpO7/zOzfDmOP4+Cf1tJV/XgdU6qh1kyZqn3WmgsEBa5XrHFzM8co8VyPEiVnDT/uJxaXBgT8wvKZSJ+hSiZX55LoEJ/1f+cpXHhjx8Ck48l+8xb2ijRHoi4/XDdbPyo1h9YZvTO7YKiYHaSxv8PBab6uJk/8txS+a3HjjjVshLrVX+3BiuV66dPLIB1nH7Z///Ocvvh3Z9SnNxjpqfle0cW3NH6/z9a9gIAVH/VNzxP2nf/qnn8L12CeuI+WxuqMWb63nGUd/6ws+1t9K/YPlmsI1oGt+86oyF+DwK9f81XseMNRRmqif1rxqHaUL36yd1Toqb1x3mZ9e/6qDFZPHcqdTR6OxD2RaZ/hVzR3/q44m1oWs5RW/3NO0Za3Ca6upWfKYud6vrDH6mg8XL15c6rD7eJV6DENdV09dP5oTVXNNAY9P5nl1fu4bf+qNbheIiLqgEgxJT0DJQQSTUoAc9zjmgkDAJVIunGEo+sx5TktSY8BwwR8Mx1NwjOMc4YNl4mubhd44OGRShoc9HFxsaSOQCgBML+KywGpjUtvwMo7NAmGS4uKFML4uUhUSBdsLXJrAsemLX/z12BYeODHtLBjwnPdYHxrziQ7057dFhuGDxzgZFBE3nCz099xzz5LsPn0O36LmBcuLX/zi5QW45DMxXeR4zH+6KKgWdS9IfIL7wkkRGRdEY2bBpBvDz4ZvFgdcbfSNSXTnacP4BCM6OcZfGyxaOJecoYtzNLat20Rfe+0ylufGoY89/rSGO+rnuRwzJuMTnbWxZzgkPvxLXsllY2Ys5zxm9mmHE3zn5Z84e8wXc4G+xpV7eDrnOXMOzqgfDWmcseDgYmPxddQYTnTUz4YHHHu+0lcbbWliHJwyDk7Oj/PX+bXGfBT3+EA7eDbm+DieY8FI7uAgBvw2d2iCj3xlwY5+8LQRa/VKXB3zmC4wYGpDH7yDYU9jm8epJbhobzMO/jRiHvNr1BhXsTaW88Yxx3DR1uPEKXkT/HX+GQ9/xie5m/HiYzTGOTlOI8/1jd+e46JNsMTIcRonN6KN/WjyC18bfFvyxuP4xXdYxqKhsWJj/eOr83ySe9rTns809Jh+0TgY9nCMkzmlb3DoI96ORT+5i4fx4PEZR/rwfRxHX3yCoW18116OwrbF8ME3MZdX9MPF2DC82HaefvqutYGVWI1t8IBhi8/08Zzu/ErepE34OG4s2ogV7nxwAaQtztp4LD/tbQyH5LLnweGTLXM0F7760c0+fIxFZ3GggXOZB/Bw5xNextJe38QqXIw/aiNe8d2Y/DVO1plgGsPGjA8fjvMs8848iKXe0Mb48Ts+OaY/fWB5bsODJvxzXs7oow3zmG722uMDI9o4PsaJBvzSbrxgNY62NhaN1SSPGRxj4c5HWDQOb+MnR+EYg/Edhk0fbTLHcaUTv8LLeXlsi4lD5q9jzuGAd2IBgy7RJnMcF9wYnOSOfraxjpoXwcBXX3zkRTD4BYNfHjvOL1zEyWN9+ZY2xqaf8fBi+moX3x3Tl8bBpBM+xtM22uATfe2zvmrjnHb8ChaN4YiV9trQULsRJznmGK744IAz/eVM5m/0kwOjwdBGPPXTjq642DzGN7nFV7HESVtjZ4t+/DIOffmCt9jQzha+2kRfnBx3XixoyGdxsBkXDv/My7SJNjiNRj8+aZc2NDamtvzitw1fx8ITjvFSz2mEP39pIndoDY8u2sHhi3b8Hg0H5+HA5Rc/MkdppC8sftMBF+1sDIYt+sFJDhsv2ulvLM/5zS+8mWO2XC84xh9j8QceXH5lDTaeY/hpyz9GszFHYRgPRnTXl8+j3/QPBlzn+AXLcePwhz7G8xrFuWxpQ7vg4MPvxAuu8zD4lfP2NI45ry0cexi4G4t/juFgS0zpqV144xvftWf2yWN49KdNYgrD2LjwneEp1omVY/ombzzXzxYu8LThN87GTZw8zqZNcie+ihMO9vriop38wME4OMNg9IAhL5jjNNY/fNI2dUA753BKrOCHCx31kRM2WHTFI3w8pk00TA7bGwcvj2kBIzoab11H41PmFH6JJQ2YczBw4T8TA3hiyhcb3+Ov8bWxwcMVjhoDS1tc9Lclt8IVXvxyTt32nNEv+ac9HsYRB20ZvzOmfo7TDxfP+YGD/rBo6hwMexv9EveMbY+v9jDppx0MmHjzUf7ZtOe3c9pGn8RUG2PYYNBYe3PcOe1szkfjxcEn/+Chnfyhg3Fg8A1e6uioDb7GsOGXTQ1kOMIwF2Dwh88w6Kw9PrSzjzmuHS70S27ZixlcXOVo2oQHTjE4ci8xSRs+OUd38Y02dNEGn+ibsYyD86gfv/BR0/E1ljZwtIMdHJxgaGPvuLH0x8fe5hx9mDbGsM9GD/4Yj4lVYqQ/Ezs4/OIjLonV0uDJP8ljbbXRD+fwkDu4OB+tcMaFreOUOMLBWz/txYnfNjg4hw+t4GSuGM/5+J7cyVrFb7F3Xl987RlsY0Y/OJkL9sxYtrSBI0czpufR2DgeO0bjaKOtXBQHmzFxcMymfcYZ66j+NDKXtNPP2HSBw5ynX3xyzDmxlFuMprDsmeN8n2nTb3RzWDDdSEWeMJyKwM4RmeMR0A1SSUoowmjjZrAE1c5xCcF5CWwiSiz9bbB9msn5tIGRLUIKQIof8fGQcDFYbt4mUJkoPjEgseB47CaEBQYvPuIanoL4yU9+cvlZDwHzaS083OD2LpeEdNObz3lxIdH4RbP45Bif6QfHceMrrvA8t6dF3vWiQ/TjG0vRgxOTjPh8/OMf373nPe9ZfKKDd6ounNywfuMb37joidMHP/jB3QMPPLBwNzYcPlx77bW7q04+QeHTkG6Mix9/aIYHHaKfG+XMZKEZTZz3HF98xjjAGf2WU87Diz5iRB8bi344ZtLQRVy0ica4JPcco612+Dhu0oo1Xp7LQRpGP+MbAxcbH/ibHE1BSO7Bcy55l7ZwYGsXPo55M4aWxnQ8+RUe+jsHL/qJNRzP5b/zcOwdy5yUK3xm/KYzHMYXGssxbXBxzoYPc1yO4pL54Jh8yLzLnMI9fMQqGPFbO77pDwsuPky/FE/cgyNGeNOA4THmDp1xEU+PxVAbG4xsdLHhnPwzvprimL7ewIFlLMfxFfdgOG4cfByjH85qgcfykXZ04Du/PY7G0QeG3OIb7Y3lEyK0MSZezqtLxtQvXIyDr/H1Nx7ujtElm7H5CQsXbVnyPPrQxDj6Gws+n+UWLIafMTJWtOE7HjFzXNy11cZYqaN84GM+gZqx+IwjvrDoj6+x6Om8fjjBkDvqKH3SRr5oE4MFR27xTz9aaIMTv9QEvsKgDVzH6Zz8E2f9jQUj4+jLd/346ZxPPeFPR2PgbWOO88n81Idf9I/OMGzGi3644SK3RhMrWDSWO4kxnxkMftuPOYCj5zbn1Ue+j37hg4ex6cG00Se11vHg4GpdxIXph29yMPh50aCvuQArfOiBK58YbDWLvtrjA59eckY89JefdB75yD9+aa+N8/hoKy742RsLzhgnMbI5LkfxYmKoP064MbmV/HMMRzkcLvba4EIjxl9tYPHFc3HQdtR4XPNwhRFt9KGLNnJD/LUJlnHwicY08JwexqAz/5gYwdJXDvEdL5y0148+mXfRJxjGxUEf8wGGfnTzRr/H+mgDx95zBmNfHQ1vbZI79MOFL86Pa1W40FpscVBv7FM35B5OyZvkJjw+2JyDwYylDb/pYzzHbOKgPT/EUdxtnjtuHBvfGZ9hRQe5mBpgTOdtNAyutj4VFUy+0E/uqD+MNtYqY2nnuDZy1HObuSKW9POcH/zBge/pCw8X+vGFftrHYNCQT/rhgwt98RYD5+1hymc+RZ/4hQ8u0Ubf8MENNgybPviId3ymv778NifSBg6/Pceff3KLGdMxXKNN/LKGpFYYA2d+GRcXa8VY22DANl+SD+oEDPo5biz9jAWHjuo145c2jq/XKhg40y/z0VhiSkd+w7YXe74mb/BitLXBCj885B8M48pfPODAEEt5bo+rY8kbmI7piweczAcYNFMDMx58+uHP4Iw5iicsGBlH/9RinPkIY6yj2sQ3x6MfHBrAkn/0S83AbeQCG2fxwgtH2tiiH1+1w8eeyT9t5YOxYUTDtKcfv2zGxVUccTKWvrSzxS/4tElb+a8vLtp7bGx5JVaMr9k8Nz4uxtEOJv34hJPn+tqioWOJU7jYw0nueM7n8VqJH46rBcYdffJYDPhMf1jaaC9G0QdnbWGn1jrmPE6ps8aKLh7jHH3hORaf+GVcutBurKM44SNmzHl5rK2x8JMj4+vSYGjH+KG/cWAxXGksPh4z+sMzF/gnfvTDneEiP3G3GR8P66a2NuPQF1bqgJzBxTgwbPEdLn40SS2NjvEdjjZwzHH+eZ684pO2qQOwaM0XHN0b0BZnfW3O6wPHlute7eDgYjxcorF5xz/tHXfeWM4z+sobfOQIbaxDcsNz2NZNeeMxbjTThsFlzqvZ+AZHjOHhRQ/9jOMxyzm+8Su+iQXDUS1ODjpmHGOKhfYw5QT/mbg7Thu5jE+04Tf/+aAdjLQxf7UzXnyCYw2hERz6BUsb5+FFG/nHF7mFuzFsdJGf4kAbY9EPH+1h05iljXHkMZzwwTWvF+GGL31p5Ly2+DivrxjksefwE29t8TGf+AGDnrgmP8XcMVwzN+Ex15ra0ZE2eOT1GZ9srqfw0gaGmEebdZycsxlH/unPR2OotfLGRmd8jSeW/NCGb3yHzy/6aWczlrzCXTtt+IVv8oGvuNKHGUdu2UbfYURjj+WM8WDacEx95IM2yWF78U8cjEUb/eM3DD7hjA9ejL98yXj68TtrvXHopw3fPGe44mNM5pyY8xs2DsaaaVNvdIcYUWwd62Kkf3hkX+G0xtqHoY1ElBQf+MAHloC9+c1vXm7E+GqJT05LdEnnk9QSxmSpmLEkQngdwkhbbSScCfuOd7xjuRHv5wgktKTzUzM+mY3fvffeu/xUgUlnUklMxfFNb3rT8jU6bf0Wt6IokX2NR7J6zKck9CFe63N4nheLZorCebBZ2sCZgRWc7Ksa6U/jLqdu/yr/p6tfdJ3hF4wZGs/wdfQrj7fgps+439J/X1tYHQuXDoa+wcm+itf1pzruoX5dTvonhztY6Wufx4d4n3au0/c0zMt9nE80znXFeeDT1Vn/9VbxKxiVvus+0Xj2hfx6nP+r54lRNMrzyvidvsbTn67nReNoEm4z/Kvo+nT06foSTqNGObZlP/YfH2/BSNv4lH2OX459fDmPdaKjT6fvvjh08PSlb1djOB0e+/y63MfiU9cv/VOTz5NP8a/CKX2zr2DM7EPfWVy6ON3+M3UJ1gxOMLoWHuO+gpn+lb7nuU/qhHuQ3Zq89nPqjW4BcJHpTr2bp26QujvvGHPeuzOeuyHshqhj2qeNO/raeEfGTViP4WjHtIOpj/42ongecbRxI9k57zZojw/sjJN3H8abzdp7R4LQTBu43nnB181c7WE7x2DmnZm8u+adEJ8S8buQbhDr513cvDuEk5vi+rLolncO45fzxh/b0CO+2fMtiQFHH8fCzzmP3Wz/whe+cOkGt3fW8IWR/m7E0/zfT35ixbtdfPZpbZt3wm644YblJ0v8vhW/8q4VfzzG3z5j23s+akz/6Muv8MU5xsdo45j2coBmozZjG7E3Pq21EW+Y/GOjxsk97XCkcc4b23PvcjmP/8gNlufa0Eo/Y2fznMHB17te2gYn2mjnmDHCR7/Ew2OYfOS7d7vg8JGGGcd5GHlub4xRG8/xsWnLYBo/ps1aY7qPsYrG4RwMx41rH458csyGSx7bG1c72Hk3kV/OxXDVT9v05Xfmr3bO0TjxcU4/vuijv3Php4/jzjvGtKG58R2zyVf80gZPbaIdDOfCDQ5MY9FEDqpfno/5p080jj7O68vwx0fuGkN+4QUnbWBE4+SfttHGYwbXZo4biw/xcWlw8gd/eNHUGMZ3DE584nfe8FLHtEmfUZuMDX9fG7riIpejcXCMxa+xVuDnGMMJpvPqq7h7nDxJG3xGDNzh6Js2wcFXTc5ahYtjNtoZ057hZ2OOZxz5C19c4dic04Y5B88x5jGfgmVMY+CZtUqccEwbezijX7Aci372+hgflk3ejOM6D1sMnGfGdpyNfslfXLWnceLgmLEczzj2MGzOM5xxYd5gpY8tpp3nuISPPvFZO234kFrsnDHWfuOHe/joi++oTfSzrsGhpWPRx2PjeT76EG1geoyz8WJrbfSPxtrghMuIg6s25q+5QKfUioyNu7Gy5jkOx94GQx+1xnMa4TJqbPxgRGO4OOofkwPROOdHjeF7PvrlGB3tGW64JubOaT/qqQ09xn4ej9p4zg++0Yd5bHxmPNzjV2JuHH2ZvbGMry1eHsNNTjieuU0buGufPNdGP1zU0mic9sZzLGPmuHEyljb48AEOrvjrkzg4z/SBwezHWNEpcVC3+M4vx9NHe5zV6WAYQ7+0MQZNccAn3Eb9YJoj6QMLrjaOwdBGvD0f8zg+GBe2Nhlf2/S3Z87RUC7nmtRz/bUxZjC053fGj37awOEXLs7zjx4eM4+1WfuFY3xPG7r6IIc6mFoRPto7nzkFG66+TDuP9eOP59rTb2xjTG1i/IJNV6bfqDF96GDTN1rqo2/6GSOP4WhHC3zljcd00i8+ae+4fXBzDgYTE+a8vp7jrx//cw636ONY/NCP6atP8glfj8NZO8dGDP4ZY2wT/fJaEZf4ZRzjrrnAiT7GSZ4kTvrxCx+mjT40V0cSc7j8cN7GjO28a/74B8cYGSu4MG0MDjymrcc4pg+s5LA22rP00c6xaOOc/uHguXP4HYoTPnD0ZfRzLDmaOQ4jPuMVn/gezsGA4xhNrTE0ZLjgN1pip41xkzfxHY6xjOOawhj8cixa4B8O9tmCYTxt+KA/n4wj1zzXnkUv/XLMGNFPG8/54Ho0/o65A9dx+iXWsPANH3t8jC8HnZdrtMjYcPRxjjb2NsftY/rQRk0frwfGdhmbf/oagx/BjN/4qhUw8dcmnPFl6ZPHfDUWS1zohQtefEx8tIGJj7Gij/bBjzbGp415bl2jMXymjcfajFrAiF/BoSt+cDy2xSdY+uABL75l77jH+vAlrxuSs9HYmHIi/OAyz0dt+MB88NBj/Mc2tDTm6JfxcQyOsTxPP+fpmVzUzjm6R197bRxno37mgvPajxoHB5fg6GucaGxsmJnT1k4Y8VN7bcIFji0+OMfwgeFc1ioY/Eys9Mn8WDqd/NHe+GMbuYSzWqFPNNaGT3A91jcGI/oak+mbeaOPHEhfvLV33uPUN9okDo4bx/jOW8fpkNwxhjbGgZ3653nipI1xaCN/wxkPWwzOiKGdsWkRv7TRxziO45F5py1Ln8RLH1vOa6MPDHOTT/jiZx+joWPaMnw8Hv1KP/i5zoY7077JaAIqohwgnI+vEykOgnfeDdJDJgACQiCiSI585U8/59xEPmSEM46+PpXs6zL5amH6wbfheJo5zx94xrWg+acBowmijblR/O8nN4kF3TE/76G/575W4R9hmXR+wkRATQ4meWzaHDIcaKHYK7b2/AqOvuvED94dd9yx+8QnPrH8o558JTWx4qfFyD/uxM+Gi6/b3HLLLbvXvva1y292u+E9mnFtfOZvfq5AnBl8W/QZ++YxvjBcHMZ8bSYY9nJozKO0y14bRQVfuohXviqUfrSz4XjIjO2mHj3oID9oHDPW+DzH13v5x3dFID7m60DawpGfttNMTugr5uYCnfg1mrlmO2SJk/ylD4NJpxiu5uxphq/N+NrqSwf6BifFXaE9zcSAz244WQx9dUZ+rP0atToNCw7fFH5Gr7HfaXNhxNMGbz74+gx+63kYnEO1K/VEgZY7fKMxfjFjHNI4+hnfBZBYeUzv0eh7SGNtaePCJZs4rf06CyP1zxxwE5Y/5g+NYsdoQ4PoI4fMiTUXPtpO40Q7m/FcAKmfMOCKO4t+o+bhmX1w6KGdOcEncyh+wcuNovQb98Hw5p95KVa0obn9aIfWF+1g6Wfz5qNxrW+40YqdpU3awJJf8gavcS7ASqwW0D1/+G2jqzw2Lm30ozOjkW09X9dw2uNCV3OdLnyLT/aH5kLwaMEfG0x4tIrx+dC81E6bzBmxgsNHOZCYnxUnOMa2yT/6Mhon//gE85A22mivjcdwPE4+wnQcr0P6wDC2duJj/VSPRy3gnHWtZLzkOi5ivtYYTvTTfp85zwf96W1b66DOH7oWgCs2NvXTHGf8hBszzw9po62NNuIdjfWLeczv+J7j671c4z9OrgdwWWt6FgZMmmZtoJP5ADN2jDZqAt7xC95aY9i2Q5xoww+6mFfyR5/kcfQ7FKvEWH3AS6xSK+LTMXmjLY2DJ4/lEn4xOq01z7nstTGH7a2/fKAxv/BgeNoOaaO9vrRxbSIP12tV6kDGXu/pmLFc+6sXMODyk8Vfa8ghE5vMcVg0Xteqs+YmfPpFG4/x0y9mHNshU1vkBB75R2H8Ckd9ac3PdV6OuNHPdTZONjnAz2BEv7Hf+JjGNuNnvfPY/Mg8T5tDXGDKE/EWJyb3Rm34dFb+aaP+4g0HBj/HWIm53DuUf7Sjhzw0F/iyrnVnxRuXxFPN8hwv/JJ/jp0VJ/GwJXdpRAf99Gf4neUTjMznjL+vD36HzJjJQRrTyDZeD4xxOw1LXPhCI7UCv3WOJEdPw3A8uev1R16D8JPWLHOcfqcZLW1ymE/64AI7Jo8P5UzaGTt4ckfurfN21Cr9xj1NcKCja2Nzo6INHLkBRw5aq9Y6RL/TfNPfljipO/mnjcm/+KvNaRZ/YPFJrMypda54vj4WzIyn/hrTupD1boxVcjL99u1xlSNy2WtO/vNLHsaCM9aPnMveuLjIVX3lyVhH+X3WdcWosRzk57qOjm0y9r49v3DAx7ySj5n3cG3rXFrj8EPOwvI6UU3weIxLtFn3HZ/TBW/95J/na43Dbew3Ph7zwT275FFyIG0dPy2Htck6RFcaeE3uMU62mHZ8O82cNx9hpJ8cypx2nK3XizWedvrRVZ3AXcxGjfkk9w7ln3HxhWc+4DfWG8dHDdc88jzx9AsT5rjrgrN8SN9j9884KfjffDvj2F6ntDNRBBHZJH3EP6XL3sMoBYt4ErZqJougwRkLyRY8XFzI2x9KRL95/e53v3tp99KXvnT3a7/2a8uY/jnlH/3RH+3+4i/+Yrkp/KM/+qO73/md31luIh9KpH0c3Sy///77d3/8x3+8+93f/d3lJ0RovTYaunGCk58i8VvctFCAEhN7CxC/7E18ieq/fN988827q05+g/vChQtLLFNU1+N4Dpe+dK5qnAsFeJnEHm81+ccXOYNLfN2CY/LL4RTrffoeg5ccxgEX+my1zAX5B6ejzagxfSra4I8LjRPvCo6LOvrKHQVzLLJbNKKPmMcq+owawxkvXIJ77D51AmZy8Ni+aZf5CCsLSc5t2dNXHrvRSF+LWyVWfLGQ0bZTizMf4B2qo2f5yCcY+PCn4pMx6AsLF/WrYnKPzrikBlZw9JlRR/lEG9aJ1Yw6ioM6QR9zqlL/YNDFCwIYtq1rJowYLvKlOjfhzKqjo8Y4VdZO+ppXNvpW85hPrhfkse3QhXu0XO/lHR5ykD9wqjZDY1zo062jo8bVOY6DePtQAG29AK3oM2pM2+5aBSPXSZU6ig99+IZLJYdxSKzsYVRqFx42N2Gtd64r4FT8ChY+nbVKHsMQazwqXBJzWHCqczxxynVbJVa42Fy/4UGbCo6YW3ujSSXeMJjcM7/kX/C+ceb4v/qLE+NXVWMY4hSMijb6uyFnraLLePPgeI++0ZLGDA9xr+Sf/vSxdfJ4lsbyj0aJdSV3cHEDjD60cfOqavIPJ5a5tRXL3JQ79snjrRjaB8OeXxVtMsdpw58KRrh4Le21A72f+9znlvPPXMArbyJUtNE/NbBbR1OLaVydU3zIDcLqOs4nr+8yF1wbV/nMqKP4pAZ2NA5G5hOdq+b1A00667j1Doa6nhpY4WMe5FopMduKM7OOmuN8om9lzRPv8OEPbarmg8Kpf/K4Wnf2jb/9zts+lCePEYujCHYSMwnVwQhNyQ2vY3icJbqC5cX4xYsXl5vEft4jieNGqd+/dqPJi8l88tsnq7e+aJdYDB9FIGOM/pnYto9+9KPLb4Pfd999y5hrXRUT8VJk8bjmmmuWd72uu+663cte9rLlXSecz7IUkI7OZ+l7Foecp4mtw4UeMOw7vDIfwq2yX8esgpE+oy8dfeScrYMh76JPdZHnFw6jX/F1y36mxtEm3LbwSFu62Lp5nP7mcGcBoo8LzE68+ZZ4x8/qPr50+YgVv/CqGo29G97lYvwZdZRPM4xfyZ8OXjTu6GN+u2mFTydW/Eit6fKJJh2cGRrTI5p0uIgTje2rOWR8fcMnGlX2Y02v+hVtunkcnIof6QODTz5MYJ6fB43Doaov3/SlL6wODn06/cMFDxpbIzqc9MWpa8njjm/64tN9LROfulz0z5rXwco63tV4Rh2ljY11fJIz1pgOBh5eMyaHO/qMGnc4zZjjo8Ydn/gx+lXBEica53qggpE+tIlVNY42sKoYOMyqozjkejS+bd0Hg0/uNXRMnHLvo4qDz6w87tbi+NDF4VNu/ntsqxptuvlnfLnc9WtGHY0O3XoMZ6bG9OnEKbUCrw6Ovl1tYMiZGebDH+Z45ugMzGDMYRi0b+O9m9a+3uC3sN/2trftrr766ktqeAHpE9J//dd/vbTR9qGHHlreqfc73ltNcrmAPi0h/MwALr/3e7+3fA3AO36SiOnrXRwLj6TydQ4/SfLjP/7jyyfMfZWy8mmurT6c5/bdi6jz7Nt54SZ/8yLwvHD6VuOhPthmXMx/q2lzxZ//PwrI4eo3Pv7/eHl5mbp4vqLx0xcDL9xs3+7XVk+fwt+4yQP/isZPp8pXsJ9uBcYbGU/3WN+u+Gpx90but6t2x/qdG2lXXn8cq1it3ZU8rul2pdf5UsCb50+XfcfbT2wWuE81+8Sy33rOJ+W8SN1qbsT6qoCvefooOyxFc4u5iauvG88+Wu/ioXJjDY6vzfitbzeQ3bRmaz5+GuSLX/zi8k7zbbfdtnwVypjM3rvHjz/++PJVFXvP8fupn/qp/4W1dDrlj9+cpMvHPvax5Z9D+s2eLCQ+xf0P//APu/e973279773vbtHHnlkGYPfvi5hPNuFk58jcYP9xhtv3L3lLW/Z3Xrrrbubbrpp+QR34nbK8E85TBubn2bJ15zEe63NUzrteQKDT76uZ3NTfisGWDhiJFb62yr5F4x/+7d/W+JZXUjEAwZt6J93BfdIcOqhfI3RtwDkYT5Jc2qHAye8weKrZDSWfy72KuYrfzRKjCoay2MY5gwe+FSMrrThE73zhs4WLPWBLvIGjhs+8W0Ljrb8oo/fmRLvijb88OaU3OEPfSp81FA4aqB5X8mdfIXMTyYxtaaSN3Dkr/XBN19Oq6PLIKf8Sb2hC7/CpcKHHmJ+8eQbOOKkRm/F4ZOcefTRRxd9Pa/M8fglTua7nLFtjTkc+Sd/bNU5BSfrHQ62Sh7T2DUBv/LG1laNpYI4Ze003ysXRNHYP2TGCR8x36oxPjPqKD5qBKxoUtFYvfJbwuYUf3ItgOcWky+PPfbYUv+sV5U6Kjb4mOM0rq7jeMNQR+FZf/m21cY6mppeiTdfaGy9YpXrAfNaPfY7hOqEWFeuR1O3cKFP56vK+vMNn0r9o4WaThvruHpTnVOJlTzmY6V2yT+5++CDDy511AcWKnWUHlnD8XHjvJI3cFybiJWcgZG5TrtjjU/mgZ9k4ZO82cpHvZF/4oSX55UPdNBYzGmsLucaZysfvqcW8w9OBYMv9FVHs/ZWaoV10zUFncWoog1NaZP/wYRbpR6bC/nWr5h13rgRbz7RONdLx+Zd2vHLfKBx1qiKxplT+Ih1RRucXK+bC3TiV6VW6Mcfm7if9Xu90WLfXv6pgfxKzdnX7tAx2sCw7nXqaNaqGXX0iSeeWOpEatch/vvOqeO08dre5l4F2zLP5R4cecynfAN+C0a4ibkYyR2511kbzPGs35kTGeeYvdrAL9e1rg1S/7b6RZ/cO1ErKq/x8MXHNb+6Ey6VtSrXOfShi/lQ8Sl1lEa4Veux/vJY3KPNVj70cd3met38glOpf/yAIZc7a5U6Yb3iE6vUUXljLbcG29OpgiPeuNho0/mwjLmgXqjrmZ+LgxP+bL8LfWBQgnHWhHne855XekEAnugEFMgUkwPD7j0lkDYLCIzKYggYhoWVXwqJ5+NEkbw2NzsESDH33GPbaCZILpppJMn4KKhbJjIO9MnYdJcgMP3DST9Vkh92V2xMSv7bJOIrXvGK5cfe/WaW3wv3w+/rfxQx8j70GBcXvMwL27U+h/rmnD70nWEKJD60ruaOuMFwAZTFucJNHidnKv31EePMBY87xq9g2FeKtfHlG78U6ypG4qTw5+Kl4tuYO5ULDmNGYz5V/Ql3scrcF/+K6eeiTO1KvCo4qcdqQ2URMyZ9cbC4qh2eVy11lD5wxjp6LKZ+4gTLi5PqHIcjVvzyD1IqN69gyGP6qn1bavjoLxybeLu4rNxkhBefgjeOsfUxv3Jx2PFLnGjsn8pUa448Vieq8ym+00VdNxfUnKpf1ipYLPuMsWWfF17mVbV20UaszInORSZtaQyjWnP0M6dwqc7L6McnvrEqH7mn1nTrKJxoXKkTfKAvbXIjoxor+QZHDlZ1wYfBwcuaB6uy9umftYpO1XVm1LjCgz+4yBkay79jfnZPv30WjeUPo/uW9Up7W143uI6szvHkjjyGA7diNFbT5XBVY3lC49xI89vG1TmhTqjB1ZxJXMxN2uBSuTkDJ/H2uLr+6itWed1a1Zi+MLz+6HDBR/7JW3Gr5g0c+uDk9WvHL3xYNWf05YvcobXHFdOPP/KmUJqhewAAQABJREFUOi8zrvxTA1n1TQkxh4NT1Sfj0yRrVdUv46sVtHHPoJo3qX/yOHHHcasFh19VLsakTdaq6u/eG1+saNN5/YEPLDhqVscvcwHGlvXJ+KMZn76uj8W+OsdpHH3MhapfWausD1UuxrbxCU6VC53cyDWfzI0qjn40FnP33MSscp1M38yn3DAfY3ns49RA+lY1hsEnfCq+jFzpwjeYnTceR8w8nnqjO06PhDPQlj0ciU5AjnfMhWou6Ks4KZC56B1xYDvu97C9mH/1q1+9/CzJeiFXhCSDizrnvAvHx4cffnjn97zP+m+0GTPFLMXIcxedf/7nf767++67d7fffvtS8Bw3sXCn58tf/vLld7evv/765RPc+pu8CkB1QQwn/sMxVtXoOMPki7zhH78rZjG0eFigO/mX+UDfahEQQ77gVMWIBjSuahIMe3GG1dFY/2ici8RxjGMf0ye5U/Vt1Lha8MNXvuAjB+FWLPqaV1UM4+ICww0sL/orWPrQFQ68CgYu+vFLrGnTMfra4HX58It/VRyaeHESPh2/cHHhEr9S67dgZk5W/clYyeHg5fjWfXKHT1WjsVpsblpnOpbc6/ChTVdfPtBWzDsa6zvGqqoNHBrLuWoNpAkcc7yrD5/EnVWxxBgGjasYxg9Orisc22ow6OJNMS+y6VSxUeNODhsbB1tnTkWbrsbqhFjRKHHfqg8M/tDYG1lVnGicebWVx9g+GHSq5mD8onEn5vrCoAvMivEBTm4edPjkGql6czr8+RNtqhrLG7FiHZ/oiosb1FUc/Vwbe4O4a+ZTanpVGxzow69OvZilMT/kjryp5k40dq+i+/pX/iV3qhpHGxpXMcSJX/jQx4e9KiaH4eACq2r8gCGPXSN7Xrmm1U8ep15U+UQbnDyuWuYCbTp1NPp03kzgg/tKmQtVjeHI4WhT9Uu/6NPRGE7yr4NDj+SNx1Wjce7jdHBGbao4qRV86WgTjeUfzIrxwTwwP6s5k3HVYjno9UfHr+CN+6k3ukfg8/K4mkz7+O/D8jUEN6sFxmZC3H///f9rAVbgfU1KQrjplHeT/QSJG5hbbnTDsvmdb1/j//u///vdAw88sNw8D2+F78UvfvHyEyUveMELlt/g9g6bm/EWQEmFK5xughpznzbhcsy+2/+YMS5XG76dF/9m8ZiF043JedI2vszSZhZOeHX2s7jMiNdsLrPwOvp+K/edEfOZ+nTjfd78manNecJKnLKvcJsRqxkYFe7/n/rM0GgGxnnTbJZPs3DOmz748K1j3f7hMAOn48fT1fc85U40zr7j87eqXx1N9J2h7Uycrj+zuczQZwbGDF1mY8zyC84srNk+Xm68GbrMwJilw3nicppP0290u8HqjrwbqFXLjVxYHRzjh0sHR9/4NfokwD5N7TfJ/easm8huYrtxvA6+597l9+6Hrx/mHUo/efLSl750uUl+7CepYHkHxm9q4vXhD394+dkSN659ItA7NMbKp7j9PMkNN9ywaKE949OMG9ywYNo6GocXvI4lVvZVPriIhXfwqhh8CJeuNsHpcBn5dPQdcTp8Ro07sY824VX1LTgdLuEAYwbOsfXgNJ/jkzfSOlhw9LfvWPh0uBg/+s7gE7+qWPGp2n/Uc4Zf4dOt7SOXrm/RePR1y2Pjq8W27rwa/drCYWwLY72+j+ePfZxYdfWdgRONxaqqMYxwqWJEu+B47nHFgjEj/4JV9Sv9fXp6Bp8ZOYhTtoq++qR/1ydYfMrmecXwmalxNd7hrv8sbeAwPlZMP3yq/TOm/rh0sfTPFuzKPhgdv6JNZfyxT3Dsq3z0o6/1LjEfx9jymDYs+y19x7ajX+PxLY+DoU9Vm/TtxnzUmM4dm+FXMLpx4kdXm2gh9zpxChf6dr+NHJ/CrbLni63r1wyM8OdXV2P+zNInfDqcZukzg0tyEFbHom8XZ6Y2HX/0xWWGxrO0USe8bu3Oz3269Cr8ChFBP8vhpm8uNldNjnpKOP3drF3/BMhRACeNBNGGixu/ncVMX5+CDmY45GbzHXfcsfuVX/mV5feu/TTIaearwT6B/Sd/8ie7D3zgA8vvevs09o/92I8tN7v9bs9ZJhHc0PYPFd75zncuN7x93D+a+RmU173udcvvcP/SL/3S/+IcfD75nUg3xmldNZr4mih9YHq+1fQRoxkmX/jVyT95xyzOnd9AMh+Sw9XfIUxc6dvhwh8a5wZYJU4wGF3w6WiMi99hohGsqo25A6tio8YedyxxhlPlk7xTu2BUY4WLuem3+H2bo4ITP/Q3t6r6GDt1tFonxAWOfPHtmQ4OP+jDL3pXtMHHHKAxLHwqlrHHtSrHtuLh4SZs90asWKtd/OvEnLY0xquKo6//IYFPt1ZkbejkjtoVfatxEld+hU+1VoiPdQEfj6smTjSmb3WdoQUOMKpzIfxxwIlV8wYHOOYVjGqsgmPtrGocDNdnPgxRxYnG41oezbbucZB3uFW10V+toHEHR184NDYvKgZDXxr7MEkVJxrLnaou+tnMBXvcOnksVjSu5g09cVBv6Jy5tVVnvoh5rvmrdcu46jkeHZ/wyRzvaCxX8nVpOFWjR1djeqgRePCtY1kv+VfNP+PjxC/xqsZcX3WLVfNPXzGXO3yq5g5tU4er/uDCzKdoW8XiBxwaB+sb6Nv+8qtbR/kgPuoNLHpXjB/qhGsTPx/Rwelei+LPL/7wq5p/fBCr1OJqvOHQB4452ol5XtvBrGqsn7mJjxyq8qFH9DE/q3xwSB31uGLG5kfqVtUnY+eatjMf8Bnzr5o7dJ1RR6ONNaZaR2HwiVXjtHQ++eOazRocrXN8xv473n5iM4BgcFoQTJYsIpXk0odoBOR0pShJKpsAZlGscIlfOOAyJrr/LOsnQ/wH8l/+5V9e/gGnSXWaxS+cPve5zy0/ZeKmtRtR+vmJkbPMJ8L95u4999yz/PaVFwbPec5zdq95zWt2N9988+7Nb37z8unta665ZrmRSIN9hotY8cm+kqTBps2ocY7vG/e0Y8Y3eW34VMy4cExcOHhVYp4FkU+2akHCR6xxkTdVjfXTH061INFz1AZOJU5w6CFGdJ6lcUUbXPiAA22qBRtGYp75ALti0SYxr+Tf2ifPbVvN2LThk/pSjbmxxdtcgFfhgjs+OKzr6LF+Zdwx3vTO8WNxtNMHHzmDTwUHhrylrTdtxLySx+FPm9RRfCqW/KvW9GgDJ3OK3tU81i/rOG3i6xbfEicvmnDCZ6tl3DH/4Ob4FrxogwudKxj6wOmuVXzgExwbzIrhI05y2Xyoamz8rFW0qZpciTZVjWnDD/7A4mMlVsEJn+oc10/OuD7mE9ytlrzJnOponNyRP+JW0UYfGqdWwKzgROPgdPJPnGhMo+p80I+21bUqcU3McapqQ89xPlRiBcP4mZuJeXgeu4djfHHyDVbrFW6VmOuXuSneFQy8wwenijbBiDbVvMHflrzpaKwvbdTjzhwf86+qMZ/kjhy20djzraYPX8SpqrEx8eFL5ma1VgSDxvhUjcbJHf5VtRHz1L8KBv768QuODbetlnjzicbwHNtq+mRuunaTO1tx0h4HtQYnx3J8Cyfa0AMP2nRqBQzawKvGig9iLv/sKzgw+IEPbeBUjS/Jm6o2+Iwae7w1VtrToltH6QCLJnldVdEYDi7uabquqOQxDBaNYVS0gRFtxErMxWqr0cUWje2rOGO8O/lnjpsL3Vjt0+IZJ++29X4gbYUKzlZNqBXcuX567733Lj8b8ld/9Ve7P/3TP11udkiYQ+ZGtX9E+Y53vGP5VLfHP/dzP7d73cmnsH/7t3/7UNflnN/W/tSnPrX0f+SRR5ZPwPhEuJvcfpP79a9//TIROwl3Jolv8QbJYW6mIHyLu/x/7t4VjZ9+yWnMvBkmj78davLTr+pTR0geX9H2qbrMfBaNYV6pxzOVfSqWOsGuaPxUXWY9k8dXavEsNffjjBpfyeP9Gs04mjym8RWbq8C43kG+cm0xV9+gZb27onEUmb8fc/lKHs/XFyKNY1fqcZSYu7+i8Vw996E9nfV4+9t9+xg+eQxRm5/0cHdeYatOvBTI7sUqPl0M7oXPWKw/85nPLDeVb7311ktfzz4gz4LhXRNfrbz22mt3X/va13bvfe97d5/+9KeX/2L+67/+64tm4xhrPO92+OT3L/zCLyynfJLQ+N7Z8c7KsRZ/Ep/sj+0/tpuh8axCMvpV9cl/lPcb6rZ8UnP099jHIxd9qnxGnCqG8Wdq3PFHX/9V3tfZbN4l9U5e1Wb4FY1xODT/zuIYLvZdnC5GcthPJtHXO9LV/Jkxx2kXnS+3NrO40MWbl3l3vvKueHJqhsbJP5jVWI/awOjgwOr6pUb4XxjeRPYGrnpRtS4X4z4dGsOt6Bwu9p1Y+fmzL3/5y4u+NPZ12IrhEU7dOZ7xK7qkb/jM4NLR2DVxPuRAW9dx1Q8jxCc+zvCroy8O4dPhMuJU89jXXm1+1s96p06cB43p09WGPt3alTgl3tnDPtaCIZf1t+5VfeMPq8Y7nMOpygMOjFhFl/S1T5w8rmDRNq9BvI7+/u//flAlO68ac6aiTUToaqwe/+d//ucuP/v5zGc+M9Cb9zNyJxj2nTxGHoatO6+icTVO+stj31qnt2+uV7Hi03nQZhYXsepqjIvXd4y21rzLrTEuM/xKDsc3+4p1uRhTTWa0zWu95cDGPzNyB0asGuv0jzaeV7HiE4zO/PzKV76y5I1rNt8AsfbNsqk/XeIFqZu3TzzxxPK1Dk5XXvhLKjdp/ESHQLiJWzEB8IlpGHhUuMBQpBUTn6bODTnH3/Oe9ywvvv10iH/4eNaNZhiKvq8c/PM///Pi3913370kmAX3xhtvXB5njH0+08Xi4be+r7766t2FCxeWCyG+bUlUscKHb3zpJBWNxaz65obx5Q1ONvHe4suokxi5gEmssx/bnPXYTRUYX/3qV5cXpOJVMZrIYRrLwcqLLn3FXKzg+cpL1WD893//96Kxm0ZVjWHQOf0rGuNiU9z4dCjnD/nrhS0ceWMOVWoFDP3FnNbVeOPpBr45/vWvf32Jd0UbcYYjD3GpLh54qBV+Ysnc9KbNVjM35a56I95yOHHfggVHLpvnOLnRUzW60Dc5XOUjj7/0pS8tOOJUwZF7X/jCF5a+fDzrGz2HfKYxjXLzYCsf44u5eWDrcDEXzHG5h0clB/HB4z/+4z8Wn+TgVp/oJdauKeQhcxFUNfE2x6trlXHHtSo5WOHDL1jJvUqtULcyz8WIXxWD45oka1XlRvfMOir/slYlVlv9UkdpbA32NeNKDhtTvmTN87yyjpsHMPzjcjmjrldwzAGxMjfFnV9VS63Q37yszE0aw1GTrb2VHDY+feDwi4+V2iV34Tz00EMLD9cUlZqjbomV3MGns1aZ3zBSJyoa8wsf16Ny5qzXGfTcZ/IYRqyCY46L+eOPP77koTxO/QrusXvXfjjxr3pdYSy1whzPtXFlnrveyocv9K9og4v845ccYhWcxFqsaOO3S6tmXqoXcHCpaGNsc9O1TtaXCk7mFD7mQbC2+iYH+UVrjyu1Ql9v7MobvnVudOdmLr9oXKmB+kZjeVzRl47mU7eO0lS+uFZiFX31g0NfeSxez3ve8xzebOYSjLxuqNRQg/KJzrA6dVQem+NZWyqxSn1wzU+nzj0P19fy2da50a2OWq/yGrriF43lIH3Mheoc54s4RadKHRVz/eWxuFurqrnj2tj1AF6d1+Ry2FzI9UBFY/MbFz6xqsZipQa63qJTBQeGdRMfcc8avBDb+Ofzn//8spabD7l22whxavPjPwJ8KsQ3T0gCi+HFixeXhSOJvk6uJG96rs+nICmSXnB5YTu2WfeHM54PrgCacPaCiM+63Rpr33l+KQIC+oM/+INLUugn+V0EWyT1C9YaAx/nJLmLxPy2nRtPjsOWJH6KBMfg6bfGwkUimCgXTm5y+weW6wQND/1jI47zcBQ1L5RMXNva1jgjRtpqoyBJzLzQWbc7C8d5LwZiYn4Whrb72phw9LSQKSIVbXLBIXee/exnLzEax1r7E97rNmJNY9oqAPZjG/3WWOvzYm1hNRf072hD44wnXusim3Pxx37NRxt8aJzFZ6vGcIOh0JoPcMex9nHZx4c+yR0XmOuFfh/OOA5M9cGioXbRxLxct9FujbVu47zcgcW/fcX6LAzjyBt5LP+8yNn3QnKNo9+ajzmuZrkQUqf0WbdZ4+w7rx67WMBDvdh3IX8MTuoofcYah3vsGBxxohGf1MFqHuPBr3zyb5/v4ZX92AZXcfJGQuaCmI9t9Fv75Ni+NuooLnwKnraxNc4+DPmnnZymz742wct+Xxt+Wa/Mbfqu+ay5wNqHI+Y0Tg0c2+zDWONoY23MBdnYP/z34ZzWTh21NqjH63l1DI42qTfGd21SzT9zEx/xZlvrKC5yOBe++vNr9H2fT8Ya23huPtHYXu7sszXWGkMtxseah8u+OrrGMM4aRxu5B4+pOcfkn7YjltxLHXWdJE7jee2P4RMcnPTHZysOX+SxF7a+WWPNW9sxXLJWWX9hWh/WXPb5tW5jLLGKxrQ5K4/XGMaxNsg/axW/xH3d7hi/orF4qaHrOnoMBl/kL43NA9fq6s7a1lj7+NLGPOfbvrXqLAxjaiNOMPiTa9KRzxrHuTUfGrueoHHWvHWbNc6+8/JPvUmcU3fCZ42x5uK8/BMrb+6a3/JYzNfXBGusfXzUCZrg0V2r3DxwbXwMl31+iZGNqTVbtdGPz/KPxnmem0bLgSf/nKUNDLnnesBj7ffpN2J6vK9NrmnxyJo39ltzOQ1H/vELBm2OqccjH+PAUEMzBk7rNiO3PB7bOGaeyx39cTG3RjvGJ3OKxnziS0djNcucYPSRg6Ot+az90dbcdD0gXuro+tpEmzWOYyOW8/Il126uJdd1dB/OiOE8ffmj3qgVx2Dot8ZRK/hkbor7Po31W/s14jgHhy406qzjtDHH+cUnuTOOtY+LY2MbfKwNMPJ6futcyDiw4KhbYkXrcay0s4/tO09bfeUMzH1t0t9+fd4x/eCYV3k9dFZN34dlXtFH7TIXbON4xlnbeN45bcQqddSxdR09FkfuyD/rjPVq1PhYDOP7MKd57XrfmnfM/NznV/KPxs6fpfE+DHXUHGf8OaaOrnH0FSsa08g1rVitba3RGketwIVf5sG+b42vMYyxxtFGnNQdmM961rPWVFrPp97oRjbFxE1bhUBB8VMdRHTeBVIu0j3nsJuJ2hGbszYFgHjaEvKqq65aggr/4smNdMHW30ZgF6MKhuKlIHpxLYhwYHzxi19cfvIDJ+OY1BY6L+5gMHs4LrpgOa9Q+zQZTInxwQ9+cPlHkjh85CMfWW5yPProo8tEyAsYxZg/XoSk2GuPD1/uuuuu5Z9J+lQEbTL+7//+7+9e8YpX7K677rqd3932lTXamFhw+OxdD7z4qT8/YRiPDgqVcfjHcjHg505obazHHntsOW/xMNHogRffFQRjiZNxJJ0++vKHj8ZSzBInGnusGOAS/WgH1wuPYMD3CfjcIFAQ8XCzKEZn+htPP/GDLQa4OYazcXwdyjHn+IUzbjSAYRycYNq0sYehn7ykr81xXOWE3FNEjEv3F77whZf0o7vxjEMXuiuCNM5FTuJEFxqLFz+SX3Q1lniFD05yB2fcjaG/WNASNq3MBf7jR3ux5i8uKXxwcqMhOeErvXxm8Iwhv/JcDEaNzRX6XDh5Q0U/nB9++OFFG/qIXXKUf/Tgo5zkEz7Jr8xfGDSlsbbOa4/PS17ykks+0A8e7YMjd57//OdfKsj8gUEDBkuhlDc0pAm9bDCyiSW+9OSDnFEf1Bb60TM5ql3mk3GCIebGEU/j6sMnN5Xh8BN/CxrOjLb8wpE+xpJ3yVOa2ryBpq8NFgwv2sUcLj54Ow8DJ9ok/xyjjXZirwbQ4P7779/5J7X81kYc6B59+Goc2vHP3BWb5A9udBJLeYGP/OS7PR7M3rx0Xg7prw1OOMslftFOPcHPWDb45gEMPGza0c55OYovHeA6p408jGY0hsHsnTeO+UB7OLjwHS9YNL5wkud09Jw2qSW44Gij8TgODvhYI8Q/9ZjfsMxxYxiT0V39xNeYsFI/7eHJIRrD0FZfG07xCyexcl4ddF58rLtpkzkux6IXPh6LgXap5+oFbbLG4Ox55rh2tJa3NmseHBg2sTYf5DLDhcY05JPx+PuiF71oOa+vWiwP4MGQfzROrdDHP21OnUis6GIsbeUFXbSJTwYwf+lio7EY0TV5Klb5J9B8G+NE28Q8OQqTFvrDwZfRiM/0Mz5/1etoE7/po9Z6zl+f7BUzMaKPHIWDE2y6qAP881yN4cuFkxyVQ86bC+Y4rWHSR5sf+ZEfWbj5I044ag/H3KefT1fR2zF8cYCLDyzYdIHHF3nNf+eij2+UyXGYmS9yGOfUxFybeA6DPjYYLOuv+eCYczDEw1hMTsod+uErnhdPrqf4FZ3hyIcf/uEfvqQr/bTBh+78cQHN78w7ftOG7zg6xy/PjZU6Kr/wkUd00EZ7nM19MbB5ri8cGos745N+5isMcVGLtbPRRvyc0x+OLbWWzmJNH7HBmfGDLnzDR39t5Hcw1HK5ZU5oI8ZyGCc4zsNIncQj8xcGszeGGsoHmsrf+C5G9BEnfqeOmi/J0fiFgzpgXBt/6KstPnLO+HD08Vg+GENMbHIOZ23phzOfYfBDHxobJ7kh1trxe/RLTsCx4aGNNYQ/8kYOqTdyFHf+yPfkHj7qhP400t74F09yFB6fYOovDuox/WyuJVn8guE8HPhimbVK3MRbG/OKX/jwW9zFg8k5m1rCTz7QAgd85CEM+TDmjePG0IfuYuP//iRuNDEGTnD4SSM+0Ty1i+/mXvSBk7Fg40tDMYVtgwVDfsVveREMPhiHX+JFU/pZH3AyJu78sYmHNvSSo3hGY7o5bzz44iQ3tGV8c87c04ep1zBg4qLWaIML/xyjj758o6U2zounmotvfNc+fJLH8EZ9teGXsVNL6GfuioF4Msf0pZ0NLn/UFBsceaKP+YlTsMc4OWZuJ3f4azN+9MXPXJB/MB3n61hHzX3+0g83GGKQ+Yez/DNWaq1j5oIYyAU+0BUXuUNL/OQEHBonR7VPDtImeZ7csnfND8PjzBcYya8HHnhgGQcOv/hkTokn44f+cst1FzOOHNZWXjA5SGNzQbz5Q+PkkfHpl+sX+omL3NGeVvoEg5awxREXbeKXGmgN8Rw/48R3OPyjlTURjjZqiRja9Ms6lVqS3M06op1aB4P/NvXTOIkBXJucEFdjqcP46ou/Y15/mHepo/w2Dv3EltFfXmhHS+OLubZiZQ3QP/mujWPyi4WL89rhIz+M47UFvbVPvblwcj1FR8Yv7aJNdPa6lOHo+tp5fOzhywfzTt7gIwftM7/hZP7Smb+pEzT0mF7mi/PmTniIO58YHLVCbogbDsbJeqadvnyXp3IFthzFPXyii7pEC5rQjz/6eJ41SJ5qYxy5IwbR2Nzkuz38xBsv+aEtP+SO8zY/95vH9vwVb37BlSvqcfKYVtrILbkhj/CMhvGJPtrwH5/0FwtzIPVPHMRMzOWVdnjAWcdprCXGg8FHGuGCMz6Zn3yVV4kD3hdO8st581Hu0DGbONJXPHCgM43Nf3zEmC8wGBxzHAcxYniIt9el+sAxDh4e2+AYy5zC17Fc88s7+eO4OKX+45Bz2mcuqNfwPMdVrPUXa/WaD3TBiclf+juOH8MFb747NuaofuaBOjPTpt7oDjHkJRJBIkrOOc4J4mknKQhEOOaxNoQntuceZ3LZw2T6w9HG5hyzz/geO6ePfcaRtOGiDyzmmHPMPn0lqmDiLpAm1Fve8pYlESWHzTHn8dUvZkzH7fNY8XQD7FWvetUytvGNoXBISJMkOHywhTPs+D36FV/10595bBtNH5M1eNFb/5g+6zhpF/0yFizHYIWLx8xxXOEwfaJvxnLeWOmjXXA8ZsHWh99MG1gx54yjABg3fsd359NGHJM7Gcs5/fLcY4afY6OtMfHTLn201Sd+OYerY6OfOWaPj83j4OCkfY7BSR6Fj2PGEe/4GB/SJvrZB1sbuLG0cZ4+LD6kTfRTcMNr9FvfcJTLntuiV3A8H/vB4lf4a6cNPWIZD15Mm/iqLUzPtWX22kQbx8LJWEwfm3Zyy3lc9E2bjB0cxx3TL6ZfNA3vtX5pY09jOGIAizkeLs6bo7jg5pz2Nm1ge5zjcDyP6eOYtvgYY61xxopfaR8c2HDSz3mP9XOOeew4DJa+xhsfa4Oz3GEejzjwPIeDr75po73zMB3zWBuPw1kbfeKn50w7PsB2PuPoi4tjzts8Zvbx1WOb9tqwcKGFdsy4zuM/+m5cfTOnYGmnDctY2nic9vZpE87GG00b55i2nsPm8+i387C1gYHL2CbjaANPGxcm5jC8tcbaaWO+BAd/4zvH4OhrcwyGxzHH9DF2+Oxrk/GDGR/jNxxt8AkX+zUX40TjPDZefNfe+TFO8SmctTFO+hjH2I7HnNMmPqWNsWI4a+P6ZtRpnz7Ow0i7EQM/uMbXxmO4o8HUN23sHcMh5nnG1pYPnsdP7YLNL31t2gYHrjb6yRvPo9XYxvmxVqw1hpljfGL6wGYZVxttk4Oea8ccN75jzrvoD0a4aBOftPXcFowF6ORP+mk7agwnWM4ZK3zp5hi8mDFs2oz6BsM5Y9Em2OGUNsHVjl9srXHarHHwicXPHINnfH2ZvedjnBwffcIpnNVRuey8LXzTJtoY17Hs0y797PkVXOdt+OAYfaOhdrBY/I428dHxjJM2a79GHP3wgMPkMo1Hv+A4ltzDx/lwMZ7H/NYWhsfaGIulDZwYHO3GNh7jkhfQHmsDP35p41hqV8bKefiOuZ7QD0a4BCcYfNLPhvtoGRsWi4+eO8f0c5xfqYGwRyxjO+9YNsfSJmOPGLQJ73EcY1urwkUb463b5Fg0Nlb8NI7xxSmxHP1xTJvUNRoZVx8YMX1suDg3Pg8fx+XfabkTPWCw+GWfsRIrfGLGin6OeRyN9U0f48cc1waX8IlfaWPM+G6OGwdWuMCAqY3jea5dTNvgRnfn9QmOto7RWpvsHVu30U8bW3Q2LsNBn9Q/x7MtDZ5so5/+Wc+CmbGcC45+ow/B0UY/WPja9PE8fYyNi3PMc+czjn04Jw60Gv1OH2PFl/RbQJ/8o585Hj726ZPxHNOO38G1z3lctMn4nh/SRj8bDHoEJ/rpr3bxH47nYxtjZT5ww7jaMJgZ383BYOgDP208hsGCDUf/HIPj2LhWxcf00WbUxvFgBCcaO6e/Tb9gaO9YajHO/8PevfRql1Xl/3+MfeMBEBC1SjwgCKVGY8MYu7Z8L/ZNtGHX92DDmNjXniaagNIAQjiUaHGoAkSOisgL+O/PXXzLyfrv53n2GnPxgx+/PZK1173WmvOa17jGmGOu+7jzozba86HYOE7jxuNT2jT2EUcbfRs/Tmnj2LX0xcW26qeN9sY3v8WKj9royxpXGzmaH/yMb2OlSX3gMNdtYeABq7G6bp/GMPRfNXa987AYLIZvfNJPG4/zsTZw4LqeLnF2LTxt6OecLRznO2ePZ2M5zi84tcuvrt/nlzau4+S6LXPeGF7j4oc2xtVnNcd8cZ3GMLTTP3OudqvG6aet8+WOY9e6Dqd+9gynNLid+M65+OHDjE3HLE2Nga85Wtva7O5fz+RdlEN/JDnDaRtxEtn5xNPO+ZIPjMcJSADHhKo/rDD1t9VubQNDu/BhrOPA0QaXLN7aMbjhWEAEQHvvCnn36Pd+7/du7y717pUXul3nYxhw4tz42rz00ku3dz28gyG4CqN3UIzROPgbn/EDn7D1cc2xfb4bQz++MNfW69q5rqjlHwxbcdLGMZ7GgdU5bVj6rRrHF25t8IHDYDjuunOOi41jth7XB7Z+uNgaS3tt0piv2uWT/doGF1qH43r6wDB2GNp47JwxMsfaGsd5+x7XThub8zCMU7/4OL9q7Lx2NGGN4Rwc59Ph1uDuT/rJPWPb4h+X2tiLp/Nw4NYm/WrDd3y1YdrZ8LUYyh/Xtde3647T2DnX1nGcc6wdn9IYH9cy2PVvv46lHZw4wHHdcbHo2BMCGG3xhaFNOOadvvg31tomjZ2DQWeYTD9jw8Il/fJDG334CVsO6qu98113TRtcXPc4n7RxTps4Ou7c6hdcG4644AersWC5Vu3pGHaY+sDQzzntG9c1pj1+zmuTOd9Y2uoLR97g43Fj6aOtYxq7zuDqx2Dng30Y+OnHYLiGS1a72sDxWJtePDCOTX/XbXDFCB5bx1m54OfYPh30cY51Pp+cbyzXjalNGuvrOo6uMefifDvxnT/61cZeGzyNZYMTf11cN46Ys9rAYflFG5+akIMwYK5tjKVNa0M48GE4Nq6x0lh/OI2jnes0rh5rY3PNxozvHMzVx9VvuPImPvrhku+wYBhPv7g5px3z2FjGaXzntI1LGPba2eJ3A7n7E/aqsXH1YWE7h7f29m2Nlcb45bs2XbcvNjQ2nmO4tTGeY/UvjeHBST9tG7tx7mvjHCzj6GOD0VgwVj61519GA23CcF4/58PRXhv98WHh3g7u/hgXF21gaReONjBg5jtsj507+i2PaaONbeXiOG2c184xLNcy51gYxsAND+fwixO++WgfH+35uXLRNwz42uChXS9ypYPrTHt8zAcGwxjOecwcp6lzPYbfdePQpj7Ow4hPPurbHA/HNf1sMHFcz3nccbiw0zgfwzBmGNqnJ+z4aVM/GsPHRxuPmcfGOfrlvP7siANLe9hx9tg51xg+zoWBk8fFZq2jxmK1gZPBiXO+a79qjD9c+Gsb57Li0LF2rnsOox8MbXBeMZxjncvfcGDIz+Kdxs6HVWyco0/H/AhXW9dxcT4f7bP0WzXGrzawjA/HOccel0dwnINDY7wZPtrUJwznxKnraaEPnMaGow0f9HGtNo61M2bXnUtHe8fH3MFFH2bfBjt+XdcGtnHSxrn4eawfzLSJrzb6ZmG73qZPbRofXzHHAX/X83v1qdplbGPVxr6x0x2OsVyrnTbw1DZ8jNe52tXPNTxszqVPY9OmPvZwG6d++tQmrWoTTnnj/NF3/dOrXNfGxvTRhn78Yell33E+GKta8TS/0y/s+MLSJ474wE3j22B3fzrnWF94qw6OYcByXXv8tYlzbXo+pF1Y9iyf7J3jf1rVJi1WfYwLn7nusev2fPIYv7VNHPUJW5v8gqON8emrjeu2fNIXpvGZNut2O3n3B4bnMK5pa8tH54wZhj78zo/Gahy+6OPY4/s0rg2sI472aRFXXFZtwqYdwydtHIdpHPf8jvEP99gGjrGYdmns2Fj6OQ8HF8eZfvTDoc11W5iNH0bXYbnG0ri5CYsZvzaNzy+P9fG4NsYzhr58steu6/CMia/rrnUdTvy0g4Wn8/qweHvsur6wvCnr2GMYtXcuv+zxce2ojX7OWctrAyeD45gfrts81gcH122OYRnLOHHRhtk7z6diXl97BqN+jRNmbWA4B08bFj+PtcNPGyamPZ+5nbjoz4/cDf766BcAesHXx9hfffXV209v+JQzB3LaEIY7Dul6bVzjqGLihV8YPuLe9Ydg1EaAfB3KR+VtBH4Ijv61g4EPLpL0xbuP1WfaPMuXMLSH42P8Cq2vuUgSSba2Ccve+XVrzL4q8JGPfOT2Eyd9DSWcFaM+4XSsjaLmazNNWi+4h6GdNmHV7z4cbXydwqKXX2u7I05jtO+6r4lkPtV+xHBt5VP/9q7T2FdMvPuLi3gfY67NavVvbwxfI+srXO9973vf+FpN/eLcsb3+YTjWRr6YD+aAePu6xrHN6lM4617uwfH1D774tH/FqHHW/dq3sRqDxj32Vfv78q/r9+E4Rz/z3GZOVexcY/qvGM7dp42vDYmVrxH6evELL7zwIL/yqbHMJziMP/yqTTza3xrd/Tnq58bau6S+QuNaX6N6Hs59fomTmFmIxOqYf0d97sPQt/lJF4tFXPhwxHDuPhw5bPNzM+qWb5EcfQ/Pnt2HQx9fEVZrzKu1Tdq2fx3lu3HiWx3lH79WHP1qt2J4rB3ruq8gWhDVCdrw6djm1uE7f7rWPhwaw+orb11fxzri1CYMc8oa46uq1qqH6BNG+7Dg+Fqdrx0+L2/w0j8Mx+amHA4PF1abzt9OfudP19rXRt0yJ2BUv2qj6/PqaG2s474WaU7R55h/xlvNGOs4rls3P/rRj96+TqmG9jNS9Ytzx/b34WiHi5xxT6F21S4e7cNY9117Vh3Vpnb6svxp7xz9zE3xwkW8nxfzuOrPjKMO09gaIW9ovI7zND7HNnh88IMffOOrkH6y4Njm6NcxlmsdVYt9RX7lXP/2fGiM9vllXeiJDH2eVwPr394Y6gx91OQX7+qfG+quN87KJT7HNu4n6Gs+uE+6bx0Pz57BWHH0de/m5+78tExfxX299eux9PhZfFyjCT78kkP9PEVj1b99+Ec+ruMDQ94d70ddfwiGmo6PNdgHQO6737/Pr2Pu0Ded3Uv66nQ+1f95fGCYC3/3d3/35IW79cXXbMWrserf/j5tXLPRFx94sFb9alN/+7i2r41aAUP9k3/He67n1VE47nH4pg6aU77OnE/G1mbdx6F916x35pX8FadeqOr6uveYHcfBxbxSj2nr685wtFvHu8+vrsfX16fNa1vxXtvU7nUm/3+NnTeO3FO/5B99j/P8Pi76rmOpEeLE3Neu2jiHy318wqgNDD8VQBsaW8+Pbe7D0b92vgL/6t1z6J7/+tZv1xpn3a99a9cY7m+c6/nHWW1g00+toJH7a/GClz1UGxjmFKPLdK2yztAYhzV34OZ3e+fYMY/xcE/LJ5r87u/+7k2no34rTtfaw3Vd/pkXzP3Suo67vmJoo/8Ro3XcXk3n27HNEQfW0a+1jqoT3Y9qy8Jo79wRg742z9H0DyM+9W0Pg61+uUYT91v/cffzJWrPH/zBH3xXG320W3Eao33X5TG8anHj3YfRtTBq03NpNbBv5R99r619trYxF8SoWizWcvA41uoTHNdr0zV7OWguPOQ1jyOOY3w8v4ONZz8FtI7VeNqzrrV33eaev/w7rlW1eR3h9b/6h+GMNq0PYu75rzq4tnleLQ5HHsNQi9VRubziPJSPdmopf+67V3J9tdWnrtl7vQ0GHu7dnjc/49reGHzvObm1Cp7t2OZpfJzHxVrnfpKpocc15qixdqtfjuGYD35+BAaNH1KP17kAQ7zxcU9g7S2PjcG0Wfce52/72nzgAx+44bk/kcf8usr+9y30CxBNeIktodwoHINoiKPgx2FdJ5gCct+L0w/BqI2gePLnxdwJl3D0JTpOuE0MFxieqISzJs1DMU0wOCab/bHIljzt78N1DQex0n9HG1gSE69w1rE9Xo+PfLrGl+yoS23a1+6410/elT/xWdsdsddrHhsjLrQ53vDW5nlcXG8+4HEfF22eh5MvxerIv/7tj/7E155fFRU4xz6Oj+eOePrJHSbmx/nwEAxtLBgKsv54Tf2qPz7HsfOlvTZHc23V2PGEC1x9LRjiTqNJzGHor2apXbg5t5rj47n1useu42Dx8huH5ujELzg4uNnFaYqBEz3EmkZHnDg/yy/XbHySO/DgrH1qA+9pVhv68Ot406JfbZ6HIY/dNLdWHf2KW/v78BqrFyAmeRNn2jbHj2M2zn0cOlcbde9ZeXz0s/7rXhsYNKb1lI+88wKP3Dne8BovzuvYx8e1UUfpm8ZxOu6P/R3XBofsOD8bp+tP29OGX9rv1Ap903lHY3OgF9HitXJ/nl+uV0fNT5xsq2nD2q/X1seutz44f9TYOW2eheOa3JPHbIKhH5zqg5wxv47jdtxev6PpS9de4Ia5Wn3br9d67BpNxdkct+1oHA5uR32M9SwuOLmeJtYqeh/7dNw+X9a9a8UKXnof2zwLQ1t9+URjL5wecerffsXvcdeaS/b3aVy7+h33rtvULBj3aazPEfs+nOYVjZ/GR79ncXKNHtYYeYjP2r7H7Y88wo+LNc9ciM+x37P8qq1aDK/c63xjrcf38XHOON2j88nxsd+zuDQWX/RnT8vjI+6t8fLHdRit41MccRJrWE+rxYZ9Fp+uqcUMVjrfTnznz/O00UwbcXaPwyc4qxmr8dbz62PXYdRufVy7h+IY/5g7K4bHjdP5de8aP6pZ8I461L/92n997Lr8601ZOq99PF6P1749dr15hMsRQ7uH4vALHxhP0zi8xl/3xsHBnj7yb6JNOPLPi+bdE6xjxUPbp5lrNv1pfOTyEIza0MQ855c5dsSKR/v7OOlD1zDSam0b5/Xc+jh8ezjF/mlt1vPHxzDMy8bEL3xtO3/stx7XRt6Uf1Mc/dPnvvw7ar7y6DE+8ni3juYXffA6jt31xj3uXWf23uDTn0/T+am/+STm/HPcGI195Nj59trL4dod73G061p97tvD4QeN+YTPkYvj47kVyzW6ypt4HNt33H7t3+Ou+SCdWlH96voV+0s/0X0FoUeMZyvgBR7J4B2UJt1DEvvZqI9XVwW802VRta03wGubx8d7CngnkL5yWZG0Pdq1CpTDagV91YtHe1Tg/zYF1AiflHNTZXusFddH0H2FT4n0hOCxVlyrMX1tPqkkfz3JoPWjXacAfb34L489cbM9anydvo9I/2cUcN/W/bHndl4cebRrFVArep7nhRYvrjzatQqoxfLY/Ru9ven3aNcr4Pld9njflhKP+//bFHDfpmb0HO/K1zV/9E/v7CpBWjx6wgS3V+vPjNELNJ7cctyTgrOmH/MVJbzYRDg4+CgmFsb73vm4gT/gD39gMLpMtFn70oVPExyLjyddtCm5bsRO/tGXxjTKpwkfXHCy0Xhq4mSLwyTmxtbfhLOFdZYTTdKYzpMnXfrRRO54PJkL8YbRjQecqV8w1sX1Co2nGDThF43oPdEnjfm0m3/md/pMNeYHDH7lzzRW+tnk3kRj89vmK21sOh9g8IvGO3UUDl1g8Cf/yvGH7uGItdqVTxONxcl6l0011v+KtQofOtsm9SY/xMmWvhNtirmvrdKleDXGmb3x+WObaGwsfMSKNjt+rWvVdI7jI4flctpO/BJveVysdmKexsUKxzN2ZR2lS77xKY3O8KELjN06Gg6N2VTjck7/qU/VrdaZnXulagXMuJ3RV1tziT7mRD5NYgUHH37t3Oc0tnkZn7M+rRrjM31jDc4Va9WqcTU0P8/4VpzwYpN6o6/4dM+/wycMeDuxqo7mz0QbGDYa6R/WGX21FStzYUdjOHGQx1MucKx3fNrRGE51NC4TjZvfuxrTll98onf3yHiesTSWe7apWRf4xq9pHutvg7VzT7HWUTpN/EpXGocxiTc99UvnaZxwMKdos/P6yxV1FBdxxidNmhNn8weWe2N678Q8ffHY4UJf61UY+XfGLxrb0gfWFOeKOkpj64yY7WgcBt+mcxyXK9aqq+qovKuO4jatFevauXM/Ks/kCx7TvHlarn73d0uf1uqB5wXACyJ+W0eSSoqJ6WfSrb9FM8ERSL+JU5JOMPQxSRQkv+clIWwTg9Hv2Uy1wUVy+u0/e8cTE6t+M43WE0sLvynHtykXOPq3TfXlA012NYZBG7+9NtUGF3qksQVkYs2FcCYY9Ulfe3NjajQxzxW4aR7TI43ViqnxI7/M84nB4BM+vaA7wdGHL/jAms4Hc1MOql1TfXGBQxO/ScevybzSBwe/F4nTTt7QAw/1Au5ZPvWhbfpO+cASc37J47Nc6KsPff1eH7+mczws64vcodOEDxwc5ODOnILDr906ygc5SGO8pj6JT7/DOp3jxrbxqdyZ8qne2E8xaCxG5oI8nNYK2tCETx5Pzfg0bi2f4Kx1lDY7xqd0ns5xPsG5oo52TyBWE2sdd9+mVpgXE0tjGGK+Y+akDZcdjVurpjnMBxzSeFq7+ACHxub5VGN8xFn+wZma2gDDnKLNVONyRx7vzHF64FLMJ36lsTUPnx2N5S99xH1qNDbHrZ07GtOkerPjEw405tO0VsCgDX138o+m6oQNn2n+waEPv+Tf9J60OUXnqTa48KPcmdYKPsCQN7Ydo225I3YToyscGk/1Na7chcO3HW3gyD8Y03ucdW66t3B8Fkv74k0bj89iFA+xkcc7ddTYcheG/TRW+QVH7kznJhzzu/ybaqPfFXWUHqs+Uz5rHZ2uecamq7wxH3ZyR/56HhNOOXVmj4/5JObm1zR31rVqqg3exqeNejHFgaG/HJQ/O4YLbWg81eZp45//qPTTkO7OC4AXVT75yU++8Vuak1f4iU44/4DAPyLyOzJn3xUqyf0zBD+K710CP0Nx1uDklwD0D5YmOCZKyYDPRBtcTLqPfexjT1566aXbbxFOcCSnNyT89pVt+rUi+vinMv1+m0+/TGIlbzIxnxgublrojAO/Jp/G0b8boHe/+93jrw4q+DT2e6M2vyt31hR8cwGOGPWPQc7iaO+fTbSgmlOTd/DgyGFPdBi/JhoXJ1r753LT/KNPuWMe+G3Os6ao0hgOTfxW1NkcbkxPTMwtm3hPtJE39Kn+4TTh043LK6+8cvvd0n7XMK4P2csX9dg/aH3x7h+6ifckb+CoXfKGNsd/WvEQLtqY4zBw8pVeXCZ8ijm/1Am50ycZHsqFTxbml19++ck73/nO29yc5DGfbNYq+euTB9M62o0YPDV5Yvryy42HvLNN1hj6uLGjsa9Urr8td4aXm/hPfepTt/sAdWtSR43HL/98BQ98Jj7BUUdhMb+3dzZv9NNfrVDX9Zc3k6+dmuNw1C/zwPycmDjRmLbmA53PWmuV+Sl/reOTumVc60IvONFm8mkw9UYe01hNp8+Ej3plLtDZvSR9zlr3tP6Jn/Wufzh2FsecEmv3gGoYPhOfjGteiZmcoe+kjlqr6LLeA0749ORY/TKnJvlHYzg09s+e/KNEc/wsnzS2Bptf7vnZGRzz29Y/+KKxeT7RmF90sT74iQV14iwOLvJY/bP2yuHJT2LIF7XCmudelF80PsuHnuZl60K/M+v8GeOXOe7NDT5Nf2pQDtOYmQsTbXCRfzRWb/CZ1GP6uveTfzAm97Rp2L2xvMFlEid+qRX+AaR4wZqsnTDUdUafiTb6ykG5I0biPakV4kRjceeL3+CdmjiJGcNpcs9PG3WdPuqfHDxTb+LemieX5c3kHpC+cNQbdVQOTsz6pP65H1BH1Z3JvRIc8xsncaLLRJu1jso9uXMWp7lAG3GmzSTe1hh+wXGfJE60OctHXLqH1B+fCQa/5J77ChjTOuqeTaz5ZV5N66hYq6Pijc/kp4X4RGM46pb1apJ/NPZPQ81JcbJN66j7SP/k1T0tbSZ1VJ1Qcxh9ptqIFW3UCRpP6rFaYf0Vc75MX7vjy2c/+9nbPT99xYveV9l1SHeMJFYT2GPbo12rAH0lqJtWe8ePdq0CJq9F0c2LQvlo1ytA1zSWx492vQI0pq08ftT4en0hdjOlDj+ud98bjeWxHHZD95jH3xuN5S+Ne+HpezPK/7uo9JXH7tusex4/2rUKVIvT+PHe+Fp9odE4neXw45p3vcbyVo3wYo96/GjXKyBv0/ixFl+vb4ju17ypIJcf7XujgDz2wuv0RdzvDasfLtTWvcd7iu9dXNUJuewNgKt1vvSF7qMEk3eWYOhn4nqHYPLOycqjdwZ2ioC+3l2YvHO3coGRT1Nt0gcnGFMc/XHBaUcbfOgCawdH/yusOO0UfpryxTbVly/6p/E0j43fXODbjuFyRQHJL7ym+lylMZxyZ6rPqvE0TsUFB3xsU23oi4faNcXAR998m+Lohw8uO/HGp7zZraPFG97U0uUKv6Yc6oeLG6l1rZrGqxjtvgCx1tEpF/6tuZO/kz2ctkn/+ly1Vu3qi49Y4VPM4nhmT5NqDpypiXH62k8MBg7m57QWN+7af5p/abNbR8Ph1xUa82fqE33SeBqnNIYjj3dw9IVD4x0celRz1tjH9aF7OHjs6Ksvn/BorZni6W+O72qzajzlgsNuvVnjMOURBm1sO/GGpX/5N+VE391Y47JqvBNzfW1Tf3Bh+USjHazVrykOjPjQe2rGL292cieN7XfsityBwRfzc6ovH/SFQ5+pxjBoYk5NMdIzrB2NYfDHc1ePp4YDf6oVOzhps8NHXzhXzE1YO1xoUf7RaYql3xW5A6e1ajd34OzOq3Jlqkv9aVz+TbHk8FV1NI2n85wP1Zs45evZvTi3TbV52ph7r5wdUJFDlGg7REsGH2H3Ka4JVlx8DchH8qdBgKOvj/bjNeFCJv3wyLdpYuknOWljPy0CYfiKiok3NX7RuK9hTPTRZ/KV/yNnOHh4h76F6NjmIce0ocv0K9ONIdZ9DQPmxMSXL75Sbj/Rt3HlXy/QTPMG1sqHjxMzp9J4qo1x+VHuTOdUGpvjHu9ozCcY/JvyoalYmVcwpnyqFfQRs4kZG46vN6nFfJsYnOroTh7DESdzHN4OH7Hil/zbwaGP/tM40VPfK9YqPpnjzfNprPo6nFhN5zhNxIjGzYsJH+PLYRg7tYLG6jFOtmm8cEnfKYZ+1qrWh6nG4uMJYHN9oq8+YsUvnKa1Aoa+u/dK+Kh/fdKObxMT4yvqqJzrPlQOTow2YizeO3MhjcvBaf7xQayaC3AnxifaqF0eT/ng0foiByfGB7lCY1jTvDE2bWg8rRN0sMGgC5wdjeUMjeFMDBd5TBv6TutoftGWP46nhkvaTHH0K/92NF5zbkcb/pR/UxzairfatfKa6KwWM1ymGuuPD79oPJ1Xzan42E9M3sVlOh9gpLGY7Zj8i8cUS3zgtJZPY4UHHP5Nc0d84ag3MKZc9MuvHX354vmvT4d7POUjNvzZraPyGIb9NN78YH5Owxqx45c8pskOhv7qjftasZ/OcXrgkz6TWOmDw24dTRM/bQQvzSe5CKtt0l8f/cs/82KqMX27N4YzMVzEisbiPsXhg3pjP50L8a+O8m8nVuGt+x+5S+zLfl/Ex879Vovfj/HbgcSTYGdNsbcpbMSbYBiTa76OC8M2FS8u9hWVsz5pTx8YuEgMyXbWJDhd6CxBaTOZMOHQxIbTxGjsa0kwdoqJry1kFpCp0ZhvcZnEnD9+vsRm8k2LgFjjs6MxDBsucKZc6LlqDGeSf3BwobG8yzfnzxgucOSy4j+NufyjMePPRB8Y/MEHxpQLDvyBJ2a4TPJP3+bnTtFPXzUQzvSmFR8Y/FEnpnkDhz720zpavO3L4QmfYi4P0/gsDgy/l+Y3ytwwyBv1YmKwaGxOVbsmOGIOi8GZ2rpWTec4HmLdV7Cna17rndyzidfE8Ll6rSoHJ3z4JV7Fe1Ir9KexDc7kXgB39UYu609jteKs0feqOir/yuOpxjShj21a+9KGX/DKwbPa6J/GuFRLz+KkMSyPp3PBuHSB0fw+W/9g0AQXuVwddf6sFSv7auAEQ3+/u6sW4yNeE6MNv+BN5oIxaVsdxYe+U43xgAVnZ47DoImYT3BoQhu/C0tfL2hM56danCYwJkbj6ig+4Z3FgkFjRp+JNvrCcE+xozF9uz/GwwthU4PD6GJ9mOSf/jjZwpiuVfKH8Ws6N8WcX3zBA6ezhkfP8+BM/++Hcde1CpepNnIHL3N8goGL/jZYNJ5oQ9/yWH9xmuQNHBqbWzh5wXGKI97wmuN8PWt8su3WUfMAhpolTtNY8ad7/mkNpYGf6krXnbWqOF21VvFpOsfLv506SptykD755fxZ83v+4swneTxZH3CRO3Rujhe3M3xgmE+MPhMu+qaN/nybxAoGf+z5Qp+pef4h7niY51O/7hv/0he6kRQERcmE2y0CiTdJhpzFqf7tu/bQPR42Ni1q+tFnaRAAAEAASURBVIaDx5SLAmtzM++TctPJu3LBbcpHXxqzHb/SN5wb4ODP6tfUpzDsxXuKg/6V+bejLy4/rBpf4Vcxp9PuHE/rKU7+2E8x4mBfDu5ghbEzF67S+Ip6kz447cwri7z1zgJP38nNAi7sCr/KHXhXxGpHGxyK+Q4OjDX/dvz6YdO4eNv/IGhcvMV+p97kF5xpvMOwv4ILnEeNReR/7VHj/9Xivkf02c0buFfgrBgwJ/MqDC+ueCLaE3Z4Z62art+ES+PFaXduhrfLZ9ev/InPFbVr16c4/bBoTI/uBTz+fmtMX2Z/BRc4u7HaxcgfOLadF66K1Q+TNvSpVuzWP1hsF+fKmF+Vf7t+XZE7vZkg/zzXm+rcXNjV5hbs7/yZctG9/PN4inOFT3GxZzvz/HWE7/77o396Z999an5EqPXmZyoc8W1eQGA7BVKCNnmn4uHiBQ3b5B3SFPUCtTcC6NLWtYfufZLiX/7lX5781V/91ZOf+7mfu32ScKJPPtGGTbXR17uS8GBMcWjTu9E7LxaJEax4THKwWMs/OBN96UITXOzpPMHRd8XZ0WbVGJeJNvwSJxrVv71rDzXzoDfF9J9oYyy65hedJjgw8sl+R+P8giN3JtrwI23UmwkGbXCAY36yiV+0sYUx9QkGv5pbO3XUvORXXCb6FHOfOGkuTHD0deNjj8+OWasYHlMsutB5OhfiX5zSpH3XH7Iv5jTeiZU8ln/wbJM5Ht91reLTxK/qDV7lTvhn9mIFq1hPuODQPIcT1hke2soX+WdP42mtwIVPcCYY8ZZ/+TbVGAc4+OzUUThiZROjicYwbM3xaazEhi78wmenjsLBiU3nQtqoyeI9yWHjh8MnNpnjMOjj2472U42NTxtc6LyjsdyDUQ5P9OEXPjSGM8k/PsGBEYcJTnlizduZU/jggpNtEm8YjL5p4zj/PH6oibWNzvpPtDEWX6x3bIoDI5/w2c0/GDD5NNGGLzCuWKvSGOZUY3O7NWaaO/rBsOEkn6cmVvSxTTWuPz7VigkffpXL+k/mFQwal8cTDGMXp3T2ptjEwuHXzhoDh87Vimn+weielj/TOZXG9jsxp2/5s3PPVZziMvFL7tjSZ6oxDHFK3ykObVtn8usGevKPGmzbyT9DyuHyz/FEY7GGY6//VJvihAeb4MCIi8fTWmF898ZqqZjhMtEGzn126QvdAvitb33ryRe/+MWtT3SbcJ6QfvWrX7057Sc6Jkb4z33uc7euFrJJESA6Pl//+tdvX1H3Keqp8ccnsfGQEJOk8DX511577cnf/u3fPvmt3/qtJ29+85tHi7Sk+spXvnKbLHz0VYGp0ViyW8gmxcT4uOBk87ty0yT/xje+8cSmKJksk5h/7Wtfu8Xb11X8FMH05wgU+y9/+cs3beTi5GtFJj5NcPK439ybxEr+pbE5NSlsxvUVEz9PVNGfaKw/n9QKsZp+PVPeweGX+jPBsWB4cixv1B0/QzE18/vb3/72k29+85u3nxaaaKPewDEnpl+Twp9PeHz605++uQNrYvSBwRc5PJmb5rj8FSuc/Dbd1L70pS/d1plyeJrH4qSWmlNycOKX9Q4fxkc4U1NHab1TR/ExD2zTuoW/ODXHp2sVHDWQX9aX6ddO+fTKK6/cfKLPTg38/Oc/f+MkjydrFZ+uqqP0heXeRO5NaoUcXuvx9MmkuvepT33qpo36M6mBarE67F5J3He+Di7/1C94xYr2Z4wfckcd9RML0zqBA53de8GYrOO4wPnYxz52yztzYVIr3EfQRe6I+7Sm01F/dYKZCxN91HTa+ACGeTnJYePjgY+1gY+T2oULnT/60Y/e6qj1AZ+zdd34fMKFzjtrldyD0e+wTjWWO9YZukxflAsjDhMc2pjn1k1zXB7DO6uxmH/hC1+4xR3e9L4Cjnqjjso/PPLPtYea+y21gkZyZqKNsWjieUN6THDUYnljTnm885wThnrRfcVEG37Rhsat4erFWWt+0xiP6VrFFxqb63JnUivUG9p4fsa3t7zlLWfdeaO95w3qBb/oM6mBYkQfuWzdnOiLkPyDo+a4H51oQ1O11L0SHhMMXNQK63g6/8zP/IzTp40fah+frOOs+XUGTL7QGZa1YTI3jUdf+Vftm8SKT7bPfOYzt7lpfZj4lDZyz1YNPKNLbeWeeIUxqRXyRs2ij/lNo4ldUUfTWB7Txj3tRGP8vU5hjsshfk20gSOH1ZziPckd9cp6xaedOipW1mA60WVSj2Hg4l5J3Hfu+T3HU0vFXs2Z3B/T+D6b/YDdfUh35xRIyWCRllQKnWKyvoigjfPEzSwMAkZsi5hFqJt55xS3blj1C6P+9hLGpj18ONr15ASPxjGWNrU74rheGzgCKLn4hptxauO6bfWna9o5bxxcYMCSUHHFSRubpFmNL9qF45rx8XDToeDCkxTa2nDJN+07vyaNyWqSSM60hPEQjfMN33w3eeH0hBTf9NPOtQyf4uAcjLSpzZve9KZbGzgs/WBl8MNyLv1owq9unGGksXY0XnFgxNd1XLpRMOncACn866JIPxYODLbmuXHEBheP6au4HcfiWzgwus4/5/EpVjA86Woc4x7jDSOfYDFjaCf/PHa931akTW2MtXLRDo/auMYXc1Nxo4lz+BTvxrqBfudPGPC0x0UOyxsLq1rBr1Xj4nTkk++g8TUf+MX4C6f8uk8b7bqOjzbdAPEJVzE/tom3/uyoTX7zS9zFrBdXcGYw8ut24u6P8Wy4w9BGfzhqVzeH5YXrjeVxhs9RGzi0USvMB1rVRnv6NSYc5xrHY9poQx9zoRwWJ5xrg4e2q636GQMOTWiM17GOapNf4dynDRwYdPQiD04Mbzxsrq224rhuHG3kMb/8Pwl800Zf44TnmK+snG8ctYK+rvfCCizHtnCMmRVvezi0s4m3YzeH/CkW92kDq+tw0k7exNtNR2Np3ziuZ67Xpn604ZdtvZl/lsZ8jQ/sNBZzGpuXcnC9mbqvjsJpvsApTuoE/jh6c9dY2jqm8aqvfnFJm/RRc3Dohafy9L44we86zPSTf2nYixDGY8YJ63bi7g8cPGCtGouV9UHeOO+6jTnme+PAsKWN88ahLxyxoq+tNnDCCMe5cOyZNuYkjcXE8Vvf+tY3NNQmjVec5gsc2qx11DXHR/3os8ZKX9od9eOPMZk81u5p2mjjus248PHkExzzys2zuMPQznWcawuDhWHP0gaOuOsvXvleG3irNvqvvsMRK0/63U/IP3NLO1tcVm1gh1GbVWN91NFjGxgrjr7lH0zX9FX/Gtf12rnOl/TXh2ljEyvXtaNxa5U62jiwWPhHbejHtDNOL9DQWVv3BPxicVkxnD/6TRt8aKxOd08R77is2oSz+o5P9zhi1lq15iislU9jrNrAsf7Sp/qH17ENDtl9OLTBRx7nE99xth39ypdVv/JPvWkNq7Ybu5xYfYKzxom+xoJlzZPHvWDEp9rC4ntYcFy3MRg2XMxJPMxxfM9oAx+X5rh1AV7juW5buRi/67RmMMSIxgwGjfLHOb7nj2MYtuLgHByx4ld+pLGx9M937TNtizvt5Jt1SrxpbGzjxJc/2h35wLGxxsEFT9zEKt+1OcbJOWPkV/jGpw9O5iWjjXYwjGW/Gpz0g2N8+q736rShc6aNto0LPy72jO9pbK2DgVMa3qeNfvGFo00a04e2fDzqx6fVL33XNq7Bog081nM8mPnCr9XiSqPGoA0cfDz/WP2Gk8ZpA0+bo37V0XQ2r/Jdn6M++VTcjUMLOPLPXJCDYWgfl1Ub2OVobeDg4f4vjdJPG/3D0p/hYdMubehHFxrbjJOG2tCEX6uFYe+6dnyqjrpv4xMsXGxHbcI7amxNoE1zIS5P8wnOURt+2+DgV13HF45rztuv1ljapZ/7En2cW5+75vdRGxja269t1FFzHMaxjhrriBOGcZk24rPq4/kZnTM5Ycws3nFyTbyt481N58z1tMlv+9WK5aoNznwSQ9xwCad4HzGO143vTQAc+VPdcqyt67DsbYxfNuN1ju/mgZh7jau1oTisOEcMx67TpjrqGD6c52mMS/o0TnXUNefSOJ/KUWOz/LFnfKapvMEJvjW4XNcmDPiZ/ny2sdrQJR2PeV/f6f7SF7orSK+++upNAAurIvnCCy/cEoSz3l0xMXOIqF7MUZC1dwOlMHrSZcJIeAnyzne+85ZUxvAJMdfg2QimUBBZsAgPR4JLUMnlXZRf/MVfvC1ExnJNETZOgYX1tre97cbZiyj62T772c/eAmlsn8gxjvH4Bt+NtWsMhgJoDFglN02MmUaKiXbveMc7blpJuj55CUeg4XuxTFu4ksonKbwjyWdawsBfW+ckC040YN0M8J3B+bd/+7fb9QqJyctPXBQ443inxznFRB/JaXLym2/40o7ONljGFet4ixEe3t0LQ8H52Z/92RtvmPri7B2zzJgWIk+c9KMbPuWMc8ZwUwHLMT7/+q//euNhXLHFVRx//ud//qYn7fkeDo35zi+b87ja9E9vPvzqr/7qTQNjeecJVjE3sfn1S7/0S28UHLHBm3+uK0ZyWU7gbWxx5DscuEys6Yu73HFdvuNgDDGhMQyx8qYSrrYKkKJnHD7JCfPNnMKJttoZ0xi9kEozucVn3PAxH+nz4osv3o6df/nll28c8OCfMd7+9rffOMOQAzhraxy5KQdxxh8uv204iZvYK5Tve9/7bn30E294Nsf84C8u8BgMHMxtpo0YepHGvKE9322uZWHwrdyFwXd87c0Fc0vc5DZ95TsujMZ8pzNseogFTmlIYzzULv2cL//SWAyMo6bwVZy9yy9XbJ/85CdvOVze8I++eMcXNm3Ncbz4IIfxpTGcatSv/Mqv3HTUXhu64y4u9DXncIZDWz7x32P+OJbnYiA/nKeNuBs3My/lqDbpJ//4yHd1VK4bS77D0A5nXPikP23kFx+0kSt8goE3XbSBJZds9Mvku+t0VlOqx3Kd1sb0SdbqhJzQx3XaaJ++NHn3u99909046jX/cRYTmhjrhbtch9P8NA7ujEbxtYcjljBoqJ1jOarG4SV/nad9GuMoVtrwzRg2+ZXhTl95Si8cxbz6R2fXYZgz4stn650xcbM3jjG0gZnv+jPY4kxfYzlfrOyNq4bRWh2tz1pH9THXaPgLv/ALNz+do7H+Yo2f/NHGfNEeF3MOT5roY5MP9OWfvuJEVxsNHfvpr2otbYuTeNuMI79gMHknRnKwccx9MaKR8fn76t1av2rcPLAO8YGG1irjNf9g0Ni8gaOdPDbHHVtD4KQNDPMJn7TRllZpjDP9tLWx1io49OOHXA9HO7xcay0SX/rIUbxoQ8Nf/uVfvtUdtcR1MVBHxcQ4sF64mws01t4YckA7GMycMo7ccs51GOoVDRm/xEC88FUL5A5exdx8Ey+1Nk35jkt1VH5a78xLmDjLAz7hZ3zXYPCJiaU24qodreXBe97znlvd10cbY8BkcgIOvmLG5J3xaCJfcfy1X/u1Wzta09YYxlrXKhjmlo1+tDOHG4tGclTuwKGfHIDD8KMx/axpsHHFIT6ud0+mHW42+aW/jc5y1HVzHAYufDcntfeTeuaccfDVxzj8Eoc0xsE6ZFx5og3O5Vdamy/6wDbnjMngwrAuGI/f/OWP2NCE3jQyDi7iYAzYdIwLvO5ftHFd/jdv5NgnPvGJW72Rp/gaA2fXqgP0V0fVAXrIE/rhJea460+/2minLq4aw6AvPPj4tFZ57Jz59MLdvJLv+PDVOHjDKl/kDq3krfniuvyAYxwxNw4taGLDibZw7N/1rnfdxjAOTfihjfsz49PUeOJgzWKua5s++soJY8EVZxqa48aw4UgbGokbjmKOP7OXf2IkXtprp47KQ2M6ZwzzvPUMXxpXS+BU13F23nV8YDA60VjuiC+T2/zJJ/WB33JUHmtnLogD/3AyDr/x0dYckKM0w0Mfe234hQ8O1UDc+eieu/sB+tENvuuZ+mdNtLEw5KlxxMD4NKSfcc2rPlEaH3mBq9yhjc342tJFLstP19U4fPFxTVv8jMV364Nj5+UDTtrFjw40ln9MHPhkDJzpShc1u/syeaefnJc3xoJPY/kjZ3Ay/5rjOKjpOImb9UWcaGMsOHw0H2Do53obbjD0l1/qLeOLWlwddQ5/GltfW3vcT/GHwcEVjnjjaRxzXKzxEQsYaSyvi7k2MHCmj/vR/JR/5g08feQIzWksVvqpSWKJG070oK+4w6Or/NXPpp264LmFOksDc4Xv1dHGxxeOscTI+PwSDzH6+Mc/fqt98geO6zCMkz7mnU2OGqM6oI2559s66id9aAjbxnf+2Rht1RJ8aEqTfKc5jY1j/sot/eSOMcUwn5zvuT9czxW0gScWcRVTMYEtVvaMXzCMY14ZS18b32nZ3JIzaxsYcisu8NQ1vvGLJvQxJ4xho6vrtMGPxnK0+W2fLq3j9DP3tOW7WKkjfNJGDuBCP/2NY8+XYsFPvphTONnMTb7JHe1t5pl9dRRfvqiBcMXKfNG/HKKJ9mIut+hfjtIEnvHNX/VCTGjDH3MdL7Hhxwt36yY8uU4348SFzl3Ha60lfHfdfIFHY7EwHs7a0si844d25ou5R0+b5/K427RTa+gsHnwQB+OIG3/4Cl/tZ/qoo3LHWNrQlw/qG4PjOSBO+VUdpTFM+HwvB2nVeZzo17ynMxy+07Ba4lisaSxH+SfexldP6MPUE3HkWyZv5Cf9+GB8ftvTHQdYV9q1aHfMBNlmwjCCcJ5xqkkjaI5dJzwxmcfaEGZ9DCMswbU5B4MoxAuD6MaXDB6Hby/5mPPGkXRwGTwBIDaDJ2GMFYb2Jqb+jB8lOC7xkTgMZm1g6OccfnExjjawM+fw4le4+uoHxzl7x/rClIgeOxcWHNdYOPxJX5jGcaydNvGD0TkxNeny23njp3H9nDvqB8d1GHwOA6dVX8cMP2Mx/bQ/aoyzCVwbfmqz6oNHGscvvvjr47x4dkwHeZGm8PDRrrEc421jeIh3WjmnX1zyF3Zjwku/cJxTZMScaVs8tYG/8tcGBlwaN/fw0T7OMLTRFoZ2fCi3Gss5nOPofHMDVuOHBQcm/1zXrznlsev617d9uqSxPvxynemnDT7OOzbHjbNyqw0OzFj6wGU0SBtzI3PdQsT0Nb528GEYM27aeGysNHZOf7GKs74wtNMeT8fyrzbO4YdXfoiBhZc5h09tYOJiLI/h2GpjLHxtx/zjU5u4GRMWnHx33VjNT7zdTGhvnPzWRj/tOx9G52HgkeWjYzhxdh6G9vRzja04rou5rVriOgz9YOCIF07H+aJNph2ujePYY32LuX0au25zjl7GxIO++RxG1/HFSTsa4Oocy+84uW5+1gaWNrDw0q9z9/mextq4mTi2wRsP5nF11DH8dRxjyc91rcJLG7oWK49xZHK0Njh0zt5YMG3GMr5Nexjy1bX4iYExGidNtGH2+utnLJh4OG7+OO+Yvh7rY5NbzSu4+mkDo/FxSj/X8Vnj1JjxwbOc6xx+5Z9zaWMfn/Iin3BP43QSA3xg2PQ1Vr7LGTWsce3TRj/jaatO1sZ4MPhmY66Ledy01Q9W/soxx7gxbfiOs33+GBMvBj8c/fJRm/joqw2Ni4E5peZo45z2aQyD4dI67njFXv1wjblePHEJU5y0rw3d8onPNm3D1O6osRjgqU1rCp+Kpz7Ow4l/+hVfOsDVJv1WbcKF5Xy+16a+eMS/scqno8byHA+btvkF00YvfJjrzoWRv3K0eqJNGpd/4nasbWlMozTmH/2KhTZtOMgJ/LrunGO+MuflsfFrw28Y2vExHfix6qcNv44a57s9XDh8hG9c9cTjYulc152jb3V01S9dy2nHTBscjxrj5TxM4+UHPumgjcfa2OIbFvz8C0d/W9iu62cM8fUYR365Jlb2+QwzDHsWH2Pw3Z7xDU4c5UTjGstjYxmzcWBWr41Z/sHMB3nRfHEOvnHghGmOO2ZwtDEWvM7pGx9tXJef9fNYfmXa5w/fHMspvnjM7PnQWOkm3/RhzpV/Xbc3bjmKL262csTYYcDR3ji2zPjVUefSQ1vX4OLXeucczPyKD7/zfW2DN0wYMPXtunNyzxg00d81G7N/msZrOzg2Yzkv3vIjbs65VszX3DE/GW7xcR0fG25wGAxt5ITzcGHyz2PmWjiOYegvR2ujL7/SRjt9qgPaw6QN0w+OHG1cOuov54zpGCaM/LbPb3sYNKYPzHCNDUcbONo1h28E7v6Eo51+xln9pp9rOOCoPfMYD4anNvyCbxwbnNp4HJf60rjnF3Ccx9n5+vFrnQvGct1eG4/d98JnzsGp9uHBaOM8H2lRXuDUuLh7DEOu8JXftjV3XA/XNZz1g4Uv7DDCXmMO6z5t+OI87B7jytIPTlycp191Mg7GZ3D40P0oTnSDQQfHNnMljY1nLG309ZiPXhPxmK1t9DeOPUxt7G3lDn2ch2dbjZ/wbHFS0z1mcPXHAUbjpbE292msnTb51firrh7TQxuxL4fj4px+jhnueNBm9RfOep+jfXkMnz7GyCd7bfSDGX9tcE4H542Hl3OOcQoHh67XT9vqjXY2bVzX3/GxjsLRT7s0xi9ufE9PvrsmB+W685kx4OinTfwbVzttjMP3DKfuIz3GwfXGkb/8vtL+dzW/AFWA2wiCuI0zWYLYa0NA+9qs/dbH+mtjC8N1G7M/YiS49uvk1F5bfbTBgYW34tQm/HivbWA0lvO1gbmO03lYHttqox2MrOva1ubYrzb6rpvzYdUm3MZxHR5dauNaY4WhjfPP0m/F8djGepw2MHp8a3D3Zx2nc3HrGI5z9cUnzto4trnufOM+rU34zxobRuNov1r9Os8vRWC1xoazauw4C8e+8x4bl9k73zmP4x5G1503Tlt42tUvnJXPfTj5pb0tS2N4K+ZxLH0UL/PKBi+fYIWrXz7WBre1TVw6t+LoD2sdX/uOux72DfjuT9cd18a+82E01soxfbU5apNfcbqvTefs4dYWl8bpXNc7XtvoT2MLAo3XBVG7+uSTfWPCZc5p13l7547XtbmPG4w46lsdDTuc+/rCDDecleMxR48YcYfhcRbGeryO43x97Vf+K078+IULfVt845JerofTjYPjdSxtGY1WzvVzPdyurxj5lcaO4984nbsNdPcnHMdhG6exOqdfbZxzvb72Pb41uvujvTb1c309Dre+jnscRuf0s63j3sclTGPCcly7lY/zta1NffTzuNzy2MZqgws7xsk5bfIzbMdwM+edW9v1WBvXaxOfxn4WTpzXcdb+92Foq0186ruOUxvn4pafjrPOwcKFPrVfMbSLy+q3NkcMOE9rE45+xzbp1/mO88txHOwdu9ZjmKw2cPhj81h7W5rrW397bVbrXOcbzz5rLMc9ts861/jr+XBqY297mn7xgZFP2mfx087G7Gvjug0XY9hc06Zr9p2zd+y6Ph3DrY3zaRyG60y/tto3luva629j2rR3rcf17RiGc2t75+DUr7YdhxGfxg7Dsccwwneux/Bq07mud6wNcx7OqvF93PSzhaMNDo5ZnMN62jidD+/ok/ONL1bw24zjWn0ds/rYZ/poG1b50/X4Nr7z+nesv8f17/jYpnGc99j+2CYcWKxj7dtcW/s5rv2t092f2tSuYxjsOL5x4rO2aXx75+17DKfjztkbK4zaOGfL4tWxfp2rb8e1cT6cxnPsMaufc/Vt3zV758KRN+LtXNY49XW+PrVZz8HSB5Z2x7FWHGOtnF0LOy7lXzhHbeKXBrjUBjbLp7RxzmPXVz4duw43bMeZfuHYx7nzHcdXv9rB5xfrfvR2cPenfute+xXHNec63/OGuDaOds6F5Xw4tQmDNrYw8NGmrfPah1sbx+6Zw248151rrLBc7/HaBnY8nK+dx6w+zsNtHOczj52HteaO9rBZuPdhrHxhMOdg2dvYkYtj7e2PbVYua9/1sX4Mx/g5hhV2jx3f16Zz2hmzYzis8/obJxznu945+3W8W4MFI2ztVr/h6ud6bVafGku/+sJex1vbrDjarWM5dr1zz8LQZjXHtsZasZzH2R5+pq1zjXPkpl0+hf00DH1XHO1Wc1xf7eSfPvG1X8d/VjzDqeboG04Y7YtV148+xREmXpn2zjHjeC0N1pX2I3eDvJ6pF6D6GLuvbfg62e/8zu981yfOzsD37oiPs/vqxAsvvHCm+xttifnP//zPt4/I+4pF7yK80eABD2Dg09cc+DU1XymA1Vcle/fpDN6rd1/R+fCHP/zkz//8z5/82Z/92ZPf/M3fvL3LdwZDW18noK937my+PjG1D37wgzcOvhrh3ZgmxUPxaLx+5d7XI6aJ3tcQfY1KvHt386FctPN1Pl9P8bWNX//1X799FeNM/9p6NwwWHt6F7StvXX/I3rtlvpri60dw/GzE1GhcgfFVlz4dcxbP11FsvnriEyK9w3wGR+7R11eLfDXM17Ym5h1DMWcKZD/RcwbLu7C+NoOLGz9fS5+aOJnj3sUUq4k2+vpam69D+YezvWN7lpMctvnqNV38NMxZszzQ55/+6Z9uMfL1sLPz25jVUXHn32//9m+fpfJGe/64OaavGnp8k+mNhs94gA+NfZ3sN37jN26fcpj4xR9fx5O/Pm2xU0dpbL2zPsibszWQT75GZi9u6vHU1C1zQrytD30S7AweDmrXRz7ykdtXbPl2fHL2EDw+fehDH7pp4xtXOzUQDl/6yuok5u5vum0yryb5x2/3FO6X3N9Ypyb3J2qodYbOvjLYV9cfouvaRqw/8IEP3L42KI99JfqsqcXdA/oUyfoTKmex5J85zugzuVfyKRH6+IqleoPTxHzFk180Mr/Nz7NmTRCjv//7v7+tLy/efR21r3eewaIJPvzy5OCll1460/272lrDPUlRa+TfJI/55V7SV9RxmeQwUrSBYy//3L+dNfdKcvBv/uZvbuudn93w6bVJHbU24COHrMFT66vu5oJ1fHLP5VNTdPG1ZThq4MT4A0P+ihOdz5p7ARpXK9QJ+TOpo36GgCbqsXhPMPD3VXf3bu5vzPHJPHffpo4y97UTbfSF4WdO1Am5N4mVOuOe1hxXI3aec7q/kf/mt/Vhkn/8oi+NPG9Qiyf12DqudjH3AraJyUH3XHzCY1Ir3IN6PmROqHu///u/P6Fy6+M5udrD3C9N7vnVG3Pc/r3vfe/ofsv41qnWK7mHz1kzv2ns5wX1n+hrTGuVPG5u/eEf/uFZKrf27mfd86uD1nH5fLamA2oNdm/hOd50jpuXcsfrFGI9vTd2D6mOumfzMz+T+geDNvq6t57i0IcufPOTatM6ah5YM90ju0+fPh8yF6ydXrfz/GNSR2ljc89vnTGvJhrT5v3vf/+tTuDCr8kaA8c9v+eMuOBkO2tqsTWC9RMzZzG0N5/8nJA6bK2a1GPxxkfMrS3mxNT+8R//8VZ3zEv3brS+yr77Y6ibqILmd308+VMAJjfOKEhGoq1fsThLrSR3o2AxnCa4gqpvixdcNim0FuZ8m/JR9BmtFbYpDn17AWN685MWNM63iS766H+FWXTkDZ+m2oRB60khyg/xobH8mxbG8iWcsCd7Gpc/kzg1Jm09UbKfvHAFh658cjM0uWmOC33KnSkXWuTTNGfiwy/zAs6Uj75weiEE3iRe6q9cdrOhfk1w6uN3s8TJ8dSKFV3CPYulH1+8yANvoktjijm/pnGCo9Z40cqN2DSP01S8xYtfU1Nn4IU5xcFDraDRlA8OtKUxnKnxyX0FrfGaGj4w4E19MrZ6k747+WeOt1ZNc5CuNMFnusbwSa2gsZpcPXX+jNEUn9aGM32PbflUzkxjpZ85aV6JE40m8aINHNqI2cRwEZ9+13Eab/zpoga2lk/46AMHL1wmusDQr7UK1lRjHGjMp2kdzRcam1dTjdPGPJjqAoMWYeA2xdJPrOSxXJxqDIMu4gVnYjSVx9Y8c9TjqV/mE047dYsWeNBmR2OaeNOHTbWpL43l8BRHPzW0N6FupIZ/1Anx4d80ToYWI/HCjc4Tg9HaIu5T4wcu8Ka5wwcay5+dOsEHsU6TKRY95LHcCWuij/jgI3fEfGL0xcGcgjGtN3D4dHzucCYPjW0TK7GecqEDn+jML3GaYOlD42rxTqxgeVHPnPB4arQpZme0Xcczvrwp/6Y4+qWxPdwJFo136yj/jA8nLlM+3iQUa/NhOseNrX/5N9GFT1fVUX6kMX0mRhN5w6a6NK464fUg+byLFWb72d1OvQ97ATBxLa4COi0C+hGew4l4GOrBhwVyysVA+irY9tOJAgeGCcy3KZ+e3NAa1hRHX3GCM01yPtGjJ4BTLmljv2vyZfcFGrkr9/hDn6mZrDSm71TjFo5iNeWiH23Ei02LrL40sTjv5B+N+cTMi6nxo/7T/NNPfPCZYsSfNjjRZlqs9aeP2rUTJz7Rxju1fJvWLhzUdZymBoO28gavSR7qY4Nhju/ECg4e/JrGiRbqBF125gIcfMRbvKZ+0XjVFu7U8AhvysfYtKUxXlPT1xsJOE3vB8qdbqJ2fMIDHqPR1ORNL/ZMc5A25kKxmnKRv71ZM9U4DmrN1J/449ALT9NY6VcdDXeyp021b3o/gItY9abjVJ9wdp8c0wEfPKb6wtCXJmrXDk4ay6G0hn/G9OUPjc2rqcblsXmO19TUCBhpDHdixZzG+MCdYOnbC4RTbeLSJ7Dl0IQLHaoTeE0xaNEcx22KI4er6Tsxp2vPh6Y4MGjDl2ktLs/UCTg7GsOiT2vnVGO5Yj6wqTb6ijN9YExx0tge3o7JPzhsisUPsd69r8Wj+tn+rG/iyw/1Bsa03sARby/s2U9x8BfvqT/5zyc5yC86TfjoE4aYTedCnNKm48m+Ob7DhV9r/k2x9KPt7loFY7eOpuXOvUAYfYuPf9M5TuP1XmmqMYyr6ihtxH1aR2lhXtqL2Y6ZCz7Axrcpn6eNf+lPlzxtkMfz1yngv6f7qspf/uVfPvnjP/7j21cgrk6K69g+Ij0q8KjAowKPCjwq8KjAowKPCjwq8KjAowKPCjwq8KjAowKPCjwq8KjAowLfewXmH1e4h5uPnfsdJL8T5VOE3nmYvAjrXU0bPP29gzYx76D4HRoY3m2YvuPgk0XeacCpd1ImfPz2FU74eAdk552hfkcLr4nGfKJvPCYYaSDmtE3nzp/Z8yfbeefWb4vxTc7kW7gP3fOHNrB6x+uhfdd28gVG7wJO8ri50E81mFNTWzWGM31HEZfybqqxeUkbm3frvSs9MfMJRjbJHRjNcZpMMBpf3ogZTBpP5jgu8fFu6wQDH7rg4/ez6OsTOWdjzg+beMlf21kMXGDQRd7Y79RRvwu26jvlQ2NzIo3P4uDgtx6td7QV7x2/rqij4p1N6k195Q59YEzneDEXL3PKGnFWY3zEyG/2lX/qxdTkMQ75NeXT+Dt1VKzMh7hM5nnzyZyy/k7XcTh+21N/fOTzWRPv6hZdd+qo/IPHphrjEh/zchJr44ezo3E8/Cas/MWHzmctjeF5rHZNTcxhNL8n+tAEF7lcHZ3wWTVWJybawMDH79zSl84THPxpE95OTVe7cOpeYFfj6uhUY/PKHBfzyfOh4uS3XPnkU1g0nvhlXdDPBmtqfBIv2vBrwkX+ihOjz0QbfWGIuf5tzp8xXLo/xsU3oqaGC6PJNE760xevavF0rZI/jDZ8m5iaxa+d3MHDvRuf4Ex+Azju61pF46k2cgev8jj8M/vmJywaT+qfvmms/wQDZzjy2DzHy+8JT+ZmXODtrOP64yHmO3XUXBDzavok3vThl3t+86B55fxZ838B0tWa1+OzOFfUURrb0mc6x2Hs1lH+01gOipGYT7Xx/wX0NResedOYy73yD94Ep3sT/u3WUXMTBh6TWIkTPvb8ofHU3BuLF429XjHh87Sx976zc0CVmJ4s+VH7FpFDkwcdEk0yKAIt1A/quDQimM2LPBXa5fKDH8JQHE0WWI6nxpdeRJ3iSCb68AmegjIxyYkLHFpPjR9incYTv/Shb9uUi370SGM6TUyc/RM//8QKp6nJm3J4qjFtmgs03jH903gSp8bGB04FrvNn9nRRK2hM76mJcT5Na0X1JpwpF/3kH535N80/ecMXusCYxgqGFwj9Mxj/vGKKgwMceFMM2lRH1Yspjn7iRF94OzjymF/yeIKjj/7+4Y5FGqeJwbFdUUflX9uES33Emj80muYxLNrSCKeJxjDMJ3VCTe4fhjl/1ozPJ/kjd6ZWnbCf+mRsmnSfNOVD3+qNx1PDJY29cTMxedLagNOO6Z/O0/yj6RV1lK7NBzpNDAZ//CMitXiKI9/SGN6OwcFjp47qC8NatYuzq3FcaKwe4zWZn2ncvJpqDAeGOb6rjVjRWB5NfOKDvrjQxeOJ8UOcrHn+ka7HUz7V4h0MY+ufxtNaQZPqDR+npm8ai9nE9HNv7J98WfN2LJ92NDY+TvySN1ONYcRnmn+4iLncMbfEbWLGp7EXsLxps2O0za+pNviUx9P5xIfmJ32m2hgfjnqzkzdw3PvR172F44lv+vBH/k0x0kYO7tRR44dhP413fuAidxxPTD/3azZaTw1O+Sf2U7/0W/WZ+rXW0WmtMLZN3sifKReafvGLX7zlsDfRcZuY8c3Jnfwz7rpWTbWBI1a0EfcpDp/0l8Pq8Y6pE/3D4imfp41/6QvdEtwTUQs0x6dkCWfivvrqq7dPZ0wSVB8J6b+M++/y+EwMjr5u6tzcSY4pH0H0X1f5Nl2EvNAdJzrRfGISHBfaTAskHvTwX88tZHSaakPftgkGDfRTiF577bWbxvSZmByG4wVCBXJqJj6Nm7wTHHkiXzx5gzPVxtjmZRpPizUc+tBG3kyLm/xzEw9H4Z+aGpNP9JkYDBq3mO1o3M2zuE/zzzySf2qX+E/5VEd74j/BkSc4+C/j4jWt6eoEv8RbXZ/UUfz1g8EneNM81k/+8kv+wT1r+KgPaiiM6VzIL/Fu7ZzESh8voslBL/RMDY6bDhrvrFU0Ns9pTOtprOgq5ubE7lol92DJnUnMabrW0SkGjcUIHxpPc0ctFiv1xuOpuY+gC6z+o/tZrOooLmryJIcb05yqrk/vccSYP+YVjCkfOSz3+CVWEzO+WuEeUh2drg3mEA5iZb2a+sQHOGLNv525yR8a03vKR18a8wnexOSfeURj+TPVmA+0kX/mp+OzfmmvNoTBv+na2TpOY+vMWS601Eec+aPueDwxPrkfoK91Zuf+pDoh7hOf8MenOU7jaa0wD6o3U234IP9ozKfpfa14ixE+07lQbNUJz83wmeYfv8wH9wN8EvOJWbvTeGet4ofcsQ5P9ZEnNIYxfd6QBrTNr2nNaR2XOzCm88Eagw99+Dcx8TUH1Bv6Tu9x9KuO4jPxSR/xti6o6x5PcOhAV/OcX/yb4PBJHsOwn8YbDl/gyMEdv8RZLebbxCfa4GMeeC1nd62Sy/wSe7hnjQ847NZROHSFI3+u0JhvE5/S2HyijXl6RR2drjG0MT5trOXT51Uw1BvrjDzese755bNYXWmz7w49h8F0sgWrv01C7WLB2MWJyzTB8+sKLrDSJ9zJHoYnN1dgpS+sqe30Xce8QuM02Y03nDReOZ59DCeNz/Zd2+fXem7yOD6TvvUJY9ev1SePpxYfbyTtWHymLxw0dnw6nuxXLh5PLS47GMaOz+680n83b+ITlx3f8muqb/2u8CsuO/7gs3K5Cis/J/uVz6R/feCkUefO7nf7Nx6c+HTu7D4uV9WbHT5xKVZnfVnbh7Wemzy+WmN4U9P3yvsBOu/ars71v4rLFbmTxtNYrT7t+gULxpRL8V1xplj60WbXJ5xgTXnk026cwilndvhc4U+6pPEOn3zajZX+fTgqvSZ7vvBrx67WeBfvKo1XHh5PTD98djU2dlhTLvHHZxdD//iEO9lfhRGO/dTCmPZf+5WD67mzj/FpO9t3bQ/jipqcPvZTu4qL8X/QNN6dV7TZ0baYXKVxfHY5FaddffJv3V/6QncvErVfBzrzWP+2M/3uaxvODqcrMFZuO1xWnJ3Hq0+7fFasKaddDo0bTvvOT/ZXYcDZwdrtn+9X4cDb8Sc+4exgrT5dgbODsfqzg5NPOxhpHFbH0/2VXHax8mkXp3hNNan/VXxWnKlv+u3ecORX+ymXdM2vjif7KzBWf3Z82ul7n+87eOmygxGnXYyVy1VYcZvuV07fTwxjx2XKo35X4ax4PT67j4v9jq04V2DtcNF35XMV1g5OfHYw9L0CJ4z2U076x2mKUf8ruMTnKi67eLs+XaVNevwg+HP0aZdTePk42a9x2uGz4kx45MsPGk68pj7Vf0fbMNrvYF2hb1pcjRXuZI+L32re4VTf9hMe9QnDfsfC2cHQ9wcF52oeu3j6X2G7PJ7F4fIXuv2QuH8Y0A+cP2vwZ13L6V0Rm7jPGush1+LzkLZPa4NLfHb8guGH2mlsm9oVXIwdzpSHfjt6rOPC2eXjH0PIYf+Qa+cH8a/gkjawdjW6AiM+aTzlVJ2gscc7Fof2E6y02cFIGxj02bErMNQGubzzD1Xzabeep0U6dzzZ03ZX39WvCYf60MU/YVMndjnpf1X+xW+6L/92+RifRjs4+qsTarJ83jE8drgYe7d//OEU8x3MFSfss/s09k9gdv6hDC5tZzms7a/ACG93XsalWIV7Zq+vGuEfGXV/fKb/2jY+9jsWzg6GvnB2NQ5nhxMO8pjG8tjjqcXDfsd2cuY47i5Wccq3I/5DjsOw5qnFO3HXd9cnnOP0EP7PagOHtX9W22ddy6cpjrxVI/xjuZ1/NpsveEy55Kf+O7FeceLVucl+V2P9aeyr9zvP8fLlCn2v1Dh9JtrW54p4qxE7/yAxLldrE+50f4W+xr4CRx5foQ8M2xW261f+XMEHF9uOuSdWJ66oFbtc+JEu7ae+Facpjn62KzR2z9brQjv3bvdpcekL3ZLAE9K3vvWttwV6SlY/BfLHfuzHbovRfcSfd64A9MRiJ0H1rVhPEwJfBUlC7Nwg9mk9CWGbaqxvLx54PDV6iNPOf0mFof8V5sbQC3s0nmoTF3HfudE0Po1hTF88aC7svlhJW375WgjbyeNuXnY0Nhf678XpfSN28o/5VP9pvJuTYuXxjhVnOFM++skZ+ng8jVVxUo/lzwRHH778+I//+I3TVB841VH7CRdx0U8t9hteuzj04Zf6N/ELF3n8lre85TbPi/3Z/EmLXqDh19Rw6KtkUwz9+KVW7MxxftGWxnDy8ywvPr35zW++xb25fhZDe+Nbq3DayR0cWoenPuFzxVpFV7HCZ2cdpweNYdkmZg7ho47u5LCxccifydyEgQOc1plprOCIla/18m9i1fS3v/3tb+TgBIcPOKiBreUTHH3g4MW/qTb6m5803ol5+vCJ1hMr/2hczZngrBrjxc7qo71NrbDf1VisaGxOnOWSBjh0HzmNFY31bc3b8Uud4M90ThWX5jgu01ohh/vZiKk2+MiXNK5+pf9D9/pZp5oTD+13XzsaM/5NtdFfjPiFW3PC+TMGo/V7qo3x5D+/+DTNHT7QWKyn/uS7epW2Uyx+yGMaTzHw4Q8+O3XU+HDUG1jTekOT1inx2sHRn0bpnPZn9vxqrZrmHx/wqBZPYwWHL9YpGu34JWfgtZ3RpLb6yr/mxJSPfuljD3didN2to8bFp3v+qU9wfuqnfuo2L2k0xaGF+dS90hSHrlfUUePTmE/T+QCDT2xn3dT/J3/yJ2/P6/k2nVdw7rMfuXuCNP8hnQOi4mrzIgThiDBJ9HB6t1Vgp+afDgiAbSqeGyD/vAKvEmzCxz8ugEEbXCba+MdeH//4x5/8xV/8xZM/+ZM/efK+971vtNjnkxjZdpLUD+vDyK+pNvWzGE1Nzsg/OZNvU6zdfmKNjzinz1nM5oL8g7GjzfqPM3YWIfr2QuP3W2Pli8aMzpNaAcN84BOrcN8OTv6pTsAsB09C3Lg0P9WbSZ04O+bT2vPD5p+DmN+2CR8Ycjl9duqof/i06jvlQ2NzQrzl8QSnOKmf+k/XGPpfsVbRNxOrqZlTfIMxnePFXLzUremaN/Xhvn7rWjWN+VV1VKxs1Ql8zpqa1RohVjv5d3bsY3vxbj6YCzt1VP7BY9O1CpfWqp06CsdG5+4lj77/nzpOY3557EnK1MJofk/rXzHfeRK4aiyHd2rXVI+1H23itLNWqRVw1L9pvZF3MMwJc2o6x2HgU02f4Mg5m7olX8yHSd2itXUBhm1y31a86IIPbWBN+OhPZ8aniTb6wuBXGFMcWFdYaxVdxN1+YuZDa9VU4+aU8elCo4nJP37hYdvJncn4xz7rWtXcOrZ53jFt5I5996PP63Pf9WoWLBpP6qi+NJbH+n+/9S3e9s3x+3x/3jl+XVFHxUj+VdMn9QZX/nheJU7Te5zn+XzmOp/W/JvUChrb0mc6x1urdutoecwX8Zr4RENznOmP0xRHDW0dhzHJHTGiD0uf28HJP+LUWoXHJFYw8KEzf77fteJpElz6QrdBOMx5wk2TIZzE28HBhcGY4uBhY5PEvHW8+3MFF/8V9+WXX37y13/910/+6I/+6Ml73vOe2wRujIfu8ylN2j+0/9ruCr/CgLuj8erX1CdFuhsGC+vkZiF9+BWP9l176D6ftL9Cm6tw+DP1SbGvYFuAdgpkubPD50qN6QtvGit9dzH0T1+LGX13bxJ39M2ffJtqA+eKeK98dvziDz75M50PV/mVvvB2uMCx7WhzlcbyuCcEnhSoF1O7InfSBofiPuETzo7GMNhurKx3vQlAY7ViYvmk7xXa7OCs2uxywWNHY3lHY29mtd7ReWJXatz401rxg6YxPv/zP/9zW+/o/P3W+Kp6I047+Vf/MBxPY65vfu3MqzB26h8ufMqvqU9hwNvhE0482sN9qKkT3R/L3503Wn4YNaYjv9K2/UP1rX/P8/T3qdqpFXP9p/MBBrOfYtS/Pb8m2tQfl10MedybSH3yGP5ZK49/WLTJ/yv8cm9cnKf3bfiUxzsxvwpn5QIz/zw+a1doHIaxd3PwinkFg+3Gil9p2/4GfOLPGqsphuHcG8Oy5rl329H5SP/8R4iOCMuxBdqLKt/85jffKG7L5Qc/JD4sC5EiuWOKQO84THGIjwffdgxGi2uJehbPC1a+xuNrxt6BWSfgGSz90pfWO0YXvk19Mrb+bTtcVo2n2vDHk6VvfOMbN42mfFaN5eDEYFw1F7rp2I0VPrBwm2os97797W/fNDZHp9bc3MkdGPnErx0TZxj8m2qTT3TZmVO9QPj1r3/9tohM/cLBi2DTHG5cOLTZraPpC29HHzHn1zRO/MLlW9/61s2nXX2uqKN8wmOXyxV1lD60pTFeU6OxWkznnVphfPMS3k7e6F+92cERIzGnzTQH9V1jNdUYlzR2wzkxWuCTPhOM+qSv/VRj/fTfraNik8bTeZUuX/nKV27r3hRn1ZjOO4YTHjB3NIZB42kO8yGNd3IHBi40VivybaLROq8m/esjb8zxXY3xuUJjXOgyjVX599///d+3ewq8prnT8w8a7dgVGtMEjm2qDR9o0To+xcHFvfF//dd/3Z6H7GhjPjWnpnEyvjh3Tzv1qzlFY4+nxo/WcVpNzPhp7PWKHStvdnInbeTOVF8+6IuHmE+1oa9NvZli4BIGfd1b7Bh/aLNj+NB5t46uGDB3DBfxmprx3a/Z3Gfv8MGDxjCmOPrJQX7RaWowdutoY8ORPzvm9SD1AtbO/DSfaLOjcbVip97QYtV4GisY1Ztdjd1TtObt1J374vyjf3pn912YnJMIX/7yl5984hOfePITP/ETtxdiJx+Ht4iZtP/xH/9xSwgv7E5MED796U/funqBeMJFQgrg1772tSdeMHrTm940oXLrQxtFHw/vWkw+beIdk/q9+OKLt6+uTj7hpjDiI6H4uPNOII0lOwzczr6rY3yxrmD7TaWzGAWlOPUVsknMv/jFL974vPrqq7c8xmdiChq/KkiTrxnrS5evfvWrtzyccsG/J9nwdn4XzJNIc4HG4jTRWO7RxjcUcPH7TBOTv/zik0XIpwbOmiKvdskddcfvpk3N/KaPgs2viTbqn6L/pS996ZZ/zfeznHDh08c+9rFbrPxW91kzN2nsJ5P4Mv0JgOqoWNHGb55NzfykTzk8eecXHzH/3Oc+98ZvuE1qDn+sd8Vo59NXr7zyyu3msE8inuXDJ7rIH3Nhh4t60xyn7ySP8VEDP/OZz7yxTp31SY7853/+55OPfvSjt/pnTd/JHfGmTT+zMOGjdrVWuTeZ5F9+yZ++zTL55pAbcBuN9J+u4+bChz70oZs25rvf4D1r+rVWibvfIpya/OMXPLFqfp3BMw/UQHXU+jKNkzVBTfdkXb5M5pWcg/H+97//FqN+f/KMP9rKf7HqTQn32VPDh0aMvhN93BvD+fd///c36uiED33ULnnMR7X9rFX3/uEf/uHmi3XcfDg7x40v96xTdN6pN+5x+FSdmGjcPeAXvvCFW+5N7vdpaS6JU3pUd87obI6L1Yc//OHbvVK/VRvmGazPf/7zNyz+Te8rjOceh849b5horE7YaGStm2iDC23EKZvESu699tprt00dfcc73hHc6b17JT6Jm7kw0cag5qZ1r/k0qcfqhDmFDx7TtYov/DLf5c6kVtDVvQAccX/hhRdOa1sH90l84xefJvdKajoM6548nmDgwy84ao77r4k29KUrfcRpgoFLcfI82px417ve5fRp44c48UktntQag/KJzrjwaTrH6Quje8jJXMCHX55Xef5Z7XL+rLm/lnvuU3b0cS9qi8ukVtBYDqrt5sJ0jldHi/WkjtKRxvK45/XhndXY8w+1Cy9r3jTmctga3LcbJjhq8VpHp9qIlXXG/Q6bxAoGLmoobeTO1NxTyD913X3t1K/7xp/9SNZ9SHfnCIakhdqNh72C4kmGoiLpBJog2jqWeBKHUzYTtpsOe3jMC8zaKgowCKy/zYQksMJjgVBgFaOeEMTJP6nxZNA4ONhwzGDBcR2W6/oSH57HJrCbVjdm2rVA5Q8MPksa7Rzr54bZDZnHCoGC5LqE55PNIsf0gQffOOHwuUUVPn0Y/7W1h01D3Bl/aeIT4Aw2HvyBJS74Oo+Lth4f46RvfhsbF76ncYXWOK7jzVebiZmZ2JJYG/HUXxFyE5XVP158gSGuuNnw5jMsx67Rj864eAImljhrQ08a832NFX2MY3PeOHLCmPg51qYn/saiG/+NqQ3d+cV3j53DA47xcOWT8csvOOLH95VPT4DpB58+8g8P/jJzAWb64cpnxzZ84cBwbIw0NhbDkzb4MHopWEeNYclVfPUVJ7mTRp5M4iNvaNKNlrbxwbs3iODUHyc8HCv+5ifTL41hhmMMtQQnRj9+lzuul8/mbzmJEwxmjwsMMaOvduJk75xNTaqeOE9jbeOy6uec6zQRK1ra8BEHnPlNW3lhnz7yTpzkhz789cKMMenSTVl5ox/dcIETH5z5Ze8cbWzlLw3cLHqxuzauVY/0wbdarE1zFxe5wYwtz+lH67Sxh5HJC3HXRh/jV7v4SFs+8R1WtQLnjCba0ZCvNMZDrBybT+Y2DLkM10bjjO5w0lkfY6lv4mXfizTynN/60MZ48PiFI3347pzx8bBpK+78FEOcas+ffMMJFj748g2WWNrwphMccaKfTX9c5MNq9INVG2PzBX9mTxu+eyxGuMohx12HkcbpJ1a4GJs/rhtPXxqqtWHY45BPxsZl1dh1PvRmiz4wYMWHvnRbb9ar6eab/nSiKZ+0Fwe64Bof45d/xuUTTbWjsRjDMl/EgEZrnMpjXPjtOqOfTb0xFpPfrmvnHFx+55NzxsDD3HLsGgy5jBMfqsV4a0MXMbCUXhqrAABAAElEQVR3jBMMnD3WR38bTuIE1/g//dM/feOmXxqHw3ecxZR+DF84cMUtjeMNB0/njcG0NRdgwJRXNIalXefVPvmlvfkmTjiGQWOx5L82rulvPokbq9amH9+ro7jZ4Njo03yjMW2Mq/YZA0Z54zzOfDK2DUZrvbHlBW34B5c+eGmDF+Oz87ZwjEFjWjNjwaIpDfgnntrZ6Asfn3BhmQs4acMXfflVvpdXNNTeeZvx4gJPjsot5/Dkj/yiJQxx0saWn/xm+rCui6d+cNKYb3DMA1j40hVnm7Z4xIl+8sY54/CfjsbG33n6xRd++SDe+jbHPdZPGzg0Nh6N6V9u0Fa7tLk5dfdnraPGloPqqL0x5Q59+YYXf4zDv/IPBv9plDZy1PwzJsMXjg2udmKQwYJRHYWvb/cm1S5jlVv48CfesGA0x8OmBc4w+IWDGOALo5yhWzFy/m1ve9sNwrnWBPNT/qgptMGH5jjxAYa26VOsjAUHXxryS564bg9DGxj4yIswnHOdb+awsWkIg08w4dBOnGy1kVdwGBz5UMyddx1f+cHEhe7mHtOHfvC0t8EwD3AxrjYw8MAHf3xpTGvt4bpuHO3bymN4tBMf/V13bI7Rlu9MHLWxZWlnLP2MYSz6MOPjTd/q6BonbVzHodzJ33LH/GL6q/3NTflgPP2doweM1nHnaWyTN4x/+IfjHK40Mi4f5F/xhuccDOOVO/yy8R/3tIGvPz4242jnMV20k4O42cx3cShH8ymN9ZOjrssdJkf4Iz60zOQeLL7IUfmAO4MjR8uJ4l29wRtPbcTcmPTA1zWPYdjo3P2UY5o0N3Gr/fq8wJxyzaYP/LWWiKM4w8HbeDSAkdb0059+NM6vchSma7bqhHPVCvoYG67xjJU+9BVHbWhjHDz4RksvzLlWvmtjkxfxsIdBQ3txoIX5iRMN+AInbfQp5sZcc6caiKO5wCecmDi2duqjr1jhxPThqzZy2Lg48Nseb33oLEdrg29Y+jN7c49PcOinDd6uGZ9vaZPf+OLRli6441mO8gkneSXH6aON69pVj+ODq3bmKGx8YJQ7ruNA48b2umCPzTtt9DdfGB1WDDrICX34JY+MYwx75hqjMV3g0UVfuSzu+tFHTXLdY9dgxIdfa5zWWsJ3umhPf7qIBVycm5/8hVMcjee6Te4YMyxxoJ89DjR2HYZj2HBah9JGf3OQ8VO/NHZOPdI2v/CmnbFgOi/vYNBaLvIJb3tjirlcoLP2rtmsZzA8xtV1+uLgvE0s4ehnDPjwHDPXxJTfTJzKUdeqNbeLF/259IVunCQvpzhHDAnlHOOoRCFggdBGECQo01fwtNGW6IRIbFiO1wQVSAJJYKZN48ByncHusfEFR6AyY8C5r03B0r7JFObqDwz9w3BsLG3wNiafTZT4aoOzNh537JzEYeHwCwZ8e8f8ohPz2DiwmPNdu524+6NPGppUYkQnnJix0m+N0+o3bumnr2N+mfzF8qix6/xRQDPjx6dzjsNwThv6Gy995Ay8LP3yiz4wwknTNVb6iIE2Jp5jY9MQd/hp3Dj2xdE1bYzFL/1pyeDgbI9/2KvG+q98cBSrNea4hANDezcU2hrbdWPIS8fGhyGPM75ogzcM5nHaONamHNcGPowVxznja6c/nuJQe/vVp/h03TEM+YI3XfIBbj7hg692tnDwbUHUxlh42Bg++uEM66gNHBv9xMyGgzGMry/9aCkfmp+1SWMY5Vec05g2eOmD1zr3tE3j8gvn2tAJ5zSOF0735Y1xXMOHNvp3rK/rtcEHrja4M9f4nF948Nse13xyHR7u8MUgjKM2N+C7P/iWx2sbGHBh0rf8cg4f59MUVuOkjet0DWNdO7QxljYZLHbUWBt6pDGu5YU++WtPX1zDcD09izdOuPJHfct3PrmmHYOlP94MZ2PgY8+0kQdhrNrcGnznj7Gaw+nDp3wW2/s4w9PGJp425jj9cG4+4FqctDFWuRQOzGM8+ZzGHselsZwzXnz40pyrDR7FQDu6OF71w/PIRx6nH77lVj6JlRu/9FvjRH8bvo3z/7F3J7uyJlfZxw9iSGuBDdgYbHqQADFghBhwWwgQV8GAGdwAF4BAsmBgyx3uZOxyU3bZLve9DcPv/NL1Pw6lzm5yRaAqfT5Liv12Ec961rNWxPtm5t658eEbH03cDF4Y6bdy4ZvBy9IvjfHER+zpqY/reDknR12DY59vGmpxi0u+0pjOxvBFR/fpjJ6rxvo6LhfG4SEuY9PHi4LmJ//lwZYf/WlsvDFp7Hx68LHWBfziwoM5XvvQppjtw19xqpPWCrHYx7VnD+Ocx4Wf5gE/8bXVRx7yx0/5rx9+NXHBkgexZ9UtDvzBwLO5V/7wdC6NezEFp7zgjBezb62NS33ghMGnVp9rjfn2oqN8r/qVJ77wqg/9jOOfNmkp7+WEPzl3nT7FhYs+xa6P62lMO8f1wScfeMDlR9z6wtOn+qrGaUwP19m1NpeTT3+Y482b+ogLnmNauo4PPYqbT1w0uuTHceNwgAPDGpp++hjvfOYcH/rg5JgvsZdz+/w0r/SB77zG4rXi4qHRtbowbvVTH9flhh/41YAc84GzsbDs03uNnX98bZlra42KKS75gQ2H8Uk/GPRwnPZxcS79YBmPC1/XGq9cjEtfW7jFbctsVwznxM0fXuUIF3g14/iiC3Mer+7Txjle49LHvSr9+MiPa8bwva7XtM8XP2myrpF46oMLnDRfNeZn5cKXvln+6YoDLFvxuMbvGhOf8tlcWXGMxUdjuK58ndNHbLjCpwn81mzn6BcX1/V1Lqy1LnHB0bY3i/gxRj98YWp06A0nY/TBR+zMOTWRfs7Rr5jgMWPigjsfMPhg6dNzBQxj+RdH8fFTPta49YWh6eMabiyN6aMfffCDU33Bd04f43Bd15I17pVLz8b8rH3wgKPJU+uoPsbjEUcxrrUjdn2qQdhwYDK8jacfzrT0xhkf5QFGGhtjfNbaFg4/6WxbfaUNX2mTxiueOOimxdt1dZOvtSbwMAbW+pog/cQCx3Uxel1VXGIq9jjox09rE1+wNH00eOVA3K6lLy6a68VcnzSu5tWFXLG1j/344NK6Dpcv2vBXLeqT6eOaLRytWJyD65wchNFYWtRX3PF03VhG4+LShxbi0td5+2qdxnw5v2pznafqwbjyZJwxMHAtFtedLxe0i2994FQ79vlLY31wDsOxHNhm9qtPW0ZfcWT68KF+0li++XLM9DFGP1vHfIt3rR3H6SPuFQOOmOPDH00ct17rA6OY+cny45hvfRgMmvB10s6inWT2AutOBRRM7c5OLy68UOCFAi8UeKHACwVeKPBCgRcKvFDghQIvFHihwAsFXijwQoEXCrxQ4IUCLxT4CVHg6G90e9ffpxA+4fIr7t7Z92l179677pNB59d3972D7518pr9rjvu00Z90eIffeFh+tb1PU4xx3qcnxtSHH582+aTApzg+EXfcJz762+9TFzis8+v+2972tsuv+vu0wj5eePAlVn7XeFwrnrj5EyN9fMKBi9anXXjot/6JDP/O5yeufovKJyC+QkVcPqnuNwJgpHe/+Uq39dMRfYwRA6M9HvisnJ+Xp+I2Di9jjKcLDNz6xEyftNSX8a0ZY8vi65OjDM46Rn/1tOacHitf+zR23qdl+PdJK1wawCwP5ct5caUT3/4MxSdzfTq1/jZA+vVpGWznjOe7uPiHK1d0EAOc6k2/aiAusIwpLnhq1p+i4w4Df33y4zrMPkWLy9rHOFh9OsePOWVcOPafp7FxTD/7/Ms1TDXGP76u2+LBdzE1zlajk7jXPwuSJ7j14U8eaEw/1lg62Gdw+PJpIsPPuGJXW/bVJGucWPFg+rSPk31foSK+8hCOWDNY+XEOpvzi65NO85zGxjL94V1rDKNat82/T/v9iZI1gd7lSow0dkyfsOGnjX3a0EXzp0XigVWujKMLfvoyvuHyAaOY5Mc6Kh76GqMPe542zq/64c+vMf5UijY0hl/sdHC9YxjGaO3T37jqwrxwztj6pN/lxGs/YKSNfZzhyLd8qT0x1gcPte1cGsPV8kMfGM5Zb9yT6Gkr9vRJ4+q48WJnfNKfRjTmM99hpE1xXgY+/QEjfVzDRSzNPfXYdXzFvV7Pf35scReXcdaL7gPGMj5whsPyZWwcnMet/DQXxIUHg2MuGH+tsT71o6c+vs4HpnzTq1zZxjEu8Ncc6CMP+JmbjuGaR/bZdZ74x5HPuFRr/RaEceaDPkw/fq+1oWUa62NfH75dkyf6wnddc21dK5zTt+swjMPROJwcN5fjY86uGhtvLKxMXpjvMqQRLmnsvDH0EScsx2zVJi1hm1fwxUiP+qttx/mDoT+f9YFJU/fe1nVxmR9MP9irNs7DoQWD4dizmnXUn1iqab7pGgYetKtunIdhqzE62IeJk2P86qeP+jO/m+PhrHGJXTzyJBb1BzPOaVP+8o+zWJi82OdHXHhfa6w/fZqvxsEqbsd40ZTBMqb7tnOup5/jDEYxheeeYv3j0z49uwbjoXsVbDHTQX8a04LGjtNevtPXGOeLtT5q1JhPfOITF33Vfn2MoTtu1ZJzTB/j1n2xWP+sF2pH3GLkCz/71Y1xXbcPiw/j9JdzeHLCFzNezPqs5vyqnzHWUT71l2+awnEMv+P04b94XGdpYa2lN1zj9NPHMd9hOLc2GOpcP1x8lQC98XcsfmaMfTzTxzl8bVn9qxvx4rRi0A8GCwc/jYnd/OHfeGN9lzU/+RKbfdp3jzHWef1haLTBrd8qMzdow+L8vHsVLumnr3H8mee0EUNxwcHzes0xThzFhZdjOOrGGL7TRn/cYK/rqPH14UuecDOfGMz4OdZH/+dpbBwrNhpbQ+PSfUqf58VE08bq49h8ZnGki4aHxvCTp3LlPBw+mGM1mMbOw4NTn7RxrjG2Xbev/tQUjeQKPzrAjYsYwzaGxaU+NFU75oxnHCYGuExO9KVfNewYbnzs51+uzAlc5Fcf/fmVa7xXbVyr8cc3TppapoX7TDz0Cad5zre4bWHFvfuivFU3eDA8jLmeIzjXBw5M88AaqpmHuPHD7OOTT+dw1Zj4+eo76r0mt2/cqh+f7vWruU5bvuzH1ZoOn8bOuRYfx+JKm8635cdarI98liccXdPPNTXRswtOnV+14dc4c5xfWHSoDxx9xJrBcZw+9vWXK1pr9DSO6eeabfXnPF3yo69x9LPv2c2+XOLAjMdtrWPnYehjPNPHWiUupm7MV4a7fuJk8XEOfhg40A+WWm8dLVfG8gnbtdXW+hOjNYBG6oYPtaOPfXzUNoy4XOeJT/1p6n6X1mrAeVyNgadPcwYnfYvJvn70w90xje2L0zV9HcNujjvX2DBp4xz/jN/rtS6M4oKDo8b4ax01L+ULnnjrIzba4ATHGFbM9vlt/VLHxuJXzRoDE0Zzyjj94GSuq5v+Z4evVeEb9in78audA4gSIEgkiUBAQWQCl9j7THCEhWWxIJQCymA0kTp3vZVYfviOi4JYhSO2tvK7xnEdD2MlSnIqqvrCXHE73xZfOHhYZN0Q4TVR9NOHH33uMzi0gKO/fVqs/h/iA78JqcjxoEETx/XH5KmJmcb0TmPjGY5ahX85efUD32tdm/x1dX2dGJ1ft+knJtxw4TffOGnq6T7jmxYmLp0dr/Vn7PXx8/CKQU5phIdzGS7Oa3eZOIyDYS6k9dr/MflOPzgtfuqGZpn9h+YVziuGuQAbTwZDS/Ow121x01gzni5wV1u1Ws+v+/Tgrzlpfx33GG30iT9s+9dc0m+dIysP++amhosa7AayagH7Po3TD4a+1pw0zh/9YK64XVu3uNKiG5Dj67gewmm9qe5wMa9wyB6jjT6wxKeOaQNrtfS7Ky56lM/eoMYFtmts1W/FXvfDMU4c3jDChT5rXPflGoZmnBcndLVve72+3De/8YLDV/lRH9fr6EPawBE7LGPNcW2dC2JLP/2fZ8VFG3UDE54YjGVwtOtausbDWSy2PrDRf103Ydw3F/KljxdtOKXTqinOa5zXPBzrU63jIZZrjVfM52E4l35y3TrKN52YmPDU7jN88PAA7qE2LiuHh/Qp7p5LcLt+VsLhIY31oSsueOPg+JpL+un/PHOdDngz+9c18hCGcdW6sT0cq5tVU9j3xeW6Rlc69YIJduZ69dS5661Y9DEeDg40vvatz0MmdrWCA23hrHweow3/eFzHtfrWR7uPk9hxsRbTGB/14zwrBzjdZXgYYy4Yp37kbK0bYx8TlzHNJ5i4aRk+15p3ra0+YsYLH36NoUU1+Rht9DGexjCtg9d1jKN2l+Gg0cYzpL7hpfHa5y4cvI1VK3jF5VqLhzSG0xhrKS7XYx6KCUc5wUPf7ne26a4PX3S71sy1LF/6lBPY5cm284253q76eZ5QP+KiL/+sPvS7z6wvXpfxyWh1PX/S7y4cnOHw75lCbDBWHHyuz13jGU8f/eTK3Lj2fZ27awzH6YcHbjDxSxvnHsqTPvjAoK+1wj4s15jrD8Wkr/xaI2jA5ASf1a6P12v24fAlNhpXR85lj9HGOLoa1/OxuFYLez13vU+/NBQbEwMOrPqrri4nr37QTzOP+DQmjeta3B3ftW3N1B8vdXNdO9fr8zVWHPTznI0Lbqs9Rht9yjs9uj+sOOm35m+9njawcIFhjsPN1j6du97qj4OtXFgvxHVdb4+pHXVrLpibdKHTmt9iuuawHqeffOEBE9YaF0ztvnzxJX441Zr+zTHbh2Ja9TMX2PW9au2zxnG9Ly6x2NLHfjWpr/jEe5/po2b59KFPGosje4zG9TGOT1pea7xyC3vdrtrBgKlmwqsvzmr4rjp2XTz8e+aqjnGCyfSRL5rdZa7zDwMee57G13P+Go8vsfMtFhi4rxrzpZbuqz/X8MDHWPvXvlcNr3l0jIdx6sZ9WOt5sD672596CvjjL07ZRXttPEhivrDzCnjYUAgWAQVqslT05739ZCJ688rk1SwsJuALO6uAhw0LvmaRvW9BPev5JweNtmq4F0xubi/W5fP5f3G/O6/piqiO++0/D0V3PVCuY17s36aAdcKbB54laPzQi4Db0F/09tym+ac7tPUCgM4v7JwCPpDQfLDmecI68ULjc/quSL1sfPE8sapyZt9a7E0nW+vxfW9+nPH4k4diLfY6z1YNe8PnhZ1VwBqhjr1fQWe/RfpivTirMTQfpjLavnhuu0hx/Ef3u3Q+7uAF4OXDLM9vvcY7+b7m0Te6FUMPm0iaeNOF7VRhhTPlUf2dwAljZ7LAcNPw4r83uSexneDyRtMGnxNxecBUx7BMup0Jd4LPCYxT2qw5n9Rd49Vwa8ULjVPlx9tyvqNx+vaCyXoxtRN8+D6BcwIjHWDtaqyWfQIOx3ZqJ+IKA4eduE7h4HFCY/e79N1586q43gjaxOWNkCtrxQmN30gxVXu7+q44Uyy60NiL/u5307XitMY7c4EeDKddnN24jNd8iO6Zjc4vNP5RfvqZxtNcNd4zBYxe54V/yzYsY6Z8jA1nB+P/AgfmhJN1oudj9XviuW3KxTj2/5vG4ul1nhzt/DJT2tBpku9V3x0MY9kJPivOTkzVsZre+WWmYppyuQjz2g9YuzgnME5oDMNzGxPT6/1sfCHy9MeJfIVRbGHfug1nJ+fWinhYk6dYJ7jgcRqn2GxvtbgYN9XF2H6Tm77qeAcL3mpHf6VEwBY2E89vrEwLAo5mcZxiFOT6JkTnJtv47Cwk4mElsO0tfIzp4XJXG3zi0PYWLvU9oTF9sx0u5Yk2bIJF353xxRGXOLTt+mO2MGr64zY1ONmES2NXPlOcardaDnuy3Y2reMLZ1TicYpzGZH7u6CM3ja+ep1xOzHG+WwN3ND6BgYs8iSuNnLvVcHG/602VHZ1PaFztiWM6N42FI7bimWKlMZyw4N9ifPdif8ojfydq542kMS61qb60MXZX43ikz84cD6O8TfMOR8535vgaFx4TLsbQ2BsqU4y0iI/jUxpPYooPfd8oGuN0UmNan3jm38mTmPDYvVeF0Toxzblcu+fBgTGNDQ47MR9gncjThdBrnNq/ZbtqPNU3Tae6rnxPa4zTNC7aaNkOzm5cJzVeYxLbJK4wxHVCY3h4TLiIwfjd59E0br2BO7XyvTsnimtX4921OB3gpFPnbt3urHurL9rQeRcvjbs/rD4eu38CI18nasf9rvm0+6HYqTlefLtzvLgmOPJUw2dnfq51N+GSHs/b/vTfP7XnXZic8z1Kr7zyypP3vve9z74vbVIU/qQI1uc+97nLp67+dOvWwBWTT2E+9rGPXR7KJGDCBY4/DfniF794+YdY/rlDhXGLRoqBNl/5ylcu4yV1TexjsfwJ95e//OUn73nPe559L84krvTtT+Qmf/IiJvp8/OMfv/wZmBfKYprk6uWXX778wxP/9OT6e7geqw0+r7766iVPFlmtF++PxdDvC1/4wiVXL7300uXPX6+/y+uxWL4ywj/4Us8WygmO307y5844wbn+nqnHctHPfPJnvTQ2p6YPIP5ZgH8OJ880n2ishs2HT37yk5fFcfqngz4F9E8MxNR3et2iib5yY7yYzIudP7H76le/evnHtea5752aaGO98Q8kzYm+d/LWOSUuMdH5v/7rvy4xiuvWnHsQU4Mf/vCHL/n25+CTm9m6juLkn4ncuo623nzmM5959g82m+fivcXcG8wFa5d5ad2aaGNevu9977u4xu/6O8oew4k2mnsVrXFRN7fmHIZ/mqJ++mqrx/i/7iMO9zt5St9JHdMYD3H1XW23aoyb9eYDH/jAZW7Sx5y41aod/6iu7/ec3Kv4Xe9V1q1JTPhYK6xdzafJfdwcp49ciWf6tS408dwGz32rfx52i86to2oH3vQ+zqd7g7jwaX7ewkVftWc+yJd45OnWOQXHPQEXzxZsch+nqfv4f/7nf17eQJDryW+4tW7JN07imsQkDv8YmEbWDTU4qWNx4WFN9kwxnVPd88QlxsnXNXiWxedd73rX5U/m6WvduVUfeojJ/MTHP1hit+C03pjf6sbztfHN9QvgI3947lM7n/rUpy41o3ZuzRU+6liexKdN6s/zllypY5ysf+4Nt/IRumc/9Sc+981b9E06zyee2+jcvXeisVxbK6w3aljd3Go0Vn/ypIZxm6zH1k6vGz796U9fNPbPxaYm3/Jkbkyf3cRlPtA4XWh0q8HwXExjuZ5owydtaUxrcU3WCmPpS2e594/ipqb+rKXiEtPkWcmzKAz3Tq/x1PBkPphPcKxb6q85cUtsnrHMSc9Kcm/tmsxveVIzdNbe/va3X2K6JS7+4ahjMXW/uwWj2OXcXMBFTNbRW3FoKlfqr7kwybf1V1wf+chHLs/88kTjW/nQBxecxDZ95hKX2vPc1fPNZB01H61f3juhC41urR0xuce0jk7vVWnsNR5tzKuJxurn3e9+92XtMr9oPFn/aGytseak8QTH/G4dFc/kPk5j89w92HM7rSbrseeB7p1p03y7dfvBD37wUn9w6DOZV3f5vP1udRfS0/PEI1jCOZ6YcYoCju2OSYQFBa+pNWHw2TE8immqTVzciHbiKk87GGlB43LeuVu3eJwwOPiom6nGMMRjIdipv1XjKc46F3Yn/prrqTZyVA3aTnHocUJj/k/UTnzEtGNwqp+pNumrjqcYa548fOxohMPunIIhLjmHtWPpu1N/8cFlJ+fFJO87OPTAZXcdxUNs2o7B2c05/zRJ4yknGNZi2uzUMT64eDEBc8oHh8a2hX2r0VhM5ezW8fobu86HCYYx4qCxh2acJgYjPre+YLv2F47zU43lmDZyPsXgP5xy5dytljae2+DAnFg4Oxj5xYHOtlN90mZXY/6rY9uJwcCHxq05Exxjqr/pXMhv9berMT67GuMAo5zH8dZtuRLbtG74pK0X6pM3VFbOabOjcfmGuxOTsTSmDT4TM4421uPeTJvgGAPHWjx5Q2X1eVrjqTY40VhcYprWThi76wQ+J2qHHmm8W39qjz7wJsY/Pq0VEwxj4OCijr0GmdqaqxPa7Oa8PNlO+RhXXKfWUWspzOmzV3HJ/TSutY7tT22tvx2cNKbJNCYxmE/GT+dUOpzQGIaaYbvadK+axkWT1psdfcWCi5bWzp2yo290I0UwRCVgGrhxxu8s1glUIncKIi6wdqyC2NUGTm90TzUuJljTIk+LExrjccLW+pvmPAw36CmGWORGDe9qXK5284THTjzlB0YxTetv1fhEXHGbbFtvxDSNJ79igbOzWNMXzu56E46HTHwmRg8Nl908VTdTLvFPX3g7Zry4inGCZSw+sOzv2LqOwpo8sOJxgsuq8U5cxooLp6kZay1uLZ3iGAfDi+MdPrTZ0ST+zfGdfBlbrnbmZxpXg3G8ZUsTODSe1O7qS0zajuGSxjv5MhaOuKYap01vdO/wKedTLmlqvAZvaqc0DkfOp3GtGu+sOeE0r6baGBfGjsb40GQnJlxwqIan9WectouDDwxvzrwR3oSlTevNTq5Wjac46SvfNNoxMVmL1c805/yvcU1xYJzQOH384s+0dsLYfY1HGzEV11Qb+YEh31OM8gSr+encrca/XKk/WDtmPBw671ja7GCIKT72p7Zqs5Mr/mlT7Uz5tI5OP/TJbxqLbxrXWjs7GsOphndwxJY+xTnZ0sY6ustlrb+pxjhUMzt8TmgMQ0w03jVzQYO1E9fzeBx9o1vQGpK2bwQ7yeMk1q42bzQuu3x2x+/q+bzxpzjBOYX1PJ6PPXeSx6l4djntjn+sdo/td5LPCY1P8TnBhYYn+JzAWLnsxGZs97sdnPjY/v9mJ/J1AoOuJ3BOYJzMMT4n7BTOKS7xaTvBNXZnPJ8nME7iTHT4vx5zQqMTGOn8fx3vY/FPxgTrjWB4uOd139vltBvXCY1PYOzqcD3+FKdTONf8Jse4sLYTjMaciusUl1NxFd90eyKeU7GUo11Ou+NXLU9gncA4pXGx7XIyfhdj5XIKK8zp9kRcYezGFM40FuNWjF0+Ozwae4rDGlfYp7ZH3+j26bzvPfL9Kj5pnf5Wj3E+nYI1/cQ2gfwprk9+cZuasTB2/4xMLGIS21QbXPDwPUG200/xyhVOU4z0pLG4djTe/VqOuKwaT/mIxfcV9Z2TYd+6TeOd3zw4ORfw8OJk14prp45xSWN6T40+1c50rUhjOLtzAQc4YtqZ43DMqykGPWFYI3w3GayJ8S/fxsOb8gmHLj4B3rG0nc5vvvFJ42kdh+H7/nZqB46bPI3hiMu5iYnF+N2HD9rQObwJF2NO1A4u1mI6796DjRfXTu3I0a6+tKFt9/BpvsXRegNvasam8c5aAQcfbcfW8bvaiGeKIQYaNx9sJ1aePLe57+3mij47GGJo/M5cSBsan8AxN3c0FhONrRXFd2u+1IqxNMZnx2CY4zva4EOTNJ7WMg64wJrySRv64jPVmKa0pc803+UFxq42OMBhU20am8ZTbYzr2ZjOOyam6mdaN/zjdOpeFd40LnHs1o4c09hvD07zFP8TtYMDHBrv5ElccOgzjYt/OOYUrB0TT98/PcUp3565TmjTWjHhwz9dW/umfIzT4DRHJ3yMUcewdtYtOHjIF5yduE7pg4v624lLHHDMh2lMady8cjw1GNXflA99u1dN5zj+aYPTFAdGutjumPeN5Wn3+fh5HPaYXSFW4N5Y2VloFXYFUUKvXD14KAGaB4UdLhwVlzcJYU4ND4u12KY4xiqEt7zlLVsFUUw47RSoOPCxmMCcxGWM8SdMveAjpukCabw343Z58W9R29EYB7G0WO9oBKM3uid5ynd8djSmizdWzAf7U1tzpP4mlsbdgCYYjVF//abTtP7EoWasXTCmucIFhn+g62FzgmMMDv1ziAlG2oireT7FMQ6G2puuN/jAgSGuHRx58g+51M70XhUfuRIbPlPDwZzSdkxcYqLRTq7EsvvBt5j8EyI1bG2emjiMF9tOzuUofafaiEFcaTxdK+RnzdVUGzg0VoNTjZtTxTTlYpyY0qTtrXhyDGd3HQ1nJy4Y6sZzmzqm98TSGFb38gmOMc3tnbkgN+qYxrs41TG8icWFxv2TxAmOMc2rqcbypKkZGLTZqWN8aDytGzHhgA997U9MTMbSd/feGRd5nxo+zXG8HE+MruYUm+apscU11RgXawSbrsWXwU9/4MJoNNXGeJxgiWmqz6rxVBtcxIGLfE1rh38ai2UaDy7MfOp5YIpFG7GIaydP/Iezs47Sx3oDY8oHFxh9uDvFKd/wphjyZLx4dtdRuQoD5tTEAkcd78RlHTa+NuFjLB747MxxeqTPtP7wx8FcgGF/YulhDd2pY7671+E0zTk+5uZu7Yile9VUGzGJQzw4ydnEiskzzhQjv9439pUsad35E9uferpA770iXliAEjCyFRYhbjU4YUnGtLD47bt1YEy4wIiL7U4yvXkKIy4TPsZrsMKZ6BMGDtoEgzbshMbrb3nuTN4TGotHHcOyCEz5nNC4fOMjT1Mu8nRKY1zwqnZsb7VVY2vFdF7hgU820SeNbdkEI/9pAwvORJv4wJpi4CPfMGhNXzpPDB8YuOysE3DSZ5rv4trRNw1woREukzzFBUZ52tGHxnjAmPIRU7bDRUw0jsuUz4nawcV3t+FC553aOaExPhk+U5MrbUdj42lcrqY5h+N7NI3XJmtFPGCplx1tVo3T51ad8Umf5uetGPqvOOlzK04YNKYtPrAmVkwwd+YCHCZXO/O72N4IGuPif1LQRXu9NW4d3dXmlMb4NJ8mOceD+U1Y42k8wYHRWmyfPlNbNYYx4dOcMj597N9q9MEHB21Sf7jQxhZGb2rcykV/XLIdjXHRwtjVeKpNsVQ7Uxx5Wr8L1hs+U1s1ntYObXHSdteKsHCZ1B8OTFxTDOPhyBMc+zsf2oSxc7/DQauOJzUsLuO1cj3FgVUdN6+cu9XUcTZ5bmtsGsdlEteq8W7tVH94TLgUF43ZTu2kMR4787Pa2dEYBp0ZPpM5biwMGqfvBKf5BI8V14+ObvvZP6zFQx3v5Pza8+xJ+xrltWMJUBD+4U6T5o6u955OPFgV6b0D7rnohcUOF9D44OHF9o7B0Og0NZp897vfffKZz3zmyfe///1LbBMsHHChzQ4fvukCi05TSxvbHRMPjcQ05aN+v/e97z355je/ufVPNKqbXY3FcmIurBpPtZGb+MCY4piX6pfG9N6xNa4pTjHRecfkWsNpqo1xMGi0YzjQ9utf//pF6x2s1tEdDHHhtKux8Rq8qcbikHNx2U5NnmiMzw4O/yfWURw0vHbM+GLa0djYXY3xsE5Yk3fXCljaTkzrerODc0Ljco3TTv0ZT2PPFj/84Q/HpYND+oxBng6kzS6O3MDZXUdPaIyH+f3Vr371shaLbWJiwkcNTzHyC0eDOa3jVeMpBj7G4iImWk2s8TRWxzv6hEXnHcOh9WZHH3x211EYuNDX/tTEYR1Wzzsx0Ubb4SKG5tYOFxgn+OBAYzFN+eDh2fhb3/rW5Z43zZNxuKTxlA+camcnV8ae0jic6VphHI2//e1vP/nOd74jxLGttTPV2Dg4rRVTMjRO56k2fONjvdnFsE7Q+Bvf+MY0pMs4ulhvdo02J9ZRGNNcrzHAUctTw+EHP/jBpXlu2+Ek17trujiqHVpPzVg5x2kHh38x7WgMw5uwcoXTjolnt3bo0fq3o408pfFO3ZSrXY2tw93zdrGuc3T0jW6iecB85ZVXthaTJpwFcudFl+R58WYhgDkxGMZ6kS0JO4aHZJp4Uz70+MIXvvDk3/7t3558+ctfvug84YQDLvDs7xhdetN9MmGMoW9tghF/8aibHY3VDI0/8YlPXOo57Fu3JiuN5b1Pq27FaC6YV3B2TI7SeGeBtFDDMd+nOHT54he/eNF4Z141N/GZ6iMG9UJjODsmz83z6Rw3Th2rwymGGGB4k/tjH/vYZa2YxmU+woE3NRjlaiff/MuT+oG3s1bIubh2bqpy/aUvfelSN9M5nqYn7lXmJh67XKphGk3nuLisETTGa2rWLWuxNRnWjrk3mOM7tWN8baf+vAg0F3buVcaal+aD/ampFxp//vOfv7wZO8E5uY6qvzSeroHGtY7u1rBc0Xg6r8wDdfyhD33oyauvvjrGUW/yTBt8dqy1wvo3rWO60sTatbOO0keurO3T+wwMXGjsNYj9SVxpLF/Wix2DYY7vrDfGyhWNd+a4sbjQZZor+TbWPa9750Rjmqpf+sj3FANOc5xO03lOk9YbdTQ12tAYpymOtYa+L7300qWOp1yMKyZ8ptrAoY+5ID46T0wNx2enjsWhdtwjaDUx/q3Dn/70p5+8/PLLE4hnY2hbXFNt8IGjdnbyJD9wrKNTbfiHY72BNTU41ojPfvazTz7+8Y9PYS7jxEObHVvX0enc5H9di6f5Lg4fAFgDd+wrX/nK5Znta1/72tY6aj7JuZim67Gcq2U4dJpa66ga3skV/9at3Wcl2qplODvzUzy0Ed8UZ71X7a6j3aumOGql9W+3jq3D1mPvC0353FVvsy9muQNNAhTDJz/5yctXPvgOXt+3ovmzAZPHZFK49jW/nt536OhjcljUNFi+38mvsvs+LX0VB0FbYGC43nfN+NV51xSU5oWb737R3vzmN1948IODhvNqcFz3lRWuN2kVJzx/RqaPrV+vN9754oHVNVvnFTXOHl70F9Ob3vSmiy6wxKS5WerPbOOhDxOXB/gPf/jDT/7lX/7lyW/8xm88+x6jftUfXxryyWhDE7nIaGvCWiBpLz+04Udfvp+XJ/HQhS9cxKLR2PcO+Y5Pcemj4aCtN0t89I2v8fgq7qzxxS0PMMq5fnjCgIUv/cQlJlv8+x5B8bmuH43tM8dw+OHTsVzqI1+42Tpe9XOMSzjqUlz62LLGiQu+9iu/8isXveU1X2K3rzH9xIUPH+JwM9Tkiq++49M+jjSGw5wrJvli1QQu+dEPHv0YDL7SyTk4Gn9xVDduHJo6FrOc64cvXzjB4UMT7zp/05iO+tpacOExY+gHT+scbeHwxfBVF+YVc5521SlNmsOXDk9/wA4Dnj4w6KtuYGjVqH196IMrKy5+yklriQ+f9CsffKk/RhOxrhrHFW8+xOumqp81h3a4aNUNbE1fXNh1/YkJhpj0pSc866C+xskDn3Lm2Hnx4OLYNTja5z73uUt/WDDogo/ja43xiW99+FAzdDYm7Wxhwcif8fzjoZkTYtVHztWxvo7VX/NLH02sq8FoTaG9sbRRy948TTvrhX21Thv4aew8nvzlB4YXS/66hkbG+z707nfGOM+fluFT3mGpF806ql7Mp1/6pV96Fn+x4rRauaIxrto6x9/61rde4uZLTHKAT3MZFl3SOG3op45pjYt848Vftauu4GS0kQd4DGc4NFI7+prfmtw6hhGeMWnMV32qYfrA0wcvvuwbTxexsThVf2KjsZrTz/3TOXi4lIfn5UlMYi4mY+DQOKsPPnwXdzxsjZcjWI41tWee96ApZrWFNxOXeHFn9ICRNq7TwXyyFZt7uJjkK0tj/Vk4apR+zHg6i48PfZyjjWN8XdPsM31wET8c/mkoHrHR2DV+7OtvvDytc0EffujH1LB+1vS1H13Shia0EVN84kFD47TWUZzkIIzqJj5w8NPgwLAPW0y9ULJvPvBvruvDaMXfmis+WgfCaS2mNU7qQT8+6QeDPuHahqGf2sO5uOCKCw4N9Tc+DXFzTit++/zwB8c+7dWNrX7Gi0W8q7nGT3PKWPUnHs/qOKoJzT5+OGvw+Ga26adf9dczNv1psuYbl/QNw3X1qS/O4dDAPo2rYX3SBp/V6CcmWPporX/6Vp/VqOv0E5/GXDNeX/WEjxq1VuiLu7jKlWP9aLdaGLSGDUccsDzbGke7NKJldSwfDIZGH9fhqD3z0v3K+qCu3Kvw1UdMcNLYOU1fW4aDWGjrNR4esG3hwHQMQ1z2mfG4iMk+P3RtLaa9Oqi+jCufYdi6Li4a0o4fcdHFHNWHH23tg3c4+KgF+eLXedf9FUD1Tpc01p/RTl9+bWEYz0+1LmZY4pIfPKzJtMEb32KHGScYsDQ5pE1a88N364BxckCf8u2csennGAZf3atc+9Vf/dULX/74vs6Tc3CqnWLlXw2a63ya393H46t+9JdfesDQj8EVjzVCvpjxGp2rL/rhBIc5X75t4ciRRmMxaTSyxT1t6BOuLT942acLPvzBgi2+tUbpJyY4WX7ox1wz3pzSl+Evbvmyr5kvuDP+1YMGj35wrDew8NLHeK3aKi54rmuuXesnJnNBfzXIr62+jA/+qh0c+LGFKY50obHnUP350Uejn3P6GsNs6UdLfeiHg3zz6dj6TjtzT/8wXEuf8qhP2uDjOZ0/OYahHw310fhYTb/WZPVkLF3oa67zJ6ZVG3HpBw+/YlOnzJjmgpzjTzs4uOhvrLhtV0tj+ohX488zPw7yaq1Nv3jok8EXu9hozL9GY9fkWK3hQh+YruODexq7DsNWH1xp3Hsn+uGrrX1oHAZOuOJj6zxfNMbB8xtsjT6Nc5051sSBi9phctXctHYZ65r/uyEmMeJbDV4Gvfaj+sMHFxriQmM+aERr+2ml32prnujmuvapT33qEqfrxvIldvs4Vzv2+RGXZi1wTlM71kBN7Ma7rk4d0wpffRlssbSOOi9PPXPp43lUExeDox70ta/BoR0/ODnHD53Ncfi4/Nqv/dpFGz5xqU71Z+KSD3j2YagJz5H6GqfRhsaMhvIAL3NNw4fRF0516hr8k3b0jW6CJJCEMOcS2LFgNP1cExDhSipRFI0k6CdBBFVgzDjH+hmvSR4cWzj6GIsDLOK73kNbiXRN8V0bvvyaUPy0WOtvP58S4jo/a2FVvBYJBicMBYEnH3jYwsM57OIyvsXGuRYknDV+aaFQih0f53BlOPLTRHDOda08OIezmOHw5VrXHdMPBn1h4pse+eLHhNEXlj7iTWPn9TFeY/gqcnwy+/rSholPPdjiwmjjuknF0s9YfPRPExoaV581V3jyVUzG44yXfjRwLv3gOJYLfBg/WguSc8WUhnwbxw8N4ITtWnG1xYv/NZ+uqREaw2CuF684igWf6g9PvnGCqQ99bFf9nBOXPgwHrbj4V3P6wRKL6/g372iHo3Pwna+OYcIQdxo7xh9u81M/+HiLj8GpvsTGjCsuOK47dh2vNW798dHUTdzSj38+jcUfln0NDs76GMecZ2HRjW8NL2PohPe6dl1rvM6p8p3G6SI28fCpD+304aOY8JXLjvHVYDBxiit/zsFxXdzGrTHzVUw46ys2fdQfPvbTRp/VXAtTH374L6/2yylf6oWPda3gR6OxuOEYJy7c7PMDRx8Y+oQRHxgM52uN+VzzhHM1yg8859S6Rr+Vi7H60QYPtc6PfQ2+67YMFq5i1g9n1+WTRsa4Vp74FOuqzQXoNaw0hiPH+ODPcGI4Oec6P/g71tQmPmmcrvKEF33xxIOOxvC14uQDd/30gYOLfrjj4poXDfl2HZbG+NKn+aKfPrjYlwsx4KUff8bGtbhg0bC86YNDtVMdiRmG+Fy/zhMfxQ8zfePjnH0YsBjsVRu8zUs5qA7xxMVYORdjedTXGJzh0NFxPtIGBk1rq8bW0SyN4bDqDheYTNy4wMQ/LfQVP/944oMXrhoMWziuw+APXhqLm44MbjFfTjz9QXsYq35i0g8Gs49L9yo8+RGTfcaHZt44zxeNYcVdP3zwFQeerheT8zDW+119wjGeb37wZvrwpz4YHLrpizerbl2zDw9P/fQxPg3h1uhjjEaPYqEJaw1MR5j4OM/gwFc35Uu8/KchXPrrB8d1fK7XUbrogzPdxaEm4OBly19+1A0c5/UtJrHgA4sZi08aw7ePkzFiCuMy4OmPeKRNcRuXVsaILQ3s0wbn1fTXh99VY7wc01IsakNfMcGggfM1fOXceXyMq97LEx/XfYzPXMOFrzQWh5bGODR/9cUnP3BgaK0l8FeMdFfD/MCoJmExPjQvbJk+fNBX7LiIRVz68dHaJPZVn3Kltlg1IRf84mCfD7wZ3VcM+OKhsdjv0lg//vSrDxw1neERJ+dpIzYtPzjRJ9NHX00f1/Hgx7FmfHmiCf/mDJ34M1acNHSNGacvg0k7sWvxh0kXOIx+cOQga86t+hWXPvD4pbG+7DpPuLi21g7OcmwsnzDx0BcWjsWkr3Ouw2gd1cf46kcfsepXfeGjD554MbrAKaY0lk8+08q+vjBpQxe++NFcU5vpXB/bOMM0XjOm+QA7Uzeto87xn8awGL/i0q/8tY6Wa3WlTzVhLP94azBxUFs4pzFsPovJ+GrUOfrV4LgOa41dPMVvTLnix7G4+YkPPHGbe67D1AeOa87VaAdn7YMHjcXeWiGfxogFDl+uM1zFrRnHl3E4qY20NB6OPuv5C8jTH/iKTdMnjXFOY1yLyzh9XLeFnyY9T+GIaxjxxqPYxdT1uMByvTq+1hhHMTaH6QcHzzXeOLm+9omv68bYypm6cQ027jU1Yz/90jje5SnO5QEX4zI50gcX5+HAqHbkVmuO65NmuDnGs3zjzZea1cQiB/rKAT+OaaMetNXoCKOcGy8WW2Psi7k+xuNXTM4XM1zaFYMt//oUA+7xcx0eP/q4plkD4YuL/1VjceVPH2PFrZ6ZOGizrqOuw+DLGPHwU06dw4+/NIajzvUrV8anMb76i1c8q36w4OjjGi62jK5w8JF742CKSWMwu3458fSHOm+eOyde43Ao5nw0Znd79I1u5Aii+eSmQlGkRJYEn5xqJcIYwUmApBFOQfj0j3gE8AmITxb1UQw+QSjRFQscPgisD//GVTySAgM3fnDj59Wnn8wx3DTXmcLQJ/+SwZf++VSErvs0lh/jXfMpvphNcOfg+LRMwvUTF64460cL52HHwznFC6+tcbTj03hF6Jg/ceNOF3G3QCoqzW8Tuw7fJ0IwaIIbXzRRxHKhz3WejIXhOjx8+RcXbRzDc01fhQxbn+IqR3GKr1zTJnPsWpMXrpxbTOiBH21d91vkjvnHRR86wdBXbH5Dw359bI1xDU9WTGmDOw74451++sLmR9OH9vIhD/oy+slBGsPTT12pG/7VX79VVVy2DK80Vctw4u/NIv74phs/cBzzzwdfMJzDE2c559e5PlX0aSCjGQx+6KKfeoAhLse4qXWxaM7hAYM/dVC+ccXFnIUDg18Y4sE7jfHi821ve9uFi370axF1rO7UqNj5YnD0g4ULX+LEST6NdyynuMDRYOjL0k8/GPqJkS9+NDh8qa9wmifdxMUCQy7oAMuxeNUfo0kap4/ruOBrXPO3OcUnbNfFZVzzTq7ig6+54FjDV33pC19fWH6rxzEduo6nY3XJh+bYmNYBPPVXS2J2nU/H+vgtCX4z19Y+xuqDP8MFD/34U3+4+k0A2hmrruSqNZI2xvGpXlafOMF2rTWdH7zhwGtOwTFWX9fFbyz9cIJNP00fY80pObAO6EsbfsSFL+5yJg5+1IfmutZ6TCMxiRsmrLQxvnmhD79ykjZrXGLDVatPdeoaw5e/1lHX1bb4xK3122tpLC59bPHRxBFvY3AOR+zO8YELn84Zb96JzXXxO++3zMXlnLkgNj5cEwdNWiucs07BMMY8wENe+MELl7VG4TLzNv3Ea41RO/zV+GPyxYeGp3EaLmrTlskNzrYMP7XD6Oc4/VaN1R99bPVxDRd9can+XFODYhCXGhWzY7GqcfnCDYZx+FbH9o3zmxkZ/WDwA1881mP1BdM5etIQrlzAc05fGumjvuXcdf3kQTy2zHX+ccJXLYhR3GrdMd1chw2D0R6Gfs7hqg88MTLccEg/HORBX/G6Bqf5KVbj9XEdjn1bfsQNAw81ah+H6rd7fdqIS3OsRuDUB2c46ktzDIduxW6c2HGiaXNDnvRTq8amn/FwtPjibP7yTx+YrtMYRjVa7qwVrovLWM++cs6qOf7oow8MfunoOr5+oyoexqk9WPoahw/9xONYrdGSH1h0Kg/wisu2OrZPvzRWO/iIEY59eZY//pjY8VBXthoOfOFDYzzsyxMM52jDD22cy4x3LK5w0pgvdW9LY33FAkN8zuNsq5lbzsORG5zTxljx6uOcPv01Gi5wzHF91DIc43Hh05j0Vhf6MXHrozYYfNetJfKHF/1gyC0c+si1mPHiRx9YxsB2vvUaLh/VKUxY5Rwmf87DpplzjtU3P/wxPPgSP+NPDTDc6eBa9xjHGnxxqQvH/NNYXvns+QLeej/Tx3VmHB44qQkci1udxVc/v0XomImTP801+cFDvtSOfvQRhz5wxSDunnGcU3/8wTDGltZw1BcOmrGuwdJf3HDEJgf8pJlz1kY49INbPmnjWB/j7beOwk5j59Ub3aod/nHWJ15ipJ3+DAYe1UHziMbrfbz6lHtcjDfW82hzUW3ju+YBFy2ffOkXH2OdE7ucqN/WSOdc16x/6pnv+tC4uMUoVzBY8w5vZpz8WLdoxIyvdugECxdb/loHrBXOaTjRlS/1RwN83OPUqD4wnVcTOMOGqw+fxWW8ewhuDFe1AY+PDBdj9KNNjS54qJmuiztf/OrLZzHLAx/O45m+sGmHrz7yrNZxoYN+5qHr8snkkC/n49t9ij8a8OU6DvrIE+MPb334ur5XqXH6qHlx4KFG1ZdjWtHbmiJ2po/ask1jvL0ulRf+xUwjGK3F/FQ3ePIDgxkHw3VbfY2XS/1og78tXcSlDxwar3EZTz/XaUw/+jSnjKUnow2Orqk/3IvBnFNb/NEAH33gOcYLVrmCUx84rjHj1U9zs7jEbowtzu7B+ZY/GJqYzSm51vQ1jn9xyS0+eOErbpxoI380ZLA1GuMm58bwr3bgwLXPHz8MhhpNG+fXPBnvOj/G6yfGMMWPj2t0h8cvDta/1kBx5t91+81xdQZHH3H1urR4XLPmMH2Mo42++hiPF42ZczDEnMZyZD6oCXz1iW8ai6t7SHNG/ckXv7ThCxdbMboOxzYu+NG4+YCrfKpDfRg/TGzOFTe+cuy+iudJ+6mnjn78Ec0msqLwJya+E/bP/uzPLsVb0MRhLTSrW8IKTB/CE4d4EiZoCw0cZhwM4ncsCU1++wRTULA+8pGPXBYzC1qLGj+KTdNntSZTBayPZOKiGP7oj/7oMrFNbn2M56t4bLsGyzGuOPsTCkltMRdTfXCGv+LA1/Rh+vz3f//3kw9+8INP/uEf/uHJX//1X1909kBW8VkYtPShh5Z+cBSdXFncnG9CyoO+OOAp9vgYJ65iw0XsfH30ox+9TCKToCLVDwcY9Mng8+M6g6H5Hq/st37rty7XixsGPnxm4tVMYhzTzwsHsdHERBKfSaePtk44xzBw4QsGri+//PJlcbPA/eEf/uHlYWLVT570jY9Jr+kjPibfath84F+zGImdT775op99ZouHnOMEH18LqAUEhq+rsYXBJ+3oA8cxu9bYNc1XLOTr7W9/+0U7+rFqtJicg8MPf8xYcxMfc8J8snh2kyrfOOUHpzDsOy+XdLEAeliQb3xgFUNzPD7Oa8WODxy58DDA+HnHO97xTMPipk8Whtg0XOGISb6dw6c1yTEcGPrGz1auNPtdd2PAHaZciSn9xNIcT5/yLef00/Cgr5z/wR/8wWX8Wjf44AIvPniqP8caDrQVl++9ou/v//7vX+a6vkz98QeP0S8+MFwTh2aOe9FrXvGjr5Y2YVyAnv5QV2sf181L6yg86yhf6hwfvmiIE234X9c/sXZdPPbdF+hLG1j6wBH7as/D0YfG1p3f/d3fvTxIWQf5ZTjC0pzDMY1XP+rYn3H/5m/+5mUeeHFX7PqLB1c4GT7pDEsu6eMrqcwl62gPHdVFsYdhW43SGT6MPiigbA7rrgAAQABJREFUoXzRV3Psevoa75xr8cFFo4055UFPPB4yacOfMdq6jsLCIV+O8YEDgz7vfOc7L+uFNZmtGPZZGpsvNHfefDEP1J97i/bbv/3bF/34xFdMYsuMKwdi08d1OvuuSNpbi2kd5+flCR8x68OM115+en+Is7zzBdO54u66LQ4aLIYP/Twwm6O40Fctw2LGdZ9xTA/xpg0MNWo8LA2OuoGVOa9vfMLhR3ysufD+97//2Qsg646Y+DS22Fec1pvqPBxrDs3e8XQtbr3mF4Y8rHPBWH40ps7183U39tmv//qvX9acVb/rdRSOhhN8Y1tH3WesN7jA0E8ffvSjD35aGPbFSmPrhHu5e59nN/NzXSvEDQ9OBqfYnYvLe97znkv9Wruspfpp6g8GffhmtjDq45p+4sGJP2tXNaq/Pmm44siHfs7xA8e80pcPczwc1zWxr9ZcaU4Zmzbue7h0v8v3mvPO2aaffX7oSyP1iou1S426HpdVX+fxxYU+uFhr1MV//Md/XO5373haf9av+lR7OK0WjlpPO/cpeHLrGVDsapTf8tBcsIVhvH54xlkdi8k6IWYx1Uc/fFcLQx+4+NAGF2uymKxb1QU+1bG+DIamD4PDj1y5X/XcZstPMaXPZdDTH3QtT87BUDe2733vey88fu/3fu/ynE2b1i6x65M+8IsbDr6a/wnQ3DfH7a9xq4swbF0TF61pp8kPXXqOFLN23Scc/sVVzp3HVb7liXXPs5Zk6zpqTBpXo87hIk8vP70/uE/RznohLv3xpR+dM+NguK5O5dA88Kxu6375p3/6p5eY9GEw9KNzZix9NFaNelZifHiDy1bs/FZ/9pktHH70c6yJnb40kidxmaPyikP1B8+51qv0g0Eb65ZnQEaf7lXGMHmAoTHnccHXFo6agOW5zXkNJ3HjThucxB+uLS542ddHnmhjbsH+8z//80vMMPQppuYUPsbzwydzDR/PXDCZN567jxeLuDLYMNQEPFzheBagMz5ef7RW6C/ucp7GzmvX89N4GsOyTngmKHYc8M2n8TjIddrQDV8a08d4zZyik35pc60xnLUPXy8/nQvqBuZf/dVfPZvvfIsbhiZGVh7pE8/yTYOeS/TT9NH4Wk0em3ew+WgdlS8at47iwooLL+c6L58ZXT3feC/Hayr6m6O46I8LnrarpQ19+Cluz7V4wJIn1zUcNH0z+GpPbPJQHxiONetx2qgVffBJX9t0SWP9aGwdtebQpnVUn3CuNcYTH1smJvOKRvRxz/OsBIvx7RmqfcfFS5/O4wLHvbM1Ao64irtcXQa99mPVWNz4iN17ZuIorua4ePRbbcUwNo09txmnFrz+EJO+ciKO+jY/8RSbfq47bw6Y556V4iLnuLHqWF+2YjgOwzpKH+YeTiM4jC/629bg4C5X9p0Xu37meK/vzHP98OarOtWfiVW9w2AwxOQ5Us7kp9dDcBhd5KGYnHNNK24aw3rf+9536ee5+J1PXy/ydcqOvm1OAMl3EzN5LQAVeYSvjzvfVvCSRlTBw1gDTuz6P2+LBz8SK4m1hDUmsfG9y/SRdONxaX/tD3PFXa/ZxxeOOFoQabMWuD6wXb/P9DFObO3TRoFlD/HRzxiTSlzwwgwDn4fyVK7pB8cCIK4mPywcNXm4y/DFH0aGDw4Z/dabTefbrvrR0MTERQzlVx/tPo3TlH8TVM5p5Xi16+P1Wvt84yGueKzjcMEtfo1btzSmDwx84Fzzf0y+6avRpAWHnnTNxH6fxvqln4Wp+mnxdP0x+YYhDlrQ1kJpex2XPg8Z7WhU7ZS/xhV3x8/b0g8n2ogLxjWXcO7jRMvmeTmBs+YX1/s0Tj/xyJOc24eX4Urz++aUvmkMAwd6X8f1EIZ4jOMfj5o4ssdoo4/YmDkF75pLsd/FqbkQF7mSM/3D1kfj7y4LR2w0LiY16Fp2X65XP+513e9gXceF310x8QVLfrS42IpTrtlD2tRHf2OtO9r1egNTu8uKSwxa8wJOMTinXcd5jUlfmsZJf8eZ8/fNBf30McYaUT3jsuYGZ8fruXy01ac8pK3aoblrrOuNed42/dJYH/yqP3xbA543vnN80kNcHibjssbwkD4waGF89UHPVeP45feuLb8eRm1hXmuMy0P6uI6TujM3n6dD+t3Fw3njNBrDYWJa65af+2onPWCY4zSi97ou6LPqfXF09UPc+sQjv9e+H8IBSx9x2NIXhjgz5x8y/HFSL+LSruehPtp9nMSOg7EwWn/ik36r5tfcaOF6/tUyva/9iuuh2Pj3PKHxDRO/DK9rzbvWVh++8eLPPpw00y9t+LvL4MCgMa2NKcbGPFTHxmuNFRNtjEvj+jh/l/FvjNj19+JW/2s+D2kMR+3R11ix0WfNy0Mx4Sgnadg9D5bz+GXlsOPrbb7SxHG50zfd+brL0k88cKxfuMTPuLXPXTh80dcLdbwZrdb669zl4h0/4DQmTnDEleHjeD3Xtbbqgx6wPCvpe137D+UbVjrQBjdj8Kn+nHsoT/po4rGG4mMfP+cZjPvi0Udf8YjD/YHBuY4r/S4dnvMDDl9iEFc6rP7Xmn4OxOWUPuYCf+KCh89q1eh67nrfODEYm18at75Uf7jeZfTT9IFHn2JrTHF3fNdWPNZzGOX2WuO43YUhbqZ+8Kit/R+jTTXSXHrevUq82pq/1Y8YaKhPGuNDD42lX7zX8e3rKz8w4Hmz1T5uq+lTHtfz6z49rTV4PG8dLaZ1zPU+rvQt17DwEUsWzn350scYcVRr+ttntg/lKv3wcX8xL/Bp/Xgsjn580QcmDPtrbuVBnPeZPuVFXzjqes1L2tyHkzY4wbCFR5Nq56H1Zq0H9zuYYoIDL4O3xtn5tq7TxDjPST0rwVhxwm/c9RZ3/r2mLwbHaxzOO3efxRdeGtN81dg1tXRf/VVr+IhDjNe+Vw3v4lTc8KzHarD7xF1jbj1/9De6EbQI9AahwAl2q1kUtW5CazHciuVTC0Jq+EysuHBai+pWLAUBwyKCS8V6C44vxfdf5f/xH//xyd/93d9dPu2/Lq7H4BWT/Gj0mZqJC6O4Jji0ydYJ17nHbtWMF6ZqptgeO7Z+fnvBg6+4+jOfrt2yrYblOX1uGa8vDM28grGjzaoxfSb1hxN9NTUz1dhvF5mbmt+g8ankxCyIcs7EM1krYJgPvaFx3+L+EEd5ki+Y1eBDY66v49L8tN5M89RN1SfAbtT9BuG1v/uOxaH1ia05PuEDozq23VlH3V9Wfad8aGxOdMOe4Kg92piX1nT6TO3EvUr9ZTtcxEUfGNM5Xs7lK30mGnth4rdwPExqfrtjauu9SlwTPqfWUbnSWifwudWsWeaTJlfTZxw58ls45oJmrbjV5Lt1i64766j6g8em9ypculftrKNwNBr3LHmrNuJRNy8//Q039Ws9vu/F0V34aSwu+xOMsMNofk/mQtqoY1wmNYxPODSerqM4iMkzsucJv02rBidxwYnTzr1KzuFY/6brDU1gqCHxTOc4DHxa0yc4ag4fa7K5gM80LmuO3GiT57bqmC5yX64nNWi8uJi4JtoYC0NcYUxwPE/4zUr3KjH5jeWpda+isbxP5gLf5gONWosnGjen4NGFRhNTg+LaqR0147lYrsTyjne8Y0LlMgYWTqy5dTm44Qdt1I5tc+qG4c+6tmbBojE+t5qx4qGN8dO5iYs69gYqjfzFTzm7hVP5tm2O3zK+vuI6sY7KkfprTZ/MBZzEY67LU/Mqro/dwvAb8+nq2WI6x8W01t8Eh8Za+kznePeqnXU0jbvPyNckJjjud8bK9U4NWkPNhTAmtSNH9GHpczm48Yc8da/CY5IrGPioQ/pM1wrU+yvOXuPtYF1LcfSNbsFqkmDyCnxSWDAYESuua+KPPcYlHhMu/BSXrbimJh4YimrK5aWXXrp8Hcs//dM/Pfnbv/3bJ3/yJ38yKq5iEkv6TOM6oTFtssnkb+yqsXMTnS1EYtIsSJMFgO9VY8eTuGCwE3PhlMbFlbZtL0Qf+cOCT1+LpBvQ5IEsVyfiEtNpjafzKn1td9abathDh5vGzsPUCW3SWN5244Kxs44aH58dHLrQeed+hwuDU81M5hSME3MhHPq0Zk35nNDYGuGBjMbazgMQjdluzi8gr+G0f+tWrnY1Nl5j1c6tPPTHxRsr9KWNNXli5RuXameCc6KO08ZWXFMLx/ipxuJJY/XrfjfllMb4TDGMhZPtzO/02ZlTYcRnUjv0heMDw96gmeoTH9sphljidEIbXHZx8KmGd3JuTTaeNlMcXLJJvhu7auzchE/5bvwEw1g4uxq7R/V8TJedD7NOaVxc5WmizymN6bwbl/G9zhPLzodZKxdYO9rQaHeOw8jKV8eP2TZeXGKZYPADRx1bK2D5rdGJNrCMh7ezFhtf29UYn3SZxiSunvnDcu5W8/oumz63GZ/Gu9qEtYuDD21rxXjrtmf+ndpRwwyXHZxV4/AuwDf8qIYbP60/OLsar1zw2aljrz/g0dcz8g7WtZyzj1SvUV47TjiFtVPk4MLaCRZGXHaKE58KdAcnjAqzLfxbzLj0nWKs2vA9xTG2ybKrDSy2m/P4TGMSBw5tf8Rq9rMb2ZQLr80FGDva0CWDNeUUn2owzFu2tC2enZjiku8JFoxw4hTerduwbKcfkPBpfGvXNE/G0dnDz06u8MEF1q6lzw5WGJNcr/zTmE5Tja8xduIq3zsY+JwwOLvrKB7X+ky4yXMPPtM85beYOp5s13V0pwZPaAwjHHUz1cc4GttOY1q57ODIyaoxLG1iODWvdjB2NU4Pa7E8TTWmQTrb7q4VMNKl7a06w0jjW8eu/YtrysM47ZTGanBX4zDke9V6jfux+zQuxseOWfvxj0+1N9G5HJVvWBMcvHbjKTac4tO5W7flybidmIzf1Zj/flNvqi0eDBcGZ6f+qh04U05h4LOjcfne4WJsGuOzY/hobLoeh7HWzoTTSRxzahoP7jQ23hYv26k1P3f48I3H7rpzAiMdWrfMh6ml8XR849IYl518ndJnnQu7tSPGndpZa+b1XrvoSxu2w8X4Exrjo7GdOu6XHeV6J98XIlc/fvrvn9rVufGhP8Pw50B+67jvDZq82eOTVu/u++J2iZh82loxvPz0T0VhKPKEvCVAOH6bzNdZaP7klE0S4U9MfGWDYsBnMvH8KZAvs3/3u9/95C/+4i8ufwbrBeqtRl98+s0Bv7l8q1Xg/uRAzugr37dqA6d/xuG3cXwVy60YcZcjNUhbGJP6o7E8+ZJ92k4/JfVJq7ho4xPByW9myA9NcIEz+ZqatFk1bn527ZatP0XzDzla1CYa+4cpdBaX8RNtcKYrDBqZpxN93MT8aZLaMS98p9fU1A19xCemiTbi8I9TzPPr7xW7hZf1GBf/ZKR19NZ5ZRyN/XMk+e5N81t46AvHfDA35d3327Fb+LTe+Ce69IlLdXgBfOQPOVczvq7B/UWebuHCjZjUjD+VZ/hN6ri43KvMd1wmfOCoO/WjTe6bl0Ce/pCn5nj3q649dksfNej+YB11f5jkSp5eeeWVS0xqcRJXGsPBCZ/uEY+Np37rOorLJCZY1gr34J4DJmuFdctcgAVn514lT+pGDbo/3GpyI1dqh8bWrqlZ08UGz5xKo1vwxGI+yJc1XZ5uneP8uSfQ2LrFJs9KNKVJ/xxOrifPo92rzE36tI5eiN34Q0w0MjfoO6ljazoe1uTpOop2uVLHYpzMcfXnGcnrDxjm+GQdtW65b+Ii59OvVYNjfsvVzp8qi8k88PVN5re6mdYxjIw+txqN5dw/9TUvdnLuucScEB+cSUzdg+lczUzWCuuERufp3KQlbXreMq8m67G50OsY+zvPo+almGjc89KtOReH+UDjam+icfcpfOR6og3u5ra4aFPt3BqT9dg9pnW01/W34ugvV/QRl5gm93HjNfdOr2Em+uJiPqWzuTF5Hm0d9azEWrsuBzf8kCfrp5ho5B/nsVvmudoTh3zDMheMvwUjyus6Kqade4N11PrpnjnJVXF55qe3tWty/4XT85b5sLOOwjEn1Ax9J3x6zrEGWitoNMmVWGCIT5vcq9LYazzzoveVJnz8Q0vPA3jBmWijjmF4XV+eJrXT/Lbe4DHRxpxQd+a4eYrbZD2GYV72unPy/kvz0z/KhmWemp8TbcK63s4/RrpGenqsyD30uiEqCAJOzDjBwoKjYG+1ilwCFLmETAyOsYrKjWjChV/jPBiKSWxTbUxSRUkXD1XTuMoVTvhMTVwmHhxcJvoYQ9/aDhe67GqMhwlnQYI3NXrgQhu5mphcNxfU8UTf/OKRxnCnFp+dOhZLiz5OUxNHMYlvYmkMB8aOxvIMQ96nc1zd0MfaBWPKBxdrlgcGWBMcY3DoJr9TN+KisfViwkVujYMhrul6Ew59xKWOJ3HhIk8eEHGCMzVYcqR2xDUxGGKqTTCMgXNiHaWp+wyNcYI7MWOtxdZk82pq/KsbudqpHeNr05jSGJ+dddRYNUgXWk/NWBp74W9+TuzkOiqmNJ7MTfzl+MQ6Sps0VosTw8Wc8sLCPJ+uFerGWNrI+bT+xABHPLjtaCyu3XtVuRLT9JnLfUpMNFbHU43Txlpsfk40NkaTJ/NJfBMcXIqLxtM5zrex4pHzKU5runuedR3ONC65prG5NcUwrjm+U8dqrvVmqg0uONAY3hTHOLn2Oto9b8eKaUdj/tWMuHBTjxNr3cJpZ26qwWpnulbIUxqr5R1ba2eqDV3liMZTDDGIK5ypNvxXgzB25qZ4vHnqjeopTvm2jtqf4tBGPPJuf2pqF4btFEcMYoFjPuzEBYM22lQb406so2rHWpE+E41xoevuOprGcKwXNJ6ae522g4NP9bezjtK3dX1nHZUr2sg7PhODYTw+7uU71gctamc6r+7yf/SrSxSSJJhwhJsWlnECVRTTBBSwJCgGCZmasTBg7ZhY6CM2RT81Y2HhNY3LOPr61G2KEX+6+FRpB2dnwsbDli7iovG0/nAxaavjFf+Wff5x8ckUnScm12JRN1OM/IprqkkYtvJcHU/xVo1hTY0+1c50Tq0a736KqP7wkfcpH5rCMa+mGPRsDXWD9o+5JsY/PuYDTlM+xlU3tNkx9YILvB0+9BHXDg4eHhaaD5O4ioEuaic+k988aN0Lc8LHmGo4vClOtQNnyslYa7H1b/JbByv3ao/GU6PNNJbVp7jw2dFYHGuuVvxb9uHQ2Po3+Y00vmgiFnNhVx8xmVtseo9Jm911FA4u5epC6sYfYhCTN65ac26EuHRPY1h47ZhcadPfCOJbXLSh8Q6fcGg8+S3EuIiHxn4L2/7EVo17NnFush43N2kznRNpQ2P7Uxwc6CtfcCbGNxz3vN1nflymuq7cm5s7GqsVuWJTbRqbxvhMzDhrBI0nvzm4+qx+revTuoGHk7h2NDY2je1PTRy4mI9TfeSYxt64mt7v4q/+imtaO+qvOhbfdF7wD2f3eRSO9Wa6htKmPKljOk8NjnhaL6Y4YhLPzr0KF7WbNo4nZpymBv127xSHb1zMg+lciP96r5rWsXEn9IGzu46Ki65w4O1o7I1crz/c83ZwzM3qb4qz3qum6yjfq8bTeQ6n9Qbejlkj1CCdp3Hd5f/oG91uPN18Jg+F1yRPYJj88brGf+xx43cXEv5OxPRY3vf1K6YTfFpkd7B2xq5xFtd6brp/glN8drF2x9MgLlM91nGnsHZxdsevMdmHt2Px2cEJ49R6s8MlLU5xaa0Id7JNn924jMdnB2fF2MGhg/Frm2hzakw8TuDtaozDKT7VH7yp7Yy99nkCK212sXbHF1t8Op5sV4wpL+NO5Ts+Uy40CGOix/WYU1i7OI0/Ocdh7tju+HwXW8eTLYwT2lTHEw7rmBPaFNNuXOm7y+kEThirVpP9Uzh8n8CCEdZlZ+PHG4VPPNpuhHQZmkY7OGG0nWLtjucXxi6O8bvze+Wyy+ckl12sU9rQZ5cLjOyExvGZYhl3Sp8ph/RoG5+OJ9vi2uUUlx2cuIjjFM5Ek8bEZ4dLsexixOl6e/yN7n57tQlz7fAxx4I1HpbtjoWxI+DKZ5dLfHZw8Alnqs8JjGKIy47GME7YWjdTPj7h98nd7vcEpXH6TOMrpl2NjJ9qsnIvLtspHi4nNMYrXdquXB+7n8bT+ZSfcHa1DifcyRaGWvYbctO/BijHcOBN842/sSfioq1Pj3e44JM+xejcrWYsbXfzzS+MXY0bv/vpenkK71Zd6k+faqdzt25xsBbTGdaOndAYxvS3MVbuJzSmLz6a/amlsTV5Z62AU5tyMU48uzVMj/TZ4QJjzdUEKwy/vUVjeFM7oS/fcE6to/K1Y+mzs1aEsatxOOV8J64TcxMfbXeOhyEu+xOLS2vxFIfvtMFnx4xXN3GbYK253omJb3HtaGwsff310nQtTgNcGMwdS5/duOJzQuN0nsTFfxqfeKYorgkXY9J3F0dcYdlOrNzg0v4ExxjaquPpb4zCKKbmuHNTS5uduIxNm10cMeG0g6OOYUzznZYntIG16hP2rdswdrUJp3zdyqP+NJar3fm5ajzNeRi4TTGKSzzwtInxH59dbTwXw6ueJ3zuGrP3qvEKFUnB9iA/TYJxYU0TELUWko6nW3HtJrKCKL4pF+NhafYnZlzaTDHyG07Hk+1unvN5QmN57iFoh9cJjWFoOO1woc/u+GuNd/BWjU/Mq534Vo1PcKGLOTG1+MCwPzU8xNObhFMcHE7Mcf7jNOVyCuOUxtWx7c58EBeNT9TfyTdh02mar2pnB4euXix5rtiZV2Kg7xtJ4xNznD6781N+TmgM58RcEFPzCebU0mY63jj+w5lyMZ4ufehYbBNeaTzlkk8ctB0cY7XdOoaRRlNtwqBxr0GK9dYtrFNrxe56g/spjVsn4E3N2F747+DEZZrv+Fc3HU+24ojHTkzGimtnDYShfluPJ/E0ptoT24m4YExxjDuhsdh2awePNIa1Y7B240obXKb6iiGcnfoLJ42n2uCCB513v4oATrW8wwen3XyHUc4nfGCwE3HRF15twscY8exqDCd9itG5Wy0MnHZw+JXv3bhgnMARz4n6q/ZOabODU93E6dZc118dw6ieO39i+1NPXxTPvmToOd79dogFzXe2uEkjPREQpbBg7BSG73yBUXsO7QdP4VKThKn5VFNscZlo4z/Kf/SjH33yz//8z0/+5m/+5skf//EfXwrjVk6rvnjgNLUTGquZzEP01GgsNgubmCYaT31fj5NrfNJ3ovHJubBqbE5NtTHH0xjGFOdar8lxGhuLx2StSGMxsZ36ow08baoxHjVcXm99aWKO91A25SOmHnh3NG4dxQeXCZ9yDiuNJzjGm1dybX7vPFCdWEfTV852uIhLvmBM19HmwarPRGOxnLLWwOKa4IZh7E4dy5WGC10m9wc5qpZ3YprocD0mHjixHW2a43Be73V01Xh3jotnx05qXFxqr3YrtzDUcevorRj6r3G93hrjI55iO/HM3xyfrH/xwKn7DI63Ghzzir61WzHkSfOduTDk3HZi1tHqjj5To0vahHcrVvk2bmcdpY24aILLTly3xvC8/qvGcXpev4fOndYYl6k2NFbH5XqK81DMj71+4l5FX3GZo6/3OopHGtP29dY3LrY72pxeR+myM6fE0zP/9BnnsTX6mH7qmEZxMb9uNTHBaD2mz8Rg7N6r+MWnNbC4Jnz6Xwc02anB0+toNTiJKW2q4ck8L9+2jMZvRDvKShEQbacQEgkW4SeTLQzbMHZwimsHAxfaKIhdHBhrg32rrTHt8jmh8XRBvI67SbsT0/rQYeLucDvBRyxpfB3vLccwWpB29EmPHQw3shpe2tR2+YhDC2fKwzgYzc0pTlziNcWhLy4eGOg7uQnhAMP4XX1gwakGp3Gl8Y4+xsLBZwcHBl3DmcZkXBj4TG1n7OpTXDu6wIrLblzrQy9MeFM7EReME1YsOzqncXFNeZmTvSCANdUYn10uYoCxu06sXNJpok9jcdImJpY0pm1z4lYsXIrr1rHX/cNyvhiv+zx03Lhpvaz4xRXmeu0x+9XLiQ9lcRBTmI/x/7w+1TG8aVyNm9ZMvIrpBBf3vB0cnGhTbHGcbNe4JuONgdHc3uVUnqY4as5rEPc9GF5PT22dl1M+fJ/QJowVbxKXOKqdaUwnNcbl5Dox0WQds+qznr9lH0Z1fMu4677VMX12PjBca+fax2OPq5XduNLmBKfW0cfG8Lx+NM7W+d65x25351R+0iW9O3/LNo1td3D43NEkzmHs8lnjCvvWLYwTGvPbXJhqnB7T8WvsXn9YJ8QWr/X6zv7xN7oRrCimxBJvOn4dt8sF1ik+FefKb7rfm4TTG6yYTmiD/wmcExi4nNDYjUPzBiGdppgnND5Ve6e0gXMirjS2uPnrj2n+T3A5rQ1OO3Yq59YIOvs02kPm5I1uceAzHbvqcCqu6XxcuZyKC5dTfKZzYI3rFJdTOCdqRx2rYTVIox2ddsam8wkMWCc0PjWn0jh9JzGe4vJG0+ZEXJ7T0thaDHOi8Slt4OCwaye0icsuHxpr1op+2eb11viNNMd3am6tEzg7b76GNc1N49ue0PgEBj4nNLZOeO3RbzTuaP1GiuuENuV8t3asE/T1fMxeb41po+3aCZx4nNKYzmp6+kY3Prtc6HpCm3BO8TmBQ99sB+/EWnGqdk7mfEeTdD3x+hfWCY1PYOBySuNTfPyCgnWZ1jCrJVx37af//qntgjT++9///pNXX331yUc+8pEnP/uzP3tZnCYFIuD/+Z//efLlL3/5cjPyz2UmRrTPfvazl5tZL5JvxYHhzbivf/3rl/aLv/iLt0I86//Vr371ybe+9a1LEiVyUiDf+c53nnzhC1948q//+q9P/vIv//LJW97ylst38D5z8sidH/7wh0/wEZubvTcbp/byyy8/ezNtUqA0xuUHP/jBpf3Mz/zMuMi/8Y1vXPLU4tb2ltheeeWVi8af/OQnL3X8cz/3c7cMf9b3f//3f5985Stfufx5kpvRRGP5MRfoA482U4NhjtLZ91hO6o/v733ve0+++c1vPhs/0dg6QedPfOITlweg6byi69e+9rVLTPSZrBUwzAdznD7TfNPG/KTPt7/97fE/M5Xz7373u5e1FJdpnnCgzQc+8IHLDeTNb34zijeb9eHTn/70hYe6mVjrKD5q5xd+4RcmMJcxaofOvnvczXB6QzQPPve5z13m1OQ+hYz57X7HPMxP9THevUruveiarqNqzzzQ6DM1c8Faam7vPBDhIS4vcnqD71ZOeLzvfe+7zHHPBm9605tuhXjW//Of//xlPcVlojGgdR213kzrz7MALLVnfkxq0Hol5z1XTF9MwnnPe95zwXK/+eVf/uVnmj12p3XUHLeeegacmvoTlzk6/SBUrVgnrBc///M/P15HxYKLdUueJvPKPMDlXe9617N1dPI8YC3Gx5xwjxDX1OQcLzFN54L1Cs6XvvSly713UsP44yEeGotxso56g1vt/vu///tlHXXvnKw59FB35tTuvcr9AYZ4pveq5pXnfjUzfVNOTOYCE+MER77p/P73v/9Sz73Om6yBX/ziFy/5Mk+7l1/I3fjDXKBzz8aT5yVzU6ORe95EG7RpIy7PAlONrTXumZ65zIm3vvWtNyry4+7yLSYad8/78dXH7+HhXtX9ZfLMLy7PpPiol7Aez+JHPc0HcVkzxDVZK6yh9P3MZz5zeUZ++9vffiuNZ/3Nb/qIS0wTbYylj3unOp5gIHRiHbX+mueeldhEX+PkyZr1qU996qL17/zO7zg9MvcXOk9fJ3IqJnk3P6030znufieu5tNkvUkE9YdXa1fnH7u1xtDX2qUGPRtP1mL+PHOZ472GnsQl52rQa3vPApNnHFxgyJP4pusoHKaOza+d1/Uf+tCHLvrA6Z73I/TbfnqmsHb1umGisTyfWEfVnTo232k8WY9hqD18PHtN65iKninwMb96drtN3bt7H/2Nbjd3N/omHfGIaFEpocRI2GgR2KSwuBNOH8HC6c2DFluYJgGMzMS2aGn8xKMXOsZoFknX+THepNQn06cXVfjUR2Hhgpd9fPmCY7xmLLN1zXhbx3C6AdEHXxzpAksfzSJsGw58OBWgMTjj+M53vvOCU3HpC9d1Gtoy58Wcfs6t+uLjWjHpi0Max8e44sIJl2KnjX1jFajrmrg1PjJ98Hed4dpkqQ8MvjQmFhh8MpyMFxssx66VH4uRaxYT1+pjf9UYFj75cp0fsdvya9+YFn9j+OFPbDSvtXjpYxwetOFf44fOuOWLD/vM1vX0S+PqDwYf8oU3v+Xa1jFzrXw65sN1OGkIRx+YrBrFoYanpk7jKCYPZLCYhQ1fPmHzo9VfHxg44+e8WknnNDbf1zdG7tK42OGGQWPGDz50xgmPYk8b2zDs6wMHhpjEgQddiksf+uC94pRP57oOA56+/NCZfow+xUUH4+LKl+twcGn9g9c6IT7j8NFWjfFOY7hpo3bTWN7ooy/Thz/XmfPi5meNKX1w1UdMtvo9TxtY4ehTDoqJNuLSJ8x4uFZcNNHUadrQjz76G18dw9EnjXFgsGC4Xh9jzU96wPJmkXPpZ1zaOM/EIWZ9Vj/VjS1fzSl9tXDSmK7xsYUlZg2Gfvrg5Dq/ODivz2p8rX30iwcu9MmXYxj42Ge2NOEDlmMYNJYftSMG80Hc9dFvXUcdh8Efg9PaiZO6E1dzfMWwr/EFR73ry6w3aw3DFAPe+tMvjWFkqzb6qFP9cClmXOzjHEb6w4Gfho6bd2nsnLiqY/6LOy625Ug/x5qYqj/X6cvwZvq0VlxOPP2hX9oUtzkFiy60w9mcyFzTN79pjIt9Vp6qjzSOt7Fqb11z5AdnGPZdN26Nib744lUfPq41loPido0f9Wefwaj+HIuHNsVkW+z6yYEmT/FpHS1uGDjzYXyWfvgWtxqkM58MX370YeLOZ+fgFLs+6sv46gNmc0LfuKzawArDPl30Ky78fGAoJrnSx3hN38x51/WzjwMcmth3Xq6aM8UiLv0zGM0X+ukHQyw4eW5Te6s2xaVvWLb62Wq0gQErjcQdX75wsc2Mc728w9dHvduHKWe41CdtcDI+C0e/+ogHJzhqiDZiN648VDe2rhuvD54aLmLCC49b7lW0hiuW5jhOMGBXF2IQj364Mzw0fRgcXJoLzqXLWjfhpI1tNWqMODQ5wgWuLd/ipyNzrI/rDI5rtGHVhLHVFD7tGycW2odha7y4+HJMh2qPzmqYH3HrUx5wDod/8831NHadNjTqOs7p5xw/MGppzJ++zosZhrj4Fqd+/Nh2TmzxsYVRP9qpL7FXZ3xf57s6xY1/PtLPOWM1ujDx0o+vVb81T7jEVT/HGv/VjvNyVS7ju8ZEX00/BoPG6hhO5/BWzxku8PRnrtOFT3jO0wUWjXEQC4z0cx0GPsaHgwsM59IXjn24uPFTXOm34hifT7j88EdjuWZpC6v6E1fGPwwNHgwNhn54WEflW9Mfv+ZM2sAzXuzFaXy5SsvyVZ9rfWDoQz8mXmPT2HXX+LGv4YIzjcK1DUefNDYf4i73+tAoX/yVA+fowp8+aYNLGsu7a9W6PnTGOS5wug6LZvzQlj4wrGvGqYvGxRNm52z1zYzHBYb8GO86f/oamz6NsW3+pk31BceYsFzHGV/n5WvlUuz6uV6+9HFOfxriIz7X8alubGHwoR+M9MOFRuLBR9PHdf3kYbXyZMv4oo9cwKINHraMb9dXLsZq6qI+xreO6hsOLDHyQz/brH7ph68+YsfF2Ovn0eZCfGCteaoe+IGBJ1wa6Yczf/Spr32mr2u4w9eMq3a6V7lOYwYbJxj6rxiuO0cbOFqWn/rQLh7OqQ3xy7u+cOSyPOUXDz4146tR/cNpvYGJa+uE/TSuRo2hC5z4wNKPr+Kmr/H6uR7Pi9NDP/7P3uj2KXtCJbIgJIjAJZNg3oCWcAITxoJovE8/iKCgNH0lRdHpB08zzhsDrhOvYgzn/7F3bzu3ZVX5/xfhBozFpopNURSigqkgR3qgiXfgDWHkLjzzwHgJnpqYKCd4YEBkVwUuCrBAUAIxHv/ez6z6LjqTd1W9o/VRsv71ny0Za8w5Ru9Pe9rTWm9jzN27jCWk4myR41ai0xIWLsbhbIxE+pTVJxYe8+NCpFD5dcy5NZEtKFxgwvFppK2E8okvPubi7Hwx2YtZYa04sGj1+c9//lK09MSpRQc/jfkw12ZOZrHhTGPzWnRwWghhrHnqhQxt8K0ZwaEZbi06Y+SOPvLIxOu4Tx1p5zm+mp9PEzM5KG7H4Mq5ffrUaPBn6UdD3PmGk472xojbPhz6l0uxFjdenuOmjvBh5tEPF5sYxGLDyZ7BwZk2fNAfVxobAwe2LY3Nc95YOjmuRlsL8GH5Fr893/S18ee5Tb7h2DP1n8YwjRFPeTeGXvjaxwdffvhljsulcbZ0hCXv5uJLH+f4cfwaQ93Y8KaDx/LWDYV54sHbFg5NxASPmdcah+O8uMXlsRwaI3YYbfSDIw+tF2ucz/KoRosLB3HxBYOJy3qA45haMF+uYJojj3it+qVx+qxrin7m9W1GY8ViU8t8VhN8VX/8i5cu1Z+419hxojFO6SCmNBKTWOp/cODjIG5zGY7PP//8E1/3aWPcb//2b1/qPY358m0B6w9uMdmLyzH14DzNGP3xFZe4naevDQ/23HPPXeoGd5rCcT6DBaebUWPEbIzYxOU8PH7oyJeawRke6xw++ZEn83F2HIZYxG68x3KAt43R3lh55wsWX9YMTvk03/qjH1zH+VltzZUx4sJJzDZ+xEYbz3GwfsXHHOumlj9c5FNMNtzhGo+3MeYYF47ntuveRjd8i8sayB8sj+kPy+Y5njZY6xj157z46ICXujHGXGvBcTyNY9Yvn/QzxnmcaZzu5tPH8zVPjttw8Uai84z/1jg/Nnm0T+P0WzXmQ0w25lwa08hzfYutGtOHjvDV0jUGLnDscTOG8ZfBkMM0Fgsf1k3j1R8MPFrP9IBDP/49lwdj0ufDH/7wRRtj6AujPsoP/X0z3N4c9QfHWM8ZLjS0Z+KFI0+tveJpjFiKCx/8nJOD1iE94qIG+bBZm3zTRNw2eMUUxoXM3T/Oy5ENf/7oVkzG4Us3PuE4L35b+qWPc3DgqVFjHHM+feJiTz+xGccHPuKyZ9YvHHvjy5+YWXych+O52OUyjVtvxvNDdzjOG5/BsO6MoZl4jYFlbdHe3PjSSly4woMVHz5p47nz+OpdNIBBX7mgjefyDYPJt7ldY2AYo7boao6xHuuRrGP48GVOZgzuMM3DgcbGem5tqh1788qf+Bg+zokJZ8fThj5w4gvHGPrJg/MZHHEbY3w41nj5Mles6gKXaocPvFh9wp7BpZ8Nlvny6LycwsCXLtVw2K09z9V5uaIt/nDEYhw8vhznB3/Pi13dwOGjNe6YTcxyID5z6B5GMeRDfcEWB/1suJsrD+Z73Bi1iWM45uvr4jbGXL7EZq7jeMpFRjsYtvDja7xjcMISI7580ZgG5vJh4zc+XcdbV+KSS+M95ts5GEyu2y4H7v7hSy7EzegXl/jKD784OQZb3B63icn5xhpvDA50xEG/4YtGa0weO4ar+bAYbPk2X900zzljPGf44qR+zOELDn9xhrOuBfFWO/y2DuzhtrlnlSdG265DODMx6icwzGmMccyxcmnPcE1j+cYZX2Zf/tLYcRzwpZ/HYuVL78OZP5qoY7HhIwdqxjnji4k+aewYbcoTPvjBwBcOg+Mcn+Y47l7AY3ycgyEu64pvcRkHyxhzbbDiYg9H3MaoP3yNwZnRQa3DMR4/Y+STD6aOrTucV21wgem8tWsPxxg4zjO4LA1pJA+0NYYvPOCbZ28MS38arHHxxXCshmGJszzWR2HSD0ZzjKMNXzbn6FIde26M16X0wwcOjVsvsIyhHz4eG2MuDeML1/nqJgx5jI/644d+tKGreGxqyHF+YDaGH7rBSWMYxuFCG2PoU1zy6JxcOG9rLfScHuUbP3yqP2PLuTHi4lvcfIi7mOy7V0o/5/ERFz346n7UGBj0qcZxXfOkHpwPxxx8rE15h4kPznQ3rlov12KHbwwe+IiLrvLA4NBDXM7D8NwYGrfG4dRvcE/Da41h8Nd5+NVEuZLnsMTIhxqmszjNFw8/5Vys4sKLOQ9H76KL4zDUBJ+MhrRxHh+Giy0cccs5n+a1li6DT/rn1De640RMIrQgNCZBCdRxApeIkkRAZrEkTguZUMQ21rzrAiWOgpAkZgyMkgQTF3sYxtZECVwC7J2LE/+KQDIlCgfj+ePLeJjiqTgd48tWITtnjLFwxGOhiNkYc3DW1Dy28SXhiq7n+BinKH//93//whMWjvQtRnHjzPAUEwzn7Z2XB3jpCmf157lx/DUXl/LkOL9pLC6P1yIXt5jTmH/zxY5XfNP3QvjuH8/5Mo7vsGHh6xiuHjPP8aExTuLCny84bmCMNQaXNVd4yKeF5zzfYeDnsWMuQp6zNMfHMfPp709DqB1mji2NcfScn/KhRq9rBxbO8TFfrtLSePGUBxzw0dz4xkdMNj49px/f9mkmV8Zbmwy+Y8bQwVwcarKem0s//oyzN8ZcnM0r347xXSxxsTfPOLEZ47G44HtuM4b2NApHzG56YTC64Gw+K3/0FX8cu1kIm3542cxd+w0MMaovOPIBhy8ah1HOXfSYWGgMKw0954M/BjuN6UN/OOUy/cwTOz3owmf9wjGcceQnPjBcpKsB+uEMxzH8YHXDb55zxsHyXLzyDcscHJ0vN8YbKwfOG4eLMWksTlj0Exvjmy7FLgaP+VI/jC9YNM6qBxp7DMc8+7SEwY8+6hhNcGTqxGauMXx5zI+Y6OM5/vJEP3vHqi0xi0c90Yc5n57i4sM4c+NS7I7Lp43RzfzWFc7GiMtx/I3FER5LG3FV+3HqZqExYmHGeRwPz2GLm0/P+WOwmGPi4gcnj2HgKvbyYL4x4ZjXeqETw0dMxUWn6tx4W7k01nM+zHcz6jl+tDAXxzXG8o4DjtWoeUyuix1OGseZb/EYY+yaJ77Sl59q1Bh+5CY/ady1vrrID9+2xhcXHHGJCYZcy6XrpzHmr76cp3FvcKVNazwc9eUN6CyN8YLLh3isYeYYDFsaqxOc5EtOjCl2ftKnfoObWMyxmR9/15fWTRrjBIPRFyf9zTE8q3++GEx5gpU2MPLjWDVqvHl8GSNXtPIYBl72jolZHReTOIoXF7h8G1euPMbXtT4dOm/vmBzAUV/VPK448ZG+YjUeHzz50kfND1vMzjPz0tljpkbksxqFicf1tQqm2mI0KC7jbeq32ki/656Ok/VZDnBufdKzPMEXp3HG0B6n4nIu/RxzziY2XOgEK76OwXAcpg1X68GeGWM+PvQSAww68WGcx/xcx1UNylk45nosFjWSP9zFVP/jW+zO89PzOPMJAy9+1APe5uAIhxVX13ljjaku8E5jfrrPlpM05oOpBT6scedh009MfMJynJ78sDA6xwcdzTWWwbfBchyW58blp+PqUtyeOy+uapRf59PXHjfa4m2OYyuG2G3OMY/5xwV3zz2GQeOuVcbAsTfXJmabfOPovNqBw2ggn12HHIMNAy++Wgf80AquGOhhHLyO8YMTX7DVX7EYAwtvnODb4mvPtz4Ao7yVB9zSvtqCKRZx2XsOxxxcYTHHrjV2rDyZh7MaxRsvMeKJP87FZIy5uOABo2sVHL5pUt+CZ77XVZkx+BpjjrpRDzT23GYezrjwzSdOxuJlvuf4iLVNv6lO1R8uMGCKBaYahYEXDvg4LiYmT/DwYeY7H5ZjcbH24Boj34wv8+OqxsSAj3l8ike+jZMnXOAUtzH4OG8+zPjhCwcfOPb4uU43zjFjjIWhNrvGwKEfX87zixstvYbJJw7GrK85zaUfTiwc8/ONCw2NExeOcFoP5jXWY9rA4Z9Pzz3mo9qAYcx1T4ejBu3TmK78pScM58TF4BhDH8faYDDzVgwaFbe68Rgf823Na4yYGT/OiwVmMdbTjRGvXK1x4cOPnOGutowxnw+b586JPf1g4GLjD49iNoYvXOB4Li5rmB+5SuP44scXH84bWxzFbk7rzPh8qwFj28TjsRqEmX8cYMiXubDwqW74geVc+O5hxGWcubTA2WPjPDaGPnzBkE/+mWPVpud84rHGnVbGwsLHfDyNc945cdkY3+LiC6bxHuPaenAMT8dheC6OrodwYIi5nDvmMY76G+MLhtqA4bn8sGJzrNjTyVjcWr98wW5t4mrTr80Xo5j5Ns54GPjhLC4G0zF7Zq5xctBz8ZbLare1chl0wj+nv9FNDCSJ2hZp4lgcrCQ4VgE7TmgFooiMMZ5wcI0NW/KIZnMMhjHMcxjElyjzbebEhaDmWGAwmL0ElezGdGGTEONhhwPDeb7CwbniggvHGMk2jy4wzGXFlR84NudtzosNjjjwYDCKK334raCNEYsNRmYOvvgYjy+sMIx1zH7NkzE4MHHQCmcLHE9+HWuMveNpDM8xW3zyz192rR/+sGGlDT+eM1j44GKBM4+Ly3OxGVNdhcM/HOcdM8dzTd/GD71WMwYn5/g2d43JWGM0Ec3AWJiO4cDMo2cNgm/mmPEMbrEbB0NcfGXpJ08wbeY4nnnOt804Jib8M7xojHM55y+c4uTfY1ZOisk+jvg2x7Hm2IvRMbzUMh/hNg5XcToXjuf54h9/HDRt5lzzzClu2noeNhzaMvj4qAu5chwXxxsDx5heeMPhq/zDgck3XY1Xhx6bl8FLY/p4DsNcBpPf9QKKCxxj+DUnjfkoLnNtxcgvbJv1iRMs8xvjHOu5McXtGJ9808/F02PcjOGLeSzu8u2YuTg2Bi5f5ViNeWwMPowvz/WKDK5jzLhi6MIKwxgc1jH1G8da08bgBcfjuOiBcmKLrzHlLY3M4T8/+PKjRzhe7uF6Xlzm47BiO2Y+czxtXKv4TeN1TNrAYmIxL1x7HM01Zo278cUtV+y+MWksR2Kgy5oHfvla/cDBBb45nuNuDLM+1Q6sDI7nuNjM4dvmHGuMHhEmHzRKX1zwY8bYGL3Sz9g0VsfmyBMc/pjz5jrHry0+lwF3//CdHvlZ6884c2DXQ4271g8fY4rdY7j4FDsejsWrGDrvOVz15xiNrjXGB4ZcpjFNypPzjF/rANfOO4YDg59+cOLgPB6M3viIxc0vHI/tG28MjuZ0DBfHM/rBseHNPG6MeeYXVzrDKZd4Gc+/ni4uj+EUEwwxml9MjsGIG9/G4GwMrdN4jSHc5jonbluGHw3FZBwc541l+OLC8m9vbGM8xse6EhcTl7nNacx6rTKf78bQAOc0jJu5DC+Y+ltz7M0pJhjm4QKfPh6LyznjbXD4MbZjxjeGPzG5ltHXxo/NOHP4hAGrdeccTHtmjBiNgwX/WuO0uY4LrvHMGDhisSZg0dix+PDrWPnCSQyOM+PgGGNdeu7x9Ricr69V/KSVeR6LieGCl83c+KSxY8xzG+2YPQw8xUQXmzFh5Adv4x3v3AXk7h/8s3QSF2y8mbm0dFxNMM/D9Txf8JzD22NjGAyPYbS+cVcT+cHNvPwY53FxwWkMveICh3/4zjP866Oe81OsuJhjDAyb5+YbE4ZxfONhbYZhDJ7p4nkYcJiYij091jl8O57JGz+rb7hhGLdq7Llzq36Opd+qMRz4LM509Rjvcu05w8scGM47DjcMYxzjW+0Zw2gFazXH8NYjaQMbjj0MG1/O05if8lDsxpvbeHs62TxmfKQ5Ps6JEcY6Bp9w1nkXkLt/+BcDLtY5WzWGC3Nd4/D4Lp/FWL/x3GO+ixuOuMUldhiOdf7i+C3f4rHVR/Eztrj49hh3e/w8bgxtxCCf9Qr8jeOPrWPCtXccDjOeL1v3bzSWn+bwK65VH76rHf48dh6G2D02Bz6D4bHj4dobU4zh0NVj+nhMG8+bx5dj8ByzpQtfHpsnD7RZ+03j+JQ7e+MYHNrwxVb93CuJGf91TPpdx7VqzAfOHeOH3mmDk3N4xsV+1Q8nY/ihCzMeJ8dZY1YcvvhO43zRj8kXDBtLSxhrv+GjmjSGLxh4qmFcYfC1auyY8WtcsNIYL7jiqld4DMcYWNcY8FYMY+E7/sbd39U2Dx81YK7nzsFy3Fg1ysxNP2OMTb/uKdSJcWHgDNt5WPLofMYPbTrvOB62DBYMuUxnuPilnzHmGKP+nKMVX3gye8fiHMcwjDEPhtfj8s0PfvYZTHyKQ1x8p41x4jSPj3q7OdVxWDv79905fnM17qC8NdcbKgrCfzD3R3/0R5ciI8ZR00SI5z+jVJzT/4xDor/61a9ePtH0qeZaEA/lRB5c/GcniuKVV1556NRfG9d/hOVTEUW+JvvXBj/lgBfqdPEfR/3xH//x5dtbiuKoyRUcBUaXvuF1FMf4/vNR3ySTbwV7xGjsP4XLPvGJTxzGaK7/tEJsvrnaAu7cQ/f+cwc/M/HzVX8i5qMf/ehDp/7KOG/w+OP69MXFNxyOmmYPBxcYL7744lGIJ+PVnzXBPvaxj/1KQ3oy6AEP/PTGp/nWlGZoO2ryLSY1+JnPfObRpz71qaMQl/EarJwzzXnyn8q4cFjbcq6Rv/zyyxe8yT9i0r9cXOVKzo6afkNff+rjs5/97KhP8OknRWL62te+9sh/BPO5z33uKJXLBZc++qh1YI3T6KipO7rIt/j+4A/+4CjEk/HWpwsifdeL85MBD3iAjz7hPyT6vd/7vUs/nsRlTX39619/9Mm7/zNBD12/ofQAGr8yxH944g0qn86rm6N9VEzWpr2eun6z91ccPeBJ/ykIDP2rG5UHTH0yBAe965vf/OZlTYltorFr7z//8z9f+qdvFv3u7/7uEx9HH8iVWF544YVL35rw0bvExvSbbg6PchGXNer+Rg+d9Aofjug17gvU3vQ6Duef/umfLvPlabI+66NicrNrTUxN/fWigT6TeyW66KN6snimN86+baKO7dVf3545Elvz//7v//7CxTXGve1Ro4lci8uLjE9/+tNHIZ6Md23QK6xv9TepY72cLu77rUtYE0sfsbmftT6PGi7ul/7u7/7ucr3zq0caT/qoa4NNDbkGT+3x48eX2rEW1PD6IvChmK6b9PEffKkbLz4nJk8wur5MXje436Lxl770pUuvoI3XMpM+6nWiXmyb3lfQwX9apudYC9b4ZJ3rETRm7msn2pirXvxHkvoEXSa5srZh4KR+vc6bmvsb9e/aIu+T+uNbr3A/6nWDOp7cD7g3UYPMNcY2MdcZ/4lfrz0m9znu97/97W9f7pdo8md/9mcTKpc5Xn9YFwyXyXVcr1F/cu9efaIv/+LSQ21qz+vgoyYWGr/66quX+RMMPsuT9YnPn//5nx+lchnvGqWO9R39Rj0f7emA9FH6uLfwenO6xuXIPaD3KXbujd1Del1lHXgtM+mhMLz/Yq7rt9cyExz6uDZUf9M+Kkeuw/Rxb6wPTsxacO3sfbtJH6WN7Rvf+MalZ8n5VJt//Md/vPROPFxnJvejdPD612aNw5jg6MXWE3O/P7mPNFeuvJZWf65Vk34MQ1933VN/L730EuiR/cM//MOlj4rJvdt0fd7n/NQ3ut2EC1yREt8FZHLzrLHZNFwYk2IoWFwsWjjTIsdF0/bCYnojjw9tYOGDy4QPTTRrFw9vPHmjeqKPXIlJfvCgz9Qq8uKa4NAmm17kzaeP2Ggy1djC1azF5cZl0mRxUS/4xIM+R621IFdwdrRZNabP5GYBf/raxAMDr6PWjZ316QOA6Rs0LmQ0ZrhM1gIMuRITm7xxf5l49488lTO5mmhjPi6w9JtpntSvzQsm+qrlCRZ95Im2E33TRlxyZb/TR92w4kRf8UxiwonGsI1BISsAAEAASURBVLwwmVynYHTzDEMP3VmfNIax00fVTDbpN80941oFy7rSS62p6TXG9c4baTS2ufmdmvVgTarjydrk96w+Kle2uEz4qGHric7yPdVYHXuhI09qePKBTX1UTNbkTh/VJ+Ax+kzW+Fl9lLZtrc8LsQP/0ETdeAPLG05eVEz0SWN599h6mFoYet+0j1Z78oXLpIbxT197fCbXGfHYvEHjeue+omvEUY3C2r1WybmY5HpHYzxgwZleq/CA0fVlgoOHzQdjcLxArn6Oauy6QJP68dH5jVd71pf6m2psvriYNT7RxlwYemkYExy69AGm+vXm8tRwYTSWL/pMjD42fGBNcKwpNcjoMr1W6XviwqO4jsakZrxhRGtcvGk5tfVa1do6ikUbtWNvjYtrYvRtE9ekj9LXRhvxTDBwx8Mbp96Uo5EPQid1A0u+6bPzusF8224flSMY1gKNpzGJq3t+WBOTJx9A4WDrzwVNsMQktp0+ig+N5UtM0zWudvDZ6aNp0D3/5H4rDHVMX3zU4HR96qHWwo7GckQflj7xPLIvTzDEY3/UYOBjT59pHfPrwxFxyZM6nvad+2I49Y3uihxZorX47nP8TsdgZXCmFs4OBt9n4IQBb8pHUVko3ij0YYJimBToymWHj7lhTWNaMc7isoOjMXZj51OlncWbNjt8zsA4U+OwdvLtJqqm78WSxj+1M/Q5AyNdimNHn/jsYOgTNHYzRd9+HhS/I/sz+Kz67MR1Fpf47HBxrbN1wzu9AYqL/Q6ftHlWcM6ISx37JpgXXa51+sXU0ue9onHxpMc0LvcV3lyhr02vmNjKZ8qF37NxdricwUePoLEP0WmrH0/u287gAoOl8VnanIWD2wTLiy2bD3a9GNUn3isal6+JLuay8v3ms5nGYbivcK3ruhfmkX1Y5pwR1xkYu1zM342Ltt0fq9/pN/bO4AKDFdOOxu8GDswJJ/3YfbGebP70izZrTFMuZ2HAYeXK44k25rFwphjmey3tDUt677wJu8vlzYje/BfWNKYzdLnm4vkOH18EyVzzplhna7wbV3zOwpnqwr+eHI8zrnk7XPBIm7Nwis3+qMXFvB0+Pkxw/+Z1njqm81l26hvdkRL4TsDh3PY3BW4K3BS4KXBT4FlW4Ha9e5azc+N2U+CmwE2BmwJnKtCL29vrvDNVvWHdFLgpcFPgpsCzpkDXO7xu17xnLTvvzOf9X7yzdx72sBE+vfMzCn97ra/mT75R4RtcYfkk0FfZjxaXwvTpgL+h6lPb6Vfz4fhE0jdx/NSpP2Mx4ePvyPnWlLl9G+Jhyv5ylJ+EwPD3xWg7jYu+vvnSp62Tby23+P3kGY5PYCafdsFRNz5ht00/lYTjUyF5orFt8qmQ+XLl5/I+XZr+5IUm4pIzNTjB8UmiXOEDzzeVjtZe1YOLT3/7hq/amRgM64HRfLLGy5O/byee6U/S6KqOxUTnCQ4M88W0U3/0sDb9VM8vLqypSf2JwzdY/Q1fa0GeJjkXCx5+Lq+PTr7RrYfS5/Hd30vDwS9IJnWjTtSvtUWj/v7W0bjg0EVcuJg/4dM3evy9Puty0rf69qBe7LFtssbFxFyrrHdcJnzgqBv1Y5twwQOOtWCjr21Sx/TwzTRx9W3sSa6sJzWsD7o3sCaOWhr7k19wunYerT9+1z467cf4qGG9K00mfVQvpo81BWf6cz/14u/1wfN48o3u+qg1TuPpdZzGrnfi0sPO6KP1vkm+xYKLa5a8Te6V1K1Y/L1I60KurYmjVt/CxVovrqM4xotJrvFRO9XhESw9Xc34u5PTPsofHuIRlzqa/MJL78Tn3/7t3y59op5zNOdyLCZrCh/3/EcxxATH+tZH1QyMicbVTvej4jrKBxe9WJ7k2/NJ/dFYrmisfuRcLR/lQx/3fvV0OBMMcdCXzl3vJhrrxTZr1LVuog0u6k+erFM6T/qxPLnGyBU+O9/ohqGW1dDOvRsMGneNmtwPqBdrSkxsoo15+oO46CSuSa8wD0b3kjvf6FZ/epe4xDTRhr70ce0UjxqerAeawNG31GBrgm4PNWucPu6V1PR0bfIvHjrbfKObHYmLf+tInsTU9e4IRnFbm/qN9SlPk76Fj1zB2FkLxeXemNY0nvQtOLRVe7bpPRccdey+q/ubCR+xqEG93Tqg89Fc4XJGH03j7vm7Vz/KR/24b1N/3ddOtMHHNUa+0njSK/Sa+qhYJn0UF31Unuyn1yq9omtn2rTeju69xlN/7i/o0/o6inPf+Nk7Xfch3R0jmMWmKSGr0U3MPAtGw4YztQrLwsNtYhWEuBSY51NTCN10KKyJiQOOGyFxTTVWoPSFQeup0aOLPG4TfcwRU9uUi3niEZeYptqE4SK9ow09djVWJzioG7x2LH3tJ3nKd3x2NHYhow2Nd9Y4fda44nhkv2oMa8e6mRLbtP7Mo4kLiMfTXFnj4nHxUD8THHNwcGFVfxMMeppnPez0URg2GOKZ9pv4qF9x0WkSlzk0SV+5nxos+ZYvcU0MBg62nTXFdz2QRtNrFT5ioTFOnk9MfvQJ15mdHsi/dal+phrjb349ZxoTHDkS004fpc2aK7gTo0cai29iZ/ZRMaXxtP7EBOeMPprG0zWuh8pzH5LI28TUGxw5muYpv3DEQ6dpHZt7xrWqXOnr095FYzg0tq48nlgaqz/9gh3Vx3hbGLhM67jaUcfTa5UYzKVLOXfsqIkBjjc9d66d/NKWPtbWUX3jbV5rfEdjmtRvpmsTJ7nqOjXFEQdtvLECa8fqEzSa1h//9MFJTGKcmH5zhsZyXu3s9AoYati2Y7Qtrh1t4Mj3Tp7UDpydPso/HP2Gvjtrky70dW+xgyMe+YIxxZEbdSwu8U1wzLEGYKjnab6LgzbWaM8ndUgbGLSeGv/mp820Bs2jS/rAnZj8WAvqb9pH0xQOjaZc8NeLbWpwqg3/4qGNmKY4Z/VRtUsb/QLmxMRQv9mpP76thTSerqunxXD8r48/DenuOHISSbydRMIhvMU7+bQWxbXIYfQNwreh/9RTFp0k1mgnnwgBp42YfENkWuS0UVhuNF+6+x9OcZuYebj4ZGry7YV80lm+aTLlAmt3kcTHhUxT85899alZ5x66lycYFt20AfAlVzRmk08AzVMnrYVp3cFh6qa622n61rZ8WVOTTxNxKU80nv6v3nDEU+1M65gWNIYz+YQVj0xcdIaV1p176N46qo9OMfgqT24yrYdJzs1Rxy7O/gftKR849RzaeD6pZ/OsKfmC5/nEzIOx3nRMck9j1wVYdJoYLjZ9VA37BpfnE33wkCPzd6xrFbzJt4L4xkGOdm96aaxPnHGtkivx7NSO9Z2+7Sda09Z1xn7aR2mDjzXh8dToQWO2e62yvqfxxF9MxTPtOWKCY11NMfCB03qYfNMdht7g2uC+zTfbYE5MvakXGk/7TX7h4OGbM9M6Li4aT2PCB04aT2tHjtUMjd2bVD/F+9B9GreuHjrvehwcedJzaDON61rjaa5w0G/U8JQL3/iICYbHU9OzcNpZm/h0rwRr+i0wa1OumHulqdGDxl5zTjUWB2288J/mOv7F5PkOlrUkLvvpfba58Zn8KquY1At97KcxyRMM9ybTmolP9/yeT9cDbdQxjXfWA//10el9G/9qUE/vXrRYj+zlRr7Vsbg8n9zTlm9xeTy9P6GNXImL3hMTg+smDPvpewxwxAJHn/B48vpDDDSmiW2qsXmud12rpmuCxrRNH7gTg6NmfAt72kf5pauY5GlHY72CJnrfNCbz1mvVtI92/ye+6f1o2tCYNlMuNBWTGpxi4MKqGetA/s+0U9/oPpPYWViTxvo032diPc3H/xeP02VXm935z7JuZ+hzRnxn8niW8vWscTmLz1k4Z9XOGTgwzojrLAw4Z2Cdoc2zwuOMWFaMZymuM/L9LMVD52eNz5r76eM1T7vx7c5/r2o8zc1989Z83Xf+IcfOyNND/PxfjjlDF3zPwvm/jP2hvs7I+y7Ge13fXX0emst3GheP9u80/p3On4XzTn7e6fyzwgPPs7ichfNO2j3k/JlczsA6A+PMXD1Ew3cac1ZMz2JcZ8b2Tjq+3Xk8drmsGLtYb8f1oeeeBQ7vxPX0N7r7ZGk3+JK5i4NPWO8kxtPON3+Xy1k4YvKph/3UVi67cZ2l8TSWdZ5YdvmEQeNdbcxvW3keedz8s7gc8X3f2DP4wKiOd+KKC55n4OxgxGHldJ9+DzkGY2d9x+UsjVtTD+H+tDHFtKtxXHZx8DxL47O4wNnB2p1f7sJp3/HJvnxN5jan692ONrDisoOzM7d47OHEZz1+5DGMdTsydx0L4wyNz+CCVzgrx6OPYdD3WdT4aCzr+LSx37EzcWi8a+VrJy5zn8U63okpXc/SeJeL+Wetq921SZuzuOzqgguMdXNsYmKqjifzm3MGl2usnh/dx+XovOvx4ezWTnVjv2PxgeHxxMKYzs/nWTjwdvUNQx3bdkxcZ+VpN6647OYqfXZxxNN2hsb47HAyd1djcezySIszcNJ3R5di2tXmjHjiEtZOXObuxoQPjK55O3xgXdupb3Qj6ecyfvrl5wbT5iZgPxPw86/dr8P76YOv5k+5EKy4dr9O388nxCbGiZkrpg9/+MNb+oiJvjjB3DF85H1HYzzOMHUnrh2NzffTVz/L2PnZzKrxtI4teLHgtMOFttWfxzuNRFzVzbSOzaexn8iJbWriqHamdZzGuzUsBnlO56k24pBr62onT7jA+OAHP3jReoJljg0OvAkGXcxTN9OfU8LIqj14O3zoLK4dHHnyp6jiFMfJHpdqcBqXmPxEbvrzunhXf/CmXGDRVlw7OLj4szl0hrVj9dGdnMt1+u5oYz3hQ5udXoFPOFNtcKCxn0JOf1YuBjhqWGw7JudpMtVYjqvjKYYYwqHxNK50cd/mujfFEUdY7k92DA68nbUAI43L14RTGqsdeBODQVca6xW7GltXuxrD8LphR+O06Vo10cYcuYJBF5gTq178SQN9YorDd714mu/4iydtpjVIG7liOzHxj4uYpjji0YfVHqwds57kDB/7qaUxnc7QGM7UxKF25GtaO3JDY9fxHS5iwKH7gR1t4Mj3FAMXc+G0thw7ajBogou8T02eYPiPPuVqWn/mVcdTDDGkDU7TtQln1WaaK3HYquOduPoPKHHZwan+aDPFMTd9dtYVnOpvByeNxTaNSc5pjId87eDUR8U3rR08ulbtakNj2kxxWlPucaYY9GXeN/Znb/Rl+pxp7//inZ0FqACI5iZTc/N4kkw4RNPcBA1nYnAUlhcWCmMqXslU7AqDHS1241u8cPCaaGOOuXRRGOKa4tAVFzpPi7Rc4QNHjEe1oSf/tLXBmVgaa0a7GuOhjtXOjjarxvJ21NJXnsVUgzuKY7w6SWM4kzyFYz6saR2rE3mi786LUnxwwKWbBseOWHWTxtP645PG5sdnsjbxKSY5hzHJlXnqz9r0wnSSc35tcOTJfsIlbcQlJvqwI1hxsR7DmPYbvs2Vq9b4ES5xh0Ff17vWg3NHjW9x4YLTTs7l2SZXE8NFXOKhM5xJHfMNBxdxyf1RjWHwbW2rYVrvxEVjGPBwm/BJG/rI1QTDnOLa0RgGPcSDz861SizuKegjZxPjH46Y7KcmLvGksedHjcZn9VE4aezxUcOFNuLRK6q/ozjGt6ZoDGdqOKkd23QtFBce+OzgrBpP1jgu/OPiQxtaez4x86wBMcGBfcSMj08YO9q0rqxNjyd8rCExtb4n2hSTtU3j6bWTlvzjQl/5PhoTjPjAoPNEGzi0ERMc+6k2+Kwa43PUYNCDNq55O31UHGLa1bjaSeNJPw4DF2t0og0t6WMuLnCmvcI89eu+FqepiQsPGHI11QaftJnUH/58r310eq3ivzrGi+YTK0/du01wyne9wvMdHLmCJcajOMbTWJ7VH20m+aYlLPlZ7/mPagxDHOtaOBpTXORK/bXGd3DoQ2PxHcUx3lb92e/0Chxwkfewj+oMw32bOoYzyTnfcmV+Gk9x6Fu/mWiTDuqXNvCmOOaJCR+5mhqN9WIbPhNtnub7fXefRM7+WvxTEMHZziAZNUmZGoyd+fk9iwu8XT64FNcOVjHtcgrnvcblpnHV/6v7M/N90/hXtV2fpc167OhjGOHsrE/fLjJ/BwN3XNgOzhkYOKTNzrUqjOJpD/+onRFXGHz/prkU/27t3DROyV/fn5VvyOXJ49907ZwZF6wz4qELm2KtdTzFeJPBs9VHcdrVOIzi29GnOt7BWPns4FTHOxhpcpbGZ3A5Q+O0Ed8Op3DOwNjlYv5ZeQrnvRJXeaIR+03Hhc97TWO6rjqfofEuRnzOuM/ewaANK+dvPpv9ewYGz++1PpqaZ+hzBsZZGssTsxZ21gOM3bjMz37TXIrnDD7iSpvduOLT/vjHzc287X8jCvhqv/8d96c//enlTxL45MMnITc7TwH/S6//ndnWN4POQ78hUcD/Yux/67X5lNSn2jc7VwHaqmH/6zl9fSJ99gXkXMY3tJsCv66AOv6v//qvy7cFfANBv7jZuQr4n9z/8z//8/INJRr7ZvfNzlPAn+hy7/bGG288+dY8nW92ngJ+Pmv7wQ9+cLne6RM3jc/T94b0f6OAXtxrEK/t/Om5m52rgH7885///BGtvXnqzx3d7FwFvDmojv/3f//38icqP/axj91ef5wr8eWNQa/vmNd2rnm313gni3yD+z9RwOsPPcM9m291n/m+5ql/uqQ3Vdxo+gq7C4iv6h81Lwhg/exnP7sEPvk6fJ8O/OhHP7rc/E65wMHnF7/4xWXzkwM2aSYa0v/8z/9c5po/+XSSLi4e3/ve9578NGRSEN48oK8LvhgnGOaxH//4xxeN5FpMR7WBgwtONm/eH8W4ELn7hzZuYNJ2Un/eVIFh7w1CP8mYmJuo//7v/75o7AXY5EWX/NBE7XhMm6nB8CEJPGtqqjEMOjd/ojEuNh/YiGn6Rjdd4YjJ2vATmqMGw3xr3H6ab369ge/Gjj7yPdFG3cBRO+Khc1ofiQ0GHvqxnxd58+oojrVJH2/QmKtPHMXAGY4+al3hpI9OcaxLscVlguOCKte9uTftW2rmhz/84SU+MU7WuHnMtcoa3+mjdFE/tsl180Lk7p+ud7S11U87/5A9ja1J1wf1Z5vkyjXz9ddfv9Sh+W6CJkZn+cYJl0nO+V2vVTt9VFyw0nbSK/Rim3zBmVzHxWQt/Pu///ul/uRt8kZ3fdQan/ZiXBiMrlViSqM3zz7sX2uAxvqonl4tP2z2L0eJRU+nMZuscVzE8+1vf/syX1+f4MgNHD0Up51rlfl4WRfTtWA+nD6I2sHpeqWOJr3L9QWfb37zm5ce6hrTNeKX2XznR/Sgsdqhs5/2TgyO9Q2jXE/qWFzWp3ulnT4KQ57wYrCOmtzg4/UHPHnStyZ9/Sc/+cklX/CmfVQs1iWdq5mJxmrPJibzJ9rQUv3Jk3WK2wRH7cGQK3p/4AMfOJqmJ+P1Png0nvZRYLShcfFMNG5N0Vi9TK9VNKGPmKqdJwE/8IE8uRcQE147b3SrPz1QXPSZXsdheC3j9dBEX6G7VtVH1WBr4oGyXIa5B6UrfZjeNVnf8qT+5Mr+ox/96AXvCJY1ZDNfH+16dwTj4vTuHzHJET5qb9K3cGl9luf2+XnIvri655/2P75gqGfb9I1ufNxzqb9qZlKDvV9BY7pYD5NcndFH01gdy3vvDUz4fP/737/cD1hf0/WJj3sKfX3nfkCfgCMmNu2jcuUabJ3iNsGBgYtt957/8ePHlzWub/Vnby4BnvDP8T98+DZOBWqheMEkGRrLxIinmSgIAk6NYIrchcjCmZgCMFdcisLzqeEhJrEpronRxoXMG0/2nk9Mrrp44DM1etBFk6TTRB9z6Ns25WKei2EaT7XphsMbNDWTCSf1T2N5n2qsTswNZ8KjOV3I6GxtTI0mbhDtp2tcTHjQmN5To091I/cTo0Uaw9oxa1K+5WtafzQVi941xRCD9ah/6hU4TczaxMHNFKxp3cCpj7oJ8tx2xJojR/SFt8NHzsWlFx7lgrc58uRNWJzgTQ2WfNdHJzgwrCWbOtyxM/ooPnJEY9p4PjEY+oSeM70f4Nvm2gAH5pTP2kenGHSQI2uBNtM+qnblynrYvValMbyJda2i724f1a9g2Kb3SnIsFutqikEHGqs7Gk/XuB4qPz4UE9s0312raIzPjuGjV9Bp2kfFpY5pPI1JDDik8bR3yTEONG6NT/SxpuXZOrc+pwYnjF2N8aHx9FolBnPFQ1+PJ0Zjc13zdq6dfKtf61vep33UvNY4jafrnCb1m6k2YrIeaIzTtB+rYXXjdZU63rF6MY2na5x/9efaSRsxTgxGGk+14VccaodG014hhtamuHaMtsU11YYeakbtTDHEcFYfhaPf0HdnbdKGvu4tpibf6pg2Hk/5WFeudzt9lO96sZxNcwVHLHRRhztxuZ+wndFH9ZydPkoPutCYTtNc4SDfYtrpx3SFo348ntp//Md/XK53+s70GkML8VR/U5y1j+5owz9tdq5VMMSk/6nBHdMn1B+s6bp6mv/jH+k/DenuuEKSBMXg3Xnvytuef/75y6dEzlvYmqfHEu/Tleeee+7ySZ1PXIhlvgR4rDEJ+iMf+cjlU06P1xssGD458rN8vnxSoqERrZsFGAr9pZdeuvDwiYxjeDie4YQLHrCMEY9vRCoGReVTD9928q0yny6az1fx4ONTNRjGOW7hWyiSCAPWhz70ocs4YxSLuNw8MhjmxUNsjonrtddeu2j75S9/+cIR3osvvngZ6xM42OLGnfl0Dmc/G8rEkzb0EisO/BjLN41hFJc8iatvOGtEClL8Fi48mzzRBSbtbHKZ+YRP7H2j0xwLxYuTDGfz+WPOw+CTDjba2GB57pxP3dSOvOJenowRn82YYjJP/PzIp+P8iAmGmD13/OMf//iFizm48mczpk8uadw3Hry5KDY60lTNyR+N8c6XGl/5OE8/OhsPgz97uvBJ4z5VlAOxwsHFJiZ/cqVvPqoJGxz8M+f7togaxZXP+PDB5wsvvHCZRz/f5OELnrxYL2IWI26O0c9YXNQkHJw9h229GGOs83KG16c+9akLNeOsF3h4eZ7GuODErCdcaG0+Hjb5VF/VFq78wGHyhK+xxjgPg4784Ojnon0jjA/naA3DBk990dnjzuNtTdLRcRrrf8wxObDW0wdXtc6XeTYaqz+88FQL9SXz8MEbXnzE4hsT9o7Rhs60hUHr73znO48++clPXmI0xnnr0zmmburFdHDOfP6M5ZsG9JMDm3O44iPejH7qXO7FQR8ae4w3nnzRh1++jLHeqtF0sSbMcV6N6je4qA31Sx860k7N8JPJJW35sdGeL9eh4qKP+WoUr2qUP5hMrHjSmA+bXNLZRk81DdO3g8QNSzxwbIxG1rfaER8c8+gKRy5oqafDoGHayMFq5aox9Hh8d91lNKQRbcQtJtrz4ZzNMefMpzFtYNCPL4/xoTG+xsC0uVatODCKiX9z5YkeNKAFrE984hMXrfiGAYtfWPS1yQOdHKune04H2sCVL2PVBa6w48M/zjjRmsZix0Pe1bbx1qXaoNGap9YUfBo7z/i2WeP5an2KXUzVaOcdk2dcYDkuXmtczulDK3mAYd00hh/xwcAZhv6HHwy5xFssYjRWnGono7HjaSwP6kqN4s6sKTUIl8b2NBY3n/zrA/jKV/qsfdT56ks/aB3RWA7kr57ftZVv60rcNlYvKXbH+KMP/ZhYnRcTPvRa16cYbGpHPujjvknN0FfcMMSDczHh6JxrPZ9w6au+jNUL5AqmMcYz+jluMy8cGtMPjrqBQws+ccOZPxv94mo+HCbf9RLzxOL+TXzMWLVOH4+dp2H5jI9cit0YPHGRY7WhzuVJndpgG2OtmB8XGPyIwTxjxFHO1CiNYZV/catx2hWXPf2Mt6lj+tJaXuCpOfdtxpprTL2YnuZ1jaEfzuaLG7+4OVdt0I/GxsDN1j5KP2OsT/7SR32KzTw49MOR2euNck0fdYmPGsUJjmPliY6tV2PEEw7u/BgDFxf9mE+8mXM0Fhc+jtPMWNZ1g34MvjzJBT7G6nv6LCwY4pYDvD2Xcxq/dPeaqRrA1Vxc5IM/52ijbvjDWbyujekDT67yha+asG74UCv29WLz+FF/uNscW/soPeVGf4OHv3G0s3U9ozM/1nhaqHf3bfzBdZ4u4oFhjsc0ztQDnzZjaC9Xagd3x+hDY+sKH/UAS00Yj2+xG9/WtQofdcu3+bh5/vjuml4vwUevoI+NyYG5/NgYfflSO4zGuMuB2GGXp3g4Bkf9yBfNbGKXc7F5bn738zDqo/BxseZgGMPMkUsawzCmOqrXGqevtS5wwjku9MOPtmKD53y1ozbkw7pUw/SrjvnjR949pgseYsKNuT6oX/oY03k4njMcnO86JE9iUj94p6Mc0E++HW+NO49TvQSf8k1jvD03BgY+tKRrOYeJj03s3U95zk955xd3+el1gRjox0/rHD4/YlPHNKEhnHouLVzr8bXRz3xj0hh2NQrTHP5h4Q/b6w/aWZv40q+6kltGX3k0hhb80BcXOPy1do01RozqPF3gqGM6w6IZLnDUnXo1Vp9Qo3Rk4jIubcJ7+eWXL+dx1G/EJu9qR93JtXzhZq5c2TM5h0MbtUxnuhV3fUccuDQmHvSDy+DoFXzSmH7m4RNXOomZNsXNBx5MDHTRm8RPOxj0Ez99jKW/ceJqTP2YL4arfNozc40RG590NVdcMPn2JViPe04PfMUFV47liUb1UefV3xq3HPLHwtOvcbHVQ+kHBxf5aoznjhvXfP7XPJkbDk5qmG6MLjjLA52rHY8ZDmJz/8avuB7f9XG5svEJI51pQyucYDgPmz8YDIY1rr7UhzHqDMc0dqxrlcc2sdLOuoHJl3jw4I/W+BpLa4/1D+fpbDxt1KHXFjA8V2tyLec48+M4Xaw/hit8sTE+cLGpLyaW1hPf9b3LyZP+OfWNbkFkEiRYASkQRgTHPTfW5piCIBLTSAVrrgXYY+NsxHbOHAbDMc/hNoYf5yoWCx92XPiDbbGHY++YOcwYuDUNeMbDjq/zCtY5G4PBF8PHWGMUBcMfxjoGL2OyuMOHweDgpuDduDI4FZ5xMGkeNty4Xibc/cO/woSNKwzb2lAVvHlrXMaEZay5OPPvMZ3s049vPmgGp9yEgQ+eLa74eR5/x+CJScNIY8fWMeln0YtNjHBwZvnGMQx7XNK42oJb7M7BWs1zx/Fh5rU1jm95Ms6Gh3nFjg+tGB5xWvWDKU5YGppz9IZhPksDYzPny4FjHvNtfk2r582h37XG1zh88C9uGuMlNnPxKd/G5Cf/zrfRwjz44haDOay4YDueRuHzkTmHi325XDU2H078mrc+N6bcwHIOF8fTlH7VEYziEEN8xcK3cY6Z6zn/mWM0pk36GG8u45uvxuh/6hWO4+Hy6zi++YcdX1hw6WIsX+abY3xznDNn9V/cxpiDf9rCpI3j+TLe+TDbwxYPMx4X/l1AjYGTf2OM9bx+7Jjn8Bl/cMxzAba24OHUmPRbMaqvxoRTrbuQ09fmHG72cNvzT6PiCQMXF2lzcKVV+qw6eJx/WMaKhcGiTfPSyfg1L9famOtYnIw1RxxitlU3xuKQfp0PI27rGH1UfcGgBV/h4IwvHGYPG05xe24uDI9hrGvBuOpcfTKxiCMMx2DofXw4zwes4i5H9ixO+Kafc57j7IYKH7VDa4+Z8/ymhWPmd95z53A2L85iao75xqdNXJxvDJz0c/MnNjHCEVdmTDUKJ272NufNk6d6CQxzVisH8TUPR/uMX1zS2HnH0o+/ajRf5jofDv2sSf7snaODvfmMBs6vmjq/auOcMfyVY3F5nvG5auM4HBszDx9jxCQ2+YYTX2PEiNt1TI7F2Zj0ge0x3M53DO84Ogc//saI0XnaFCO+8an+iiF8Y9fHMOgjLhuNYTfGfBydY47bzGsMXjDo4TruHP98Medh9kKkecbB9xxv49NYHXoM17nGwK1Ph9O5nsPFGR/HPF9x+ITtOBMbHzimnzHNo3Ex4tgYj6+1gYdjuTImHFxsNHasuPi9XuNwHWfmwDGmF6TX/QYWzsZk4jIPTr49p4UaheUxLMfjgz/LP9wew2Hm0cW1k84288IwnsaONadzF4C7f8xheBpTXswTP3Oclqs+cIrJGD7yFVf6ionB8HjFcNy8xsDMj/ukdY0XgzHw6dV6sM+n8wwXb5rQ2HmxFM9lwFtjXMuMYXzzAyO9aGyMF/fme25vrDHGrrhxEjtOzN4mzrTEr/PG8MvSwmPHyrnn5RM2P86Xc+fDvtbYvHDjbIy4XKtWDDjFZOyqTRj5ogWN5clYOOJazRg8+WKw4dCPmUc/fvBscyx9zDev5+bYwoBjTPW23o+unGHjE455HpubeS4G/vmsdmCzeKSxY7g47xyrjujhnNjVK9+Nsc+H88Yxx3vsuTnWOI2ZOfitYxzLpzEei6MxNMCFxt6889j9tOPxoYHxPV/ndox+fBnr2kAbcTme8WtM68Bx4xuDm8f082YZPx6XO+Mbc32tMg8+wwkuLfhSh7RK4/gbw+w7Zt9jODBcM+kRxjqeT8eLgT/zPceVmVvc3mgUj7iux5h7X1xpzJc5tniu2hQ3bJbOfJvD0k+O9VGxyZMxeF6PKR7HncchfdJE7bjO4AInwweXeNgXQ/yNoZ86Tyc1SOM1bsfMZeGt+jmXrt6whpXGzsG6xrjOU3k1nk72fDxtfZpfDzSWT+a4+fzTt3ul4nIeH3NgW8PMnDA8N0b9yZMx4oZBrwwWjHqoMXBW/YwxD1evh+QoLsYyvtIPhjnxzJd5/JiLE674iSPj1zFYmWPVn2PNgw8PVjltzu7+l4x2kd6aj6CN+BJrSzyBCLpiyKXzhGVEqNA1JCLCcN58Yz1fhSgBYRgDg5g2jy1kjxsjGcbxt5pj8JgEGG+uizzePoFprjHmr4l1LK4ew4KjYbkBwht/nEp+ccFerbjsewzLYvnud797GQoHB+eZx8akcXMvJ9/6p8XEv/k2OqeNOfflyfnG0MkcmvKp6OnkmHMsnfDJYK8ap595GX75ccx82GvOnS/mMGnswwQ3LzQWQ7iN78KRL3Ody1+LUu3xJy5YmfH4ObfycdyWpR+NcbA5lh9jHasGmrdyoRN9zGst4E+PfDkvB8UJx7ly4Lkx5hhTXYjJvEyurjWGk58e89/NFB3oky97z/l7mjbiq2ZxSmO4+cJJzPdpnC9jxAOPTyaGVePi5m814/JlDKOHdQXfOrQvV+HkJyxjwhGL5/w3lz6rb3jXGjuWn+YZI09yThc1Us6NfZrGKx9+zTcXlvmw8iWGcOIoljA8Nkc89OoxbehR3GrI+fu0yZfxcMWlj5p73UfhG7PWpPn58RiOeS7OcgUP9+aYb5wxqzkWVjhpzK88lbf8qS0xVceOdy4/9HRDB9NYOHznC4dwWneOOW9jsIwRmzg8xi3NjKHvtTbNjZMxMHHgC+91LRinFoxbbeXqMT3E4IWFdW5d0Lg+1XixrwY/XRyHU9/0GBfc4msvzvQ1x7G2nsNQM8bhTiN8GscnbLqt5rgxzONip6uNb3NwYx7L4Zon883NzDN+rQu+wzDe4/u0oRsL0xg3vNZoGuPgfNu1PmkPx2O+06Z8p7kxrOfpHHZ8jKGn9WSMeFeNnTdHzK0zx9haS/Q1Do4X2ulgjOPMGBpea7xyMQ8HWsBi4uQ/c/5am+IyBga/xvBFZ3rzb66x+XBstRXHYzzWFxa0gutchl9rrmPOp4/H4haDmPCzFuyztIG/2qofDFhy6gWBTVzrGDny/DqutXacx1ntWePVfnzSr+fxgVGu6OcxLupGv6AL3DQ2T8x4V39hrWP4x6MXOObAiTMe+Wk+HcLw2Bjz+KGxc2kcZ9oYd61NOLCNWeNyrJ5uHDP/7bQxH455fSOKNuJ0nMEyzpjVHLOJyZ524mDeeKIDLP6NYdcaO97mvMfmqFF4tLWZ1zjH1cV1npzPym0ccYiPucx4x697oPNh0Y8O7flW9+lrnPPXGI7znR+Y9FPH1rgYxWRjxt7HBU45txeDDxHqS+lzAXnrH2NY+sBoc9xj89iqsZzHmS/P367+xISzjZkjrvR1zHw+4utYOfGY0c8cY3Gzx8885tjTtHGuMfzLgzVFI7UYpjF8XMdkfhjG4Ma3PHltxuSbpus42PS91hgHZiyc4kqHVWO5d/y6j8LIl/P6jfgdw++6j9LJ+RWnsRcyd/84Lwbrshzj1xzHjLle47g0Xiyew3GMPtVxnB0Xo9jSJg7F5DnfrgkwjMMDVr6MCafaMT8/HovbPMd8UxMm/vUtGMZ4Dms1scSnGrHnn79rje+rHWPDcN5z89zzOx4X/Fj6+bbqauaFZSztWsPu2T22Fbu5xojtaRrzT0+1481T9Uof8/hi8l0dXw689c+qDR/8pqP5YvS82OGY49hq5q2+wjHPcTlxjHluPpzVHA8jPLp678Q1uPrL9zpmxeGzc44bTw/H6YNLa6G4xLma4+sGrzyFl8aNS+NqOLxVY2OMhwen60n1aI48vR2GvBhvDGyb52IIJx+tq2onrvw0hsb07V6pOc4znGl/H4bzxtHGPX/3xvSlT+ftV4yOm1vOPTan+ghDvHGhG37VABzmeGOcZ64LsOjDtzEZnWhfTI4bGxfPixuuteVaro+dae+7I/DLr2FvImuwEmnB9DV5wR+1buLhVVxHMYwXGi6EJPaagIfiwVDoXrzh1UJ+6Px1nAKFhY+41mSv497usZ///Mu//Mujv/qrv3r0l3/5l4/+8A//8EljeLt51+csFPrSxIbTxOij0GFYFGJqITwUDwZtsnXBdeyhe/VnsZTvSc77+Y3a8dOw64voQ7moF3xwoAtOR029iKdc0WZqvSlifo16gqV2bGpGXBON3bho+G46/OzGT4YmRh8aM3U30SeNxQSjBj7hI0/yDpPGE23Mb312QZpwUb82PyP2c6D15/YPxbM2bXC6aB1d33zBoIk+au/iOsWpj8r1pN/Ep4sqLvJ0lI+YXJTVsTxZDzSaWBrD0CcmccFQN/bs+iblCK8z+igeatkLXGvKNe+oxjh7s8hPHmls66d8R+IxFh9caDu9VsGR82znWmUt6Be4qL9Jr5BvGtvUzfQ6Thf/UaK1IFd+KnrUzuyjZ1yrzuqj+oQNXuvzqDZyLaavf/3rl5+Srz/vPILVGsfHY/mamtpj6m7Sb8ylCS7iq486ftTCgaVPTHqXeKyHr3zlK5frnT6hlo/2nFVjNa3nTAyOPiq2nWuV+TZYcKZ9lDYwujeGc9Ti4o0MON4ssCaOasxvvVjtwZpg0Fjtia1cwztqMMTGcJloYy4M1weaWFeTfkwX3/R0zyXfn/70p0GPrGsVLjsa09f66nXDRGPzrW9Gl4k25lqTeikOtkmvsA7euPtzDbSmzWc+8xnQI4OFE+tafhSIvmqnOsZpYvSFs9NHxWJTO+KZ1g0O6tj9m3x9/vOfv6zxo+vcGscFJ7346Px0pItNvvQKGh/F6toAo54+zRUsa1yvgXWUi7hg+HW/uTZ/pmaKc0YflSMay7deYY1P+KgdGObTd9or6NMbsV0fqocje3+mQxx4uOZN+h8ueiCdcal/HeFh7Jl9VP/b0Vi+6130UcdT+8Y3vnHpW73Gm76Wvs//8Tud+1DeOqYgNcYKYlIMoMyDYZtiwDF/58IcBg6avaTCnJqCUuyTBptP8/HpAjRtADiIKa3DP7qnBy5wplgwcMl2NRbbjsZdwMS1s9jo0U2CxxOjRS9sdnThe62VHay0neYbl3TFSdOfmjjW2pngnKkxbejSOp3wMZ8uO/ryC8ObD97kdnGe5Lw58lUdTmKCIx652umjcKrjHX3gyFXXh+I8Eps54qGtPT5TgxWXaVww5Ejt7Roc+rTWJ3j4pPEOjj7sjUH67Kx1fGCxqcbmrhxgTq311H6CQ1ex2NumZk3RmD5rfEfwqj/7HV34bI17PMWiC5ydXPMfTlo7dtTMpa2/Edmbg0cxGr9TL2HYw+k6taNxfOg0NXPh2E9xqv9V40lc5sRlp5fCUX87dUNPesDS/2BNYoJTDe5gxKUX++Ue/lHTZ8TSdnS+8eaWq2ndwIFBF7aDY651vqOxmvHNPfpMe/ElkLt/mj+tGTjmigdW+Q//yL48mbOjMT642E/jEg+N5WqHi1jkqz4xxapezJ9i4HIGTvne7Tfi8PoDXm9QT/JljnzTeDKfLixdu8+eYJmjjne1wQfWDhcYTC9mk3guE9+a2/pMp84d2eOgBsUFb8oJxm4fxZt/OPZTLnD6QkHry7Gjxn+awJmaueWo/QQrbWBMcYppJ564+8a79was9TPwwrU/9RvdK/Dt8bujwKuvvvroa1/72qO//du/ffSFL3zh0SuvvHJZPO+OtxvqTYGbAjcFbgrcFLgpcFPgpsBNgZsCNwVuCtwUuClwU+CmwE2BmwI3BZ59Bd7/xTs7i6av5PtTBP735D79nbwzD8dX6v20yE8YJj858OmfTwf8qQ8YePjk9ajB8TMVP12w+Rs07OinQ3D8SQw/+TPXJygTbfydb/9j6pe//OVHf/Inf3L5H38ncfk5B31p7acmPoE7amKy+XvhNPJpVZ9YHcGCgYuf8dj69PcIhrFw/EkMP5eib582HcWhjU0tT+uGTz+98b/k0sbPOyY/6/AzFVzUDpw+IT8ak/Grxv10ZoLjTzVYC4zmcn7U/BQtjeVJv5gYXftTM3qG2jlq+oO6ExNOPiE/ur7zaX2qG+tcvifaqBs/91M7fXNqwsfahoWLXtgn23F9yN48GvuAjU2/AQNH/Vqb+Ez6qFqz+VMs/i5iXCafRut5cv748eMn3844iiMmawGfuE3quLmuVXK200f7maj1Nf2lBD5d79SdbVLH/YTR9cF816mjGqs5mujreiHMHY39j+Trz/Um68q67Fo17aM07lqeJhON+/NP9HGtsiYmZo3LOa31wwkODP3TGq8XT/TFX08XG5379tTRuNY+6tt7dJ7w6TpFYza5V1K36tc1mMnV5P6vvoWLtS6uSUw4uE71k3BcqkPnHmp6Ohw90FpQwxM+5cq1oXv+h3JoHG1s1qc9LhON6+vWJ537u6JH44LjXh2GmjF/orE1qQb9RN261EePctFvrEmvzfDyfNJH6aqO9VE5g0Hjo3zkDIb6U0NqZ4IhFn3Luur+epJzuXZPod/I0UQbmopFntQwbpM+Sl889D+5L67q/MhevmHBwWVSf+KyxtVy16iJxjDojA+baGMebWms/sQ1uc+BQV8bnAkGLkz9iU1c6iaN3jz7sH/xgOG6h8t0TVlPrgs7fdR1nK6P7+6NWb3r8uTAP+pf30rnyet6tQfH9UVMXe8mvcLalCNrQkyTPooLjNdff/3J+0mTfMOxdc9f/zsaF33wkS+b+juKIaW4uG9Tf/WbyRrHQQ3Shy4TPmKyJuujnk/7sbjUMY2qv4k+4oGhhtTOpI/iov+p5dbURGPre7eP0tQ6dw22d12f9GPXqq6d7i/6dcGBNvFkqPsk/QIftTPR+AnY1YPj71BdAaxPXTwEa8H4u8bITt6EJbpgLZhJgcdJMgkHY3ohgyEuCw+fHbNI4HizUqFPzCLFSYHRCLeJ0RgXeJPFtvqUczi44Ha0kZiDyxlWo7XgprWDi5hs8lTjP8pPYyuu6aKF0Vo46v96vPqDx2g+NXzEZU1NLvL84mJtunjA6KdBRzmttTPlsmq8uxasS7GtWh+NydpUx/TBbbKm+Kxu3IjDmbyBz7e58mS+x1ON6qO02TG1B8s2ub7wLS76iKu+NeGEiwt0N83TOuZbvmmLz8TEpP7sbTtWH3VzOO2j/IuFxs8999yYk5i8yKGtnjP5MCst9HTxeME0jUv97uqLj7jwwWXau+iLT2uiOI/u4dDYtc6G01GjSdeG6brMp/qDxfSciemjtNnto/VjGk/vBegrJi8k3R/RZ6LRqvFUl7Skr9j0nGk9m6+OaewxnKP3f/isGk/XAgw601i/ce8Ga8KHNq2r9DqyT08Y1jheO3HhQ2M4U43NxUUNT7moOTiuee4HfGCtj040rmfBnMYkJ90r4TW9N6EvPmzn+iKWrjFTjcXhmglHDU//jyCxiElu6FtNOn7Uqh0f+kzjWjWevv7FWxziorVtYnoFjb2mVzP+bNfU1J+NwZ0YfWHI+TSm/MMR1+T6AoN/fPSbnftZecLDG/g49f8wHe0V+Mg3DI/NP4pRXGf00TD6f+hgT0wsalD9eTx9jwBGmujJU6Nv15hpHxVHteNPUUzNOrIWvPk6rWP1h0/9eEdjH4LSxOsPcU31We+V8JnY2ken96P8po1+Po2HxurG+pxeF9LAG/jyTuOde5Tw1v2pb3RLIrI+JfAfn00+IUBOAiRTkxT0xCTAVrOeXoD4NrcXTDAnTRZOBSG2aZHzbS5tcKL5xDQjGAp8+oKf3zSGs6OxWM4weoiLxlM+Lsxe9HuD0I1d3+g5yo9/XORsp5HU2KYY8aZxdSdvU1M7Ghte09pxce4TZDe90xtN8VQ7OxdEscDZ1Vj9wZH3tD6qs7qBo3dNMfiUI5+2vvbaa5d1OvlP/NQJPvKF07RuwsGJNp5P+qh5MHDBa4ePnItLPU9wzJEj3zxwYZ7WDpywXDOLa6KPmNTMJJ61Tl2r6qPTGsSh2sFrygkP/xmlN6+8uPA35yfGv5tenGxTs76Lpf0EiyZpPL1XUrtrriY8zIFBYzfx3rya9Ap1Iibrc0dffGgMi03rL212+2g4cjV9ISkWPL71rW9dXtC6r53c26o3WPTZ1RiO2Fw3p3WMQ9eqHT7mVsc7a0Ht0fjll1++fFgzeSG4aiznU4ODTz1nqrH6T2P5muLQWDywphqXJ9c8/dibVxONaYrLlEc5oYW6sbZwm/YKmlhTDM7U0tgbhNPYxOPe2IcJevFLL700pfMkJvcS07rhXK+QL/U31djcNPZ4avzjshsPjb2B5Q2a3/md35nSuayn4ppqQ9/6305crU99Z3J9IYIY4FhT7gemfOB4/eEXNrA++9nPju/55ZvGUy7iEtPaRx07avzLlXjsp/mGY4Pj9e9OXPqEN8lt+vHkdQP/9O1aNY3LvFWfaVxw5NyHjtM+Krf8i2nnugnHr1ncJ+nH/sPPieHStQqf6fsV9K3fnNFHXb+nGsuTmPSbaTxp6Zvu1qfXeN5zm3IKb93P//eYFWV5bJFZcJPFtsDcHt4U+I0rcKvhdzcF9L1p/O5rfOvH757G6jd9b7X87up86xfvnr6Qb/q++/rWK95dT///Rb/143c/92l8q+V3T+tbL373tA2Zxqx9x2/78xSoV9w0Pk/TayTatl2fuz0/R4Gudbc6PkfP+1Cq4fb3jZkeO/Ub3RHcLQo4MHxDzn7HfFobnykOPrjsfjX/rJjSuf0krmLa1YZvutAH5tSm34a89iee3ZyLA86uNmm8W8d47GLQaTdHaV1ceE0NxqrzDk61s8MnjcOa8jkDJ112+82qsccTC8OntTv68g2LvrtxhTGNKR3EU1w7WHB25scHF7HtYJWj6Tcp4pLGu7GJJY3Dnuzx2OXC71nXql19cRHPGdcqubLBm5o8pe8UJ4z4TLmYB6NvFU3Xgzjg0HiKgcsa14424aQz7IkV12TuOgfOLpdiOkvj1sPK8+jj4jo6r/HFdFYdn6kNbraJmZe+U4z87tYNnPSFtWNwXGN2YsIBDtvBOUNjGLbdOhaLmMLyfGprXDsYabyTc1zg2KY4MNJlipEO5hcXzInBsFmfO1ZMZ2hTrziLzw4OLmdpA2eaJzGUJ/td655/B0csbTs4aiZtpvqYd4Y+cHCBNeWSFnBsO4bDLg/+V42nfGhSv9mpwVXjHZz4xGknLlhn6HzNYS/7V2gIIrpL1nwNYOfnX7jY/K1JX83fKXRz+xnQThL8RMX8M174K6odncVEX5ymf35C+sXj57z0gTnRx5zpzx+vSvDycwdx7VxAakZ+OkHjqcHZ1bi1QF+52jEa7755wD9t8dnRWFzqhcY7DXKtnSnOqvFOvmnTz23wmvKhi1zrXTAmawqXVWOYEysOXHbWAxwc1M1OTHBg+BkivB1t9D1x7eDwT2f7KZfm6aNdqzp2NGdi8ibs7huxct0an64JMdCWxnhNcdQLPrCma4qO+PQ3x3dyLkfpO80TPjTpWjXVRg/WK/R1j6cmDhrv9HQY5qsb+u6YmMKYaqNW6qMwprnCA46eI2cT4xuH4prGlMbrtXzCxxy5wmNnLbQ2d/touVLH6nBiZ2mcNnI1NVxs1gKj8TTntFF3NN5Z4zjoN/XSSWzFJRab51Or903XFL/8y5Nr547GOFhTjN5TMzeNp7kSk1hwmmLEv/qT82n9wcJFXHhN9RFLGsOZGn3SeKd2ztKYtq2DHW3Usbh28sQ/HH10qg3/tNFv1tgm+YIj71MufOLTPcWuNuLZ6aPyLJ4wpvmGI5bu+XfiorH5Oxj4WJu7fRSH9JHz1sXR2qFra1x8E0tj9/w47eoT3oSLOeav9TetHbqe0UfpQWP9gj4Tg2E+m+Ypv3GAM62bsK7377t7wTb/Y71XaP39I3+X6fnnn78kNfJXQ9/2qSbd31MStOKYmND8fR4YeEwLKy72CmOaBH9XpxekuEwW3quvvvroq1/96qO//uu/fvQXf/EXjz73uc89KfojGvnbPvKFAy6TPPGXxjAswKnG/sZP1iLu+ZG9vxcktrhMNFYztLH5m0wt5CM8jFUv+OBgw+morWuBtlMu/K5/4wzOtI79jSgaW1fVz9G4/P0t+tLHxbUb8qM49IHBxDPRRw2LR1wwdupPTDjZcJnUn7qJD10mGPSohv0dajhuzo7mnDY2f0tOH1bDRzFwgUGT9MFnilMd40ObKQ6N+1uG1tZRHDHR1t/z1yfwcX2YGKwzrlX0zSb9prk0Voc7fVRMMKx1a2p6A2N9+78/cHGdmv5nYfjgomZgTWtnvVbt9NHWZ3U8uXbqWTS2tsRE44nBcd9GXxh6xVHDAZcz+mhrHIf0OcoHlzP6KAxYNtrQ+ajBsOkV6lf/m9xzqeGwPIYzNXmCYR1M+h+/6aKWrfFJDYeTzjDk/Kjhogb97V269AL3KM6qMbydnq534dW9wNFrDO6tK1hwprmir3VV75v0CrHA8Xd3cfH3NOFN4tKLzasfTzDkSu2pZfUX3tGcwxAbqwcexTAeRn+vVJ4mGovFvYC9+Tv/qVvXqh2NxYULjerF8I4aDLXDxDXpf+bKubhwkO9Jr8Cjv7MMx9+bn5p1aY2y9DmKRZvWlt410ZfPMOxpPLlWiSWN5Wi6vuFY43oOvXf+frR8w9t5/4UmNnWsd03WZtcGOZdra3ySKzhMDeKBz6T/wfjFL37xZK5r3gQHHzHJ004flSMap4/YJnxg7PZR2oir60xxOX7UfvCDHzy5Tk3/M0pc6qPyrW4mtbP20Z1rVetTjtTxpB/DwMdensU1NffGcPBQx5P1+TTfp77RjaSFosgV1TSRyCoKG/EmC6WAS4DnUxw8mP2kMC+T35q/G5M3uv/1X//10d/8zd88+sIXvvDolVdeGV3oiyluU23MP1NjeDtcxLWrsSYrJjgW227OxcSmcZ0RE/9wsimXs3BWjTVZ29TOiOtZ0rh47HdqTw3baE3fnQtHa/yMutmN68xcwRLTNC4Xedc7F+ezNLYOpnzEk00xzH+WNFZ77ivK0xl1LMapPs+SxiuX3ZjU8q7GZ9aNeNhunnDa6aNnaJwuNO569yzFNeUiP8W2o3E49mzCpzx5IwMXfWKCw39kka4jAABAAElEQVRY9jtxpQ0eUy7xgbWDs3KBOeEThjcP1LE3e6acYGUTLs2N05QHnJWL5zt8ulea4nTPhhMekzcg+GZrXDsxPWsa78ZlvnsK+2dB4+Kx3+03b2b+zX+nOccjbXYw1td5kw8kiiU+O9rACkdMO3HtalNc9YopFzjqONu5Nz5DGzzOwkkbmDv6hLOD0Zvl6m/6wc9Z2tB3tZ240gbeFGflM8Xg370xLBg7926wrm329Z9rlLeeVwSTTxFXSOLb3LAKeAfPp0IwbG7MJoaLJNjvfINGPDB6U2SnKOCsBXY0rmKSMxt9puYTWxjFNcGhTbZzQZQnjV/NFFu4D927OLdNMfiisbjkOX0eyqFxMNZc7WizarzTrGlDYzUz1UdM4eAyXZvWQHHRedIrYMSF7jufStJFbDCrwXL50H3aqGX9ZtoncIBFH1wmaxyGrU/XrfEJn7ic0Ue9sQwvfad85BxWn65PcOhhO8POuFatN707vOSJPjCma7ycuz7oW9b4RONq2Pxpnyg/67VKXBM+9RuYanCCYa5c0bk6xueoyRF9bHI11UeuxGU+HtNegY+YaLLTR2HgxKYa04TGtp0+Cied6TLVBk69mD6TXNEEFzF57AslU4MDo/U9qWMYNvnqyy0TPuHQiC6T3iUWG43rWxON8Y+P/e49Pwz9b9pvqj9xWVPTmOD0oSwuExw1YvONq13DJTxrfGpqz0YbeGI7atYTfZj1PdHGXBiuMWFMcNRw9SeWyVrAhakZRhc49hPDh8b14onGxcQ/XSZ91Fz67NbOqnHawJ4YXeCx+s5RHNqoHXXY/ehRDONhhEXjSe3AEI86Nn9nbRaT/fS1a/m2b43vaLPbR+mr/urpk7WAfxrLU+tqEhc+2XRNmU+Xtf4mvUKebekz5ZPGO31UTNWOWORrEhOcnXsA8zP6Vn+4TGqHNuU8fcI/spenrlV4THIFQ0x0Fs9Or6iPWg+2aa7u0+D9X7yz+05MjiluP6PoZ23EmyRSIUiAnyAScPrTQUl4/PjxBUMCJonkHx9fq/fT3p2fOP3kJz959POf/3zrJsj8N95449GXvvSlR3/6p3/66EMf+tCouHxCRd+K1AVkajSGo5FMCpTGuHijxzb9+Q3+5ambuknOf/rTnz6yqWMv3qYvJtXwj3/844s2anGCQ1ea4KMR+DMfU1N/8g7PmpqsTb79uYaf/exnlzrWjCYamy+mH/7wh5ebqekLJ/rAERO9JzguGnRRO3AmP9svJ9ann536UwsujhNt9Bt9VO34kxjW1MTwwOc73/nOZfpv/dZvTWAuF9Xvfve7l1jU8OQCZI2rX7mijZ88T03/ow99p9cYvunz/e9//1Iz9YujnKwFfJgYJy8s8qmPqsWdPkoX12E1NOk3cZEna1Q8NJ7WoDX5ve997/ICZXqjSePXXnvtyY34Tg+Ub5xc7ybXKvqs16qdPmod6MndHE56hRr289f6MY0npu9961vfumhjnU564NpH1eAEI+7qT2x4qeNJ/dVH5Uvvm17vcEhjvW+yrmjqGuPXeHjI06RXuI+A414Up2lPp7N1JU9imvZRceHxox/96Mnf9yyHR/Z44ON6JcbJC0v3AnL+la985QmGNXX0esW/2rM+d69Vas/arE9MarDacZ1Re/WLI/oaq25gxGGCQxvr/PXXX3/SR+l7VGN8/Bxc3uVNXBMMOO7b9FHXBRjF59xDTd2pP2tdzUy04Us87mmzCQ4O6saa8njnNad8yzuN9ZyJNmJxX0Hj3oSd9OPWt5jwmF6r1J/XZtaFuCa9Qp7o6x5bbB/84AdL2eF9vVhcYtq5jrvuqeOJvoi7t6GzvuV+dKINTWnrXgmPCQYueoV41CCtP/KRjzh82MQBQ0z9GZ9Jr3BtqAeKabI2kXe9W9/jmuRKTDavq+g0fc8jbcSl/uqBh0W+m3BGH1U3alAPtBam7ytZnzQuz5NcpbE6po370fCO6iMe9wRqaKePqmFrwf0ALpPa0a9su31UrlyD6cQm/VivcO20yfvOazOv8fQLONbn5P74aXmdf433HkRBKwYXj15YSGabKRZ1wgbholcBOgdHEhWFcy706wX6nTDyA6cXgISTyPw05u24GOO84nbx0OBcZGHEx3l8VivefDXGfHG5qZPE65tw2Ktd4zgXFk6agf1qzrd1fOXrGL7m9qLCeceKqTFwVut8cZUHefJYkffGSGPie42znhc3fTN/y4uvdQz81ToXJ+fgqD9xaSSaiAbZ2MasOB6vvvjpRY7G74OE6zcbi3vF4WPlYozc4IJXOhgXn/twwmiMGrbw4ahhWCvfcn1frsJojPrjk7WmrsesOJ2Lk3n84yNf6ti5GmRz82E8g7NiGOfCrG7cPOsVcNemH0aY4cCKlzH0qXasJ8caY27bhchb/6x+nOfbunTxcO6hGq9x5QeOTQ3RuPWQf9irxbWY4Kgb+uhdLkY4XeuXPivWdVzWuJzrx3L1EI35iQtsc3CwFqwpa+GaS7GvXFaczotLruhzn8bmr3Hdp43z8iTv9E2ba84rl2sc58zHQ1z9fxLrCxR+8F4Nzhq7GORZDeNhjn5zX+wr1jWffMk3c9PbjV1xmW/caqsfx50XU3pbV/ly/j6Mzl/7ERed9Ry6qOPGwBL7atc4jVGDNJYr9XNU42KiMZ/FtnJJv5VPeWpcseuj+pU6xiXe4dpnnVsxnLemGucF8poHx6/z1Pw4pY01jk8vTq7vT+7TeMXgRy8uV/R17HpMXNe4rsfIE42tdWsDTvGbd19c1/2mNaVu1Av+/BQ/jLa42N83Rky4sP4mYpzv45KPdYx+A8e6ws25zsO9D8fxNS460KZcWZdeMF2PgbVa2sUrbbx4k2/1Z21l6XKNg28YztHUGtdHPX6oxjCKPV9qx3znrIU1JmPEvppxbY4bQ2N8aPzCCy886X/Nuw/HuWtfXfO6lj+kjldtYNJYrmgsT3qOF9o4s+K2X+0ax3kxWefqJ41W/R6ijTHigVOfWH3dp036xhlP60CuaPyBD3zgci2/1q/YjL8PQwy0qf/hof7y03z71VY/4qExPt6IVcc2fQve2+lzX9xxcW9ijceb/4dqI67WuOs4w7m4PDdmtfw0Rlzl2zh8urdt3jWG4+YXs+dw1LG4rCfn9OT8NOZa4zAaR1/3xq6beg3fq378sBXH3LbOOa/+HIdR38rPEY3pIy55wkV/X/2sXBzno7g8x7nXDZ6bT5vrMffhrHHBoQ8u6lftOdYY89v4ydY6dj6N6SxX1xqHYZ/lw541Rv1ZW4zGYlvjuq4d8zsfftdxceFW/VxA7/4xrrx3zH6Ny/n6qGswH+4Br8fkMxzj1pjwFY9+c9/rhuJ+CI7ep47tJxqLyTzxdL26Xt/3abNqLE5j6Nq1Sj/uyw7pcB+Oc6t+uNSLfVlHnuQ7/YzH+e20aYxxNDYXH/twmm/Mate5Mo425jln/PWYa4z8rL6MkSPrQR91TmzZfdrch+P6kD5qz/UBn4x+17bydQ6XrlVp+9A+WkxwcOZPTO4HPI5zftLZc7Zyca5NDasDPPpQYo0L52ssvtYx/Pe6vr9XT+OV87U+1xj80Lf7JHFd99FrDHHdh1MfLea+JBgf8fC32roWnIchJj1QLMabv2KkYTidX8eY5wND/cvj+2Jo/mT/y0qezL6ao8glwKcfGmQ39ApewTJFV8MigGAtciLZulHwzr6F5xgBerEDwznjElCivHDQuFY/GoDGloAvvfTSBc8YXCUIn1VwN8cunvwSmx83zi5AePsEBBcXNCbB/JQYnFyAcalwYHgRCaMLonESqkiLg5/MOTjdSMZRLJpjhUGL3tAwV1z8iI1ZCLb1G5Rxoa/x+NGEL3EzPmgXN/75oQ08Zn6+8LF9/OMfv4yBZ654+fMYhuNw6MPoVx4uB+7+EaPYacNqnPDjo75wKQ/i8IaefKpBjy1C48sDLMfDsYeBj5g8F5N84gUTHs4aE4NHc+dszOI3pjfeHKOLDRf6ikHMYko/fsSudoqr/9wHL5Z+cMTjk+31W/z4GgOnGsGHLsXtfBd4MRonv7jIOYMtVlyNYfjiSh+Goxc4xomN4Vue6CFO5/LDFwycmeO44G0zx3h5WT/xdwwX3FkaW3u0ZmHgw+oV+KgPc+XRuPWC4wU5PNziwr9xjtNYLmEwOLh0U2KecfSt/ujHl9qlgfH1KVhMrNVOGpuPr5ict/GPC24eG+MFLr/mxcW+ixQ+4mLypB7UFz6ew9NfaGwsU1Niw9cYHOTTHq66NF8ujHOxd+zFF1+8nDcGX76MwS+rRh2jDR+uC8Z5ro/ytdYfHzTGxTz6q8HGwFB/ePMLjx95sF7Mo8/aRx2jLw3F5bzNp+rqhk+5t08/MeLJHz9Mbdn4g2nj31zfGBATnua4nvHF6A6bRkxc+Nha4+KRK/l2Po2tGzg4wJUL5xn/1gKN8DJGPdDHOcYH/apj+GKGXwx0+X/s3d2ObcdV9nEj7gAO+EggO4CFkBA3gIS4Ae6JqwIOOIoIQomMHMuOHefD27GNE/IBAS7g3b/l/DeV+Xb37jlqJnsTeUiza605q556xjNGjZprre7VeKi3DA6f9MPZY33lTHw9l5fNQ0/z2IPrYw5c0rE87M0IY1sLacxX4/mVn/rICX2sL77iZb7yOK4wO451VBxw0NISvrVAGzrfFSdcxHTVz9zmax6P171KrM1Dk/rgCos+zDX68YtPNFZjcRKzfO+NZzh8hVMtoa+cgSF/xNZjY9WKzJqlnfxkcOhMH1oy4xxp7BxsftGGmYNG+pjDQb/qqvld54u+5rDG8MWb0Y72fM5HfGjcGqcfnPgYZ3070g8H2qwa0xdXueO6Qx2AhRsucp3fzHXn+elxdZQma47KX1y0+ruOex/Gw3Ld2ktjWLh0X6EPHnLFWPoUc9dYNcK1NHXePLQ0jnatSRoyecRnecP0KRaeG0djsWwf5y8+cgNnXMWSxvrKLX1wNJ7JQdfFCR99jKXrqrEYda8kPni6vu5VML/whS/ccP3QRxysdfwZvcULH+YajRguNJLnuOiDL33FwjWYtOG3Ps7hAF+/VWM4chQvOObhOx2NgYOLg1UD1vyr9lUraGNc9c9eYR76mYt+1QGY5uaX8eLU2tRPrtMHHzUVP3tVYzyXN3gxGA7x0ofBwIUuaZk2rvMzrrQxzrHGSV0zh3jav+EzPsFqbfHdHLgz8eGTPgyGA+dyGhbO9XFeftKE0co81nm5Dt8aF0/a0Ng81kM1x3ixjIvnMKp/zhvv4BeTL+ar1joHw9hirk81vRzFV5zC4YM+uBRPPjtgdbincB0ma33SkV/mxgUWg+9868E5c9AlbcytHz5M//oUt+KUT1rj9auPseUxPFzoK1YMRnxoKWfkj5riPojBlTvVUefKL355zI51lK7mqeboI0fN5+C/eVzXD2/ny6nWOHw1vRhUb8QBBt78WnOUXmloXgY/Pp5bMzDkTrFwXfxgMdjr/ahz1RK8qjfWtTmtC1z0aR+H0bozJ78c9GmvgksbB61xl1987v2V+uAKh3UdFj6uyWM4+MCC43W96w5jXdNn1dg85ag+OBsPUw7QQZ2sjjqvj3iYg1n/5R+/+UEPeSzX3GvLGXmKuz6w5SjDj7kuTz3Xx1gaixfuax3VHwYe+JiTX2GpgT3udQOM7insd/LQGH7w2XXmufP60NhjMedPdYuO6ukXv/jF5zUAXzysCXM3v7pFI8/1obPx9cFfDPBheBRDXBzVR308x6c6arzHNNaPxrShoTh4bC7jxKk+nuPSXgWHj2pa+wI+MPSF48BVrBy0YfYOPomHueigHsFKY9etdQbPsdZRPhkvl7Vyjcb2TbwZbenT+GOc1lpirPi1P8nh/CqesOjEcHW0hs1B13KjtVBdT1P6iav+4uNoHtg4O2irD04Occhg6EtffcSQzzh7zMKgjT64q13igTfjP53h0GbVx3VrSR8a0xe2x+apDrgOWwwzXOjYHuM6PvIHhtoZz8bstpf+M0pBfOutt177u7/7u+eLTQIrxhwnqIJEXIHwXIAVAf0IAIO4ioCAE59wElRAjXNDQzjjHc4Tp5tN1wguGcxVMigk8MxVkMyHA4OlWBcEi1UQzIeLgBsrqczHJwEyl2Q3ngmgfpLYeTj81sKIr34WAmyHPwfM+AmD722a+rzzzju3fl//+tdf+6u/+qvbBuSNJ9rB5RdO/GY4OrphxfHp06c3/fgmeV03j0Ihyc2jILUIjKGRBddNraQUI/pJZjjmFyf66ScOfK64wYBvHr55bjzO2sw8+NDZ3K7bmMoZ58zhEC/P8aEfn/C3UGDQ2HzGOvwZfThiQTfz6Ou8IosL7mKXv0+ePInebR5zuM74rSDRuAUq3nSRg7Tht3n4Jgdx7sVHfGDJmfQzB41tqPyD41pv0JgLX3FylMfOw5E3ztEPDxpmrvGtQsxfcVKw8GF40sf6xZdeH3zwwa2PfnyGA0M/51q7MMztcA1nvOBYLw760FAumOuP//iPn/tAP5wcjMbytFriHH9gmJPRh8YOvtGO7w7X0kecYOEv1rTDJ874yBm5I260k8flKBx88t1z1607ffjETziO1p542jBdT+PiIP/kLhz1Rh9HuSDP6WgcPuahd37h6WaUxviUW/rqZyysL33pSzef9JNX9DUnvvSQN7TjX7rQWB/XzaPeeAwTvut8T1+tOJU/6We+VRtrQc2GYy444pDhKwY4yX8cYNBJLuIi9/Shoz4ON8P8YVr+mEdrfj670dDSBk9xkqP8orG1UC3hj7loRj8Y5unPt3GHoU+1lk/6iwPe+jDxiq8WDu0c8pTuDlzyny7GW+tpzC+64M0v183Dd6YfbVyTW/qLAz7FQD+6mMeaSRv5x3fP+eAaDPGSww6+pzG9+C8G8BguNNTC4iuucgc38esDgviUU/YQOsE3D99wpwtd5ZZ59MeFT7TTP05pY15xNl5uwTI/v7rvoNFdcTIXn11n6gkca6+5rEtz0Mg5+HKUJvWhjQNvvjrsQ3JP/HGBQePqsT7pA4fvMNQS/F2nL7/5Zz76iiWNM/oVM+fg0I3GWtjWAr/UUdflsfonnvD0oR3/zcvExzyti7St/sHBxzxanOW4XHaw4kA7OnvOn9aDHGFiTR+ccKGbOrpqLFatPfnmWGtt+ooXznTnD5/5ZG4HTdwnigmjTWsLH3M4njy7H+CjMdZLsTSGNvrgK2Y4ywlz0ck5fP/oj/7oxgUfutFFHIyHy+iXb3TBRR3gO+OXnJE7cMxBQzgMDp6u4+O5fFnjaT5rAZaDdvrwPR58gNHBX1zs07SkIb/Euj2aXubBRx9YDvM9+bl+uK37OL/4K/d6c8BY85iTwTVOLM1Ha3PQMP/F0Xk5Cg838caZjqvGdIGjnxioWWJafln/ctRhnDmKAV1Ya0WLLw3bY+CIjRynr5a+5XG68AsP8+jnORy+a+HmizrAR3z4I958g8VX67b1IjZqSXGlnT705ZsxfKKPPmmj/fKXv3x77rFagjPu9LZG4NAZX7nKXF/100+s5I654tt+Brt9nO/qlTjICxqw8s98ajuf9FvrKD3UCvPQuD7VgXBoiA8ssbE2y1F9xMA191PF19e/4eJwTjz1oSH/nDOPGODunD5igA+N8JWjdNa/o3sl89LOdVj6w+ETbcWUfvYq8+ib4aKf/GPygc7mMw+Nyyv6OXeMk3PiCIs+tHG455d7Yt88/OIfjGq/vviZi8b0YzSTDytnOPzpDVT9+GwOfuPCd33kBv2cK1Y0bi7X+S6X5Yz163C9Q02HAZN+xuMdZ9rwaV0PcsLB4PDJdfoxc8hha0euMdfFUbyca43jzuCIEb40gIGLvVx/fPgsDvKCxs6LYzkKg8Z8sT49ZzSGR2eal6Pt0/pVS/Bi+shhXODJGfnXXNaUo9cNHutjDv3wYFp8cYdJE33Mhz8+NLYu+Q/HHPpp04d2DjHli4M2+MLAEwadHfIvjfFIi+IkZvIpjfX13Hlcu+c3VizLUTgdq8ZPf/7eiXn5WX5a4zSA3/qEyS/nzWPO/LY+6cc/9dg1OaqVp3RxTY4an1/VSf34hO96zw8DJ/7zk7b40A4Xh/zVRw7im36rNmLVmrL2+Ws/Mx6XYgFLvJznEw3xhlW9sRaau69qiQ8/ijdcuVIe24toQzP66UdzXFoPNA5rraP8bo3DgS134GjhqiX6xO0YJ3lnLH/4BsM4PBzqBW50prF++OuHpziKB37WNd+ro8ZZ4zSyHnBwjcZaz43HtX0VtuvlqD4wcOk9BueePstRnNKlOqqmx7fXDjjzyUE/eHIDB/lprcPJ97WWlOf66QODL3IUJyZOtBOzTMzbo/F1XSxobT/4m7/5m1uO4nqVfXY3fxEaZy3Qb3/7288TQ6AEgXOcsplJQoH3nIAE5jhxFEbJpw/hBEnSKLQSUQDdcBHOeIc+BLbozGNsN9gwzIVbgTRXC0U/HBgsySvY8ARAIghCxQaWQqsI6Gdh21wlofHMeYXGfHhKTIu3eWCUUBaePg43bZk+9DAPTvhLBIulAum7CI2xEOC1UfGNhsxicSjWDI74wGda4+jWzTMuxSGN+d8mxTe6WAQVYriwLCZcLGBx4Dv94PBf8uILw3OLhT8WVqYP/WHBlVNtmPrAoo2DfvoorLQpBrhYsPLP4pE3Dn1c0884fvNL7lRIYOnDZ/3o8yd/8ifP4+e7hPSFx1yXozT2mJWj+pgHFj5uKrTO0YWG8TFOkaAN/8VbDsqvDJ82M9xh0Fm8yy8c5Ay/5D995YRYsOJQjjonnnKU77iZh3YOxc05PN9///3nGutjLYk1LHzNk0/mccDAWR4aI5a4iDl+zjFFXH9ayWt5CNM5/eSFWPK7/vwuDs6ZQ97Qj270q5bcBj37EYY40I/v+pnXXPhYu3zCnT/VFBj60Ji+dMbN9TY742Ex49UuY/j79LAJ4UlDca/u4ZTPNJfnfMJH3tHYuhOrOMu/J0+e3DRyTixp58AVJzGUozSipRskvjtcdw4P8YTH7/LGc1xg0I9feFVn9cOZaa1x19UC1/imVtIKP1j0U9/4b42LATxcmPGuWTM4wqBN2tKCfuYQh/y19sLQ0o1P5hMDOHIQB3y0cgrn1mZvDMgt/vDf8frrr9/ykvZytDi1ZvCmDxw6m0dutPZwx5fOfMOZPg7XWmf80Y9/4oCz/EpjflUr+GaNm8MNjD6OxvObj/rQj24MBnw6m49P+NCvefTFE1b7WXtVGsOWD3jg5Hx1qzXON/kl/5rbmwf0NYcxrotDez0tujnExzxyWTzNQ19cumlbY5C+8guXcku801gfvtNnjVP64UIXGExuigWd8l2c6WN94idO7nE81sehD33UUXoY782DNE4//ezB+Oknv7Qw8MYVBi3pZh7+0885feSoDwwzGsOoRupDZzha2OJtfeFjbi2+aYif3OO/udJnrSXySv6ttVY/dV/umBeGOOjDXBdPey/9+KAO6Jff+vGJ72nD56fP6uiqsVg5cBKD1ni68EveqCX6iYF6ZL7WOD40kX9az82Di4MPmTqAe31w0oeZU2724ozG9OE7Hp47xDferuOMj/FwGQx5wX/7GY3XPnDa78RMHZGj5mJw8LbO1TfYYt2LuDQUa3GyhsVHn+5ZYeAtz+GIl+vmwMk1WsDijzqBr/OtTXrDceAgR6up8ljdKQdh0U8dja/1SWMGl0+tTXPyW33DXez0katyhn58w5XG9Fk1lhOuyw8Y+uhrDnxprEbwGzfj+cVf5jpdYIiFGPHF/Yx5GC7qCF3oo89aa9PYdfOIA/w0Lv/SOr/wwUVOwITD32MtkcetXbg0yiccrTl+4ZQ2Wve95nB43WCtOMSO3zDpxHfxYjDktnn0MZbPNIJp3ZmLT647+E0f+okzv60J/jJ95F/6GVsd4LMDr+JoPn1wsZfjGY58KeY4um5sc+HLPx9Exe+99967XdfHOdetNz7r7zyfzee653zlM53FwzW+y7Fw9MUV7/Yq+acfnzLz8B1mtaT1oA8u8sZczBww2qvM0zown/nl6BonffAod4q11zsrl/Y7OvIJH7lHS/3kg2tqsefOl38eM33oRmM+MX34VF64jou6BQ9nNan9w3NGF35bM923tRbM77Df0UhdgcF3c3Wd7+YRA9zsddbUWkeNd13dYeLE9/g6V16YD375B5+ZT0446AhDrKwHfWih5bfaj6/cVY9wMRcM/cyldvbcvZKYibnrzjMaw/GcPvnuGgx+i7vHzUM/z8tTe6IY0OBYR+GYT00SC/3ol2/0NLfYV9v4x2/9xDN91vXLXzzUtzBoIdb6wXKdP/xi5nGo5a7TmB6tB+Nbr/xrfzXGHoPzmhfOr6/9aUwT52lNV3zMRQPj6YMTn4ppr9n5bV3yTX7hog9MfehLQ31g0WeNpfrIt/YqOHxLP6/PXbMW5B5tq6PxwZV+9nz66SePmkec6ObQlx766QOD7/jiio814Tyu9mF6i5c8oI+1oL/D/4HpsTH64CIH4RorllrPcaERrtYMPD6bR8vgwSqP8Xad71pc6le8YVZLjHXwf42T+2La8F2uZDiJkTqgtSbt9WIuv/C2v+Jq7ckT56ujrjsnF6onMI2Hw/e00ad91Rj1WpvP5sFNrc3H9un68BWO9am/eMp1fuGin1bO0Fj+4KImiWnX6ei+DQatqqM0Mt451+ytMJj7CvmpTyZvzCN3YLsOy3nGH3hX2i/lN7r//u///hYcxCWyIAocq2CtThQQfVwXaIckbUHCyF6EQSQHPIWpRYuLcwWu4ISrXbkktkTuJlBC5YtWcB2rOd88zsPBWcHhlyDTRkD51Tz6rLbi6OPAxQK2CBUQ+lhQ9dUHnzCdZ6t+5q2IVowsuDNxCl/rRTt/LBRc2H0ap0u8iqUFnilGrsfZHA9p0zh92iBsPnyz8MLRz6JfzTxxMo/rvTijEY35pVBlcUkD51e+nusj1jY9muABZ9X4rtw55p+iBkcxgOMm9YiBx8rF/HAcrHkUNzwZHGPSxuM1b/Spb32co48NxiFn5BLf7ot3OGGYB0abPRwblE3jMRqnT1yMoTGjefrolz9HbeLCP308V9hx8dyG4Fz+G58+t4l+/sMcDmacQ82yRh240Obo18onf8zVHN1YqDluMOnlen3is+LgsM5jjDohh8XdpsKvfNLiG5bxbOXjun5wrfFuNjq/8nFutSOOa9V02vBr5RKPFcd1B6x81aoV4iNn5J+4e16f1md8wtA2D0wbPW3c3KgVrunDYITneeebp2vijQ993fSo7dZs/fnTnHCYa+mzXrNXhfGiOgonDHjp5ubZc4ebVH0cTJ/63U48+7FiOIcP37tZV7OOdbQ+YWibE14+OSeX3bhaC/aq1Y4ah0PjTB/r8umzF8HG00e9kJPw2V04q1/4MK0bRTlDG2vTOX1fFCfjzaOfeDe3mzrn4gxPv9XqWx/XrE+5o67jIt6Otc/RLzhdbx5r3E0kncXKDeZaB+KifwYnfZzTB4YbZDfE9nI31+bSj/HRsdpxHs/V0V7AidM6j/F4rFzg6bPOg497pXy1zunVfPm+clk1bh6aqH80fvLkyc1P/RzxOPrkWvPCN686wS8a2fNa483/Io3Npebh44We+xsxp3N84nyXNmsfOuEj7s6L01G/fIufdu3jOs7ixNfWNw76xSG/wjGf61p99FfTaeMFkToqh+Nr3H1+FUt9aExbsaKRHKQPbutc8TKGxUUf86i7cP3DT/VYzeEbqw+MF+HoT1868889/6qfuRyrrVzC17qX5BMu072KX/TxohGOGviQxl3DKRNLccJHDtOFzvF+bJzoK5e9aK8Wy2O+FlOPj7lzl35ew4g9Xdxb4B3nuzBWv1xn2u4l3d/Ac7SG78PJb9f1V4tpzKxvvtE90+do+DSPazSUL+4p1GEa27Oaqz4P5U5xEmvrgbbeXGgthIG3I0s7bX3M4w0E1usP+HG+T5uwbgOf/eC7WuF+VJzEyzn9YJQ79de6ts4TBp8YfbwuXzUuZx7ySx968guPcsc5R1xWDPOt+uFSnKwJmH/6p396Gw+D3YXDp1UbfYx1r5Qf9OmePw75dQN+9sMcYaWfetN+pY7yK/3u4+N8a85jfvFH3YIlh9VRfczHjn7lT9dx5YsxNHZP4bV017VHjBvwsx+rxnD4SRu5g89f/MVf/AJOvqcTHPiOYumcx9YUXl6P6+9wvrFHjcPQ6oOzulUddW+i/jWfee7zK42bV6z45d7PfifeuKxzxQsuW7UxT/N6XSVO7nEa45o+rPb25NmP5qmPMeuHHfxyTT/m+l3a1Kc5tdUc9ydyqRg+hBMf43GlscP9mz3YOjdXBnc11+LSefPKFzFXI9RRGh3ninvjug5v1bh9hl+N0cc8PQ9jjVO66eODTpjqsX3G4/q67vmKBZ/p03mtGmqvaa9a1/kRB4ZjjSX93M9a44w+9phy1Lmjxs6FEy++GeO1mfE0Fqs0NIZPjtXy2bkw8FFPzev+ZO2TLmlg3F1+6edDGnvvX/7lX772Z3/2Zzff9L/CfjHrNhGJpRD99V//9a3ACiLnCxR4Dq9OO5fjXRcARc3NswRXbAtQfR7CqI95Cdcb3SVAWC/iAocJXG9084+9CGPt47FAKkL8wklxlCjh1Eebda0WX9ootDR58uzFm+TkV32MPfrl2nodFxuiBBUzxbpC0txHDOePOPowXBQA7Ys0vg/DAskU/bXffVz0X/3ST5z4ZnMu/9Y+fF+ta7XFCQadFSTxOpPD8HFR8OVwm2GFpPnv8ysu+sk9OcMvOWPzOHLRD9ZqMMJpnjZB/dwA8bU+ztXPY9a1WueMcbPq8IJJvNf8O2KEc8TgDwxvYrlhcIN49Oshn+JiPdg4mPXEL3M5Gl976/Tsx3EezxVqN2T6ysW1j3HOH3GaZ73OH/GC103vinXEOWLAEnPa0MhN76rvOpfHq63ziJPNUB57Yw6XPkBqTP7UOn/k4zk+1rY1ZS3o73x29OkuHOeKFW36lPohnK7VwjCXfOGrOiHmRz58X834I4bn9LEm6KIOrvZYn2DIG3uM9QmHXhkcVuvxXXycp606rH1RHT3ipAE+4VufPdb/Pp/C0jL6qVteFEzraHzEWs0SM76tdh8fnDNcrCk83JB5cQLvMX6tOOZi6oN9Qbtq3PVafdc5PI+v+hC2deV8z/W7K/+cP/ax//INBi54HfsYl7l2vG5901isxHu6j3thYX+ir708H5sv3+OiXeuN6/Lenmc90KB9vDH6sNrOr341jzXZOhJ7+qzzHTWGFU746o06Smf15ni/1VzxqD3OQ1sa01oOWutrn+arXbmEyRcY4sM3MV/j3djaxuWT566ZF457E5jV9DVO9Q1Du+J4Tj/aOO/+hDbOhVMfbXbEwAcHuqgXaimsFSN/asNa9TNvOUxr+Xf2nisucOmqRuDTGjdvHGrjsvrlmufWg1qqlTvHPndhwDv67g0Ra8J6mu5V5Q4sa6o3aOIfl9o41OpHY3HypjBt7VVrrBpbG/YxTp7jQxMY7VXGHfuGob1Lv9aAeKld9bs9ePYD59Xyp9Y187r/617dGMfa5y6c43V1WKyZOigHH/JHPxgrDi5iLe/UCPq6Hzj2OWq84rhmDfDJ+jT+yZMnv8Cl8bVxWVvXHPZdrVjx6zHarDgeG0Nfdd26qla4xprrs2ef/Vx9cgYGf+QgUwfv2qtcg5cdcVwTF37xqdypX2NrwznGsjhZ4/zxW7thGNP4WudcX1vXHO7T3fOz1tZxvtvFn/9Y53EKhtxz0Lm61Xz1WVuP2XGecOSQOmFdrX3yp/aI4bz+1jiN+eM4yyUceWz/xevP//zPb5yPWCuXrmk777H6SeNeN7hWX6AvWuP68wkPb+jyzRpfMZqv9kb22Y+jfvJYHS0H5c8R50UY9aetdWBdrdb42q4Z19iu4eGxI5y1T/1WDI/r47E+9nC+9UbuY2rFEYNW1pY3ut1ju19a7a44uX7EcT9QHVUD171K//z1OIMRjus97v5aDq12F8Yx1vowGuOu5qjtzt/XV//mrnXOGGvBQePq6Npn1afztTBcVyOsb3ZXHV0xbp2e/YCx4uDi/li+iJG18Ji96uizNSVnxMu88Na50q8Wn3jUOuc6X+iLD22utEvf6JaMCpEEJdrq3BnSxCSghScA3QSdwdCXkBab8ZJzxxRsySVBpwZDcnnTqCQ/i8Unic4nn/RLionObari5GZBOzUa21T5NTE+WfzZFMd4N2PihNNUY1zckHXTMc0dBR8f64LGcvmstRbcTMHY0YZfFRf5c1dBfAw/2tDYJi33JjheWMDp5tmbGRNTJ2AxPCa1gibWJS7Mxjg1uvRGN33EbGI2DzHvpneC0U2vTZq+sCYmB42XexN91znVdJuiN2im1ptw/Nox+efNA7pYoxOTf+Jt/KQOr3PSWD2XNxOTx7TVOtTkqakVsHCa1lFzw/DmjBsgNzITsxasyW7IcJoaHm6m7A9Tsy6znTqqbnmhzTe1a3JzR1/5p+6kT9zOtGoFX8TIvcCkBrZXqaPWwo7GMOAx++9EG2Pt4XJZvZli2MdprF5YU5M8th5huAdwD0nfSb2AY6/il9bampqYs93aRRd1XT22tiZGGzrLY3y8KXfWaMPEmS7q+o7GvdF9fIF8hhdd+DXde5vLOrdXyZvJfSQc8Va7ui9ZPwRonse2sNSsabzNQ1f3Rw7rahIrONa3PcIvBUxNrMWJ4TK9H4Ah5moWjInGtFX/rHEYvbk38U3dK07yxuOJ0Qcf62qKoU7IY2aPmeaxey41VO6VO2d9Um+8HueXvPvyz//0/yyO/vZxnJg9eHLPjw9taOweZZI35r+ijsJRS8VaHk/v+e3ftFFz5LTf0pya+sm3nfdfzI2HN7ppPH3PQ87InerX1CfjvKZyPzG9VxInmshhR6/JJ5zEyRrd1VicvNHtPn1yr4S7tUBjuWedT9cDLLF2T7DzetFffKh7OzxwsR7UdnuVeE1sraNq6DSP3T9aV2oWjEndUvesKfHiz877U2qN3BHv6b36fXpe+tUl900yPW8RT5OhOa/AgAWH7fC5AuNG4tkPm8j0hiOMV1Eb3HY0Nn7Xr+L0KnDBgcVpR5sw4O3gxOcKDFhsByu/djBwuAonrCv4XIGBD9vBos3O+M8YXKPxqxanfNttr/TrVeJyRe6kDb928jCcKzB2uRh/hTZX4aTNrl/h7GicT7tcwtnlchWO+zZcdvlcpTG/rrBXKY9fJY2vjNMVGl+BcUW+wLhKm1cR56r1TacdrKu0KV47XMLY9Smcq7hcxecqnF2/rtRnl0v5t6tNOLt8XiVt4nKVNlfhfK4xJX95Jpd3Nb5qPVzBhVJX8AkD3q4+MFb7zb99ZuuJncfejfdpl0/MfDqA7OTNWA67We1T0gkGP+DglIBT8XCJz84nDfyBw3CZ8IHhtwZ8KkSXqcb5s6sNX2icTXwyll+4OKbxDqe8mWrs0ymH3y7CZRpzvvjUbMcvY9dY7WoTl6k2NI5Psa517bFGX58E0tj46Sel/Cl38Jroc7XGeMRlok368os/EwxxkHtqhd8SYTSeYNEHjrETfW+TP/uRX9rpmoLFLxj5Uts8j21hqF1Tjeni03V/xuixY5rHOL9qdZQ+jL67Ghs/zR26yGHrAafJbx7cHHn2Y82dqU/VG/Ge+oQPHHzYVGN6pMsUw/ww/LYJPh5PNKZHfHa1wQOGY+pXXPgzXeO0CUfLJjHHgU9++zSMCc6qMT47dRQneNlkPeDg4Ns0TuYPByc20QaG8X4zjV8wJjjmhxOnXY1hpW2tOR5rxfwKjWFkEy40UY9917d7OPsdjSdYuPCtWMXrbEvfXY2LNy5s4o9xxtNnB4cu3Rt7vPNb88aLGePT1C/6wGp87Q34kT9aTzvamMp4XLSOyRrnj9ceDve209/gx2fNnanGtIHjmK4nXNIYDptok640nmIYB6c8prPfGp3kDSxc+LRTi/GhT3k85bJi4DbFMVbusUmcbgOf/aBt+kzu28Ip//KntuuPaa/KnTRuzgmXxlaPd3LHX1N5rQdLPZ7yoXH5h98EBwZ9aD3FMM74tJnitKZw8ngnj73Gc08BS6x2sPiz2uzvmFaE5TGS/tzAPzXyp2REnJggclaRnGIQ3REGzIkVSAWJf55PjS8FcopjkfgwwRf1W3ieT4y+uOA0xTAvP+DQZ118ZzkZ33F27Np/1Xgac/p6Qaq4yZ+pmT+N6T0x+q6xmmA0hjZXaCxf4OA11djm7MMaGns8NfrkE/8mlsbhTDAaQ5tycKqNcXDknsf4TYw/cpnG3sSa4BjjECN+TTBwN44vMPi1g8Mv62qqb3xozK+pxnyQw/6JpD9XpvXE4DjowrepXzD41DHh0hgYNN5Z4/jwhcZwPJ8YHnLYG1hTjc1rflhpPOVjfMcUA58rNKbrigN3YtZlGrt3mxgt8EmbCUZj8AlnqrHco031Zhen9RDHMy1djHffphbzb2pXaVzuTOsN/jRNYzg7GtOERlNt+GMsjd2/eTzhY0way52pwZHDfNrVBh9ctBOf+IADLuI1jXm1xp7nf3/Am/Ixlj7TOPHJ3FfkH4zqzVSbo8ZiNTF6uK/wC2N9MDbBMSafYO4YX8RrJ/9Wjafa8EHM19yZ+GV+Grtv857FjtE2nae5gw+cnfXEB/OHQ++J0ReOegNrur5huF+jsXsLOBMsY+jbPj7xyRh8qhXTPMYlDC3MqcHiE98mupjXOG8Qumdz7OCUN3ya4lyhcX5ZCzhdUSt215V/2uifs6rJUz40LXd2NDZ/9WbK5SqN+SRG8YE7Na/v/NKYurzj113zX/ob3Yoaov6TrO9+8Snp5JNSL4y9GPjwww9vhcT39Jz95EMAiPXWW2/dMHzSNfkuGzgKiCR3Y+d7mXCZ8OGPgu/TCnwmv/2Xxv6zvO9j4tNE4/StAEy+S4k2FiwucPCYfNoFw42zBHf4vqqz+kpufMSo/8jtE6HJb0N4oaSgwfKdQ5Pvi8RHrKyFbhgmOMbSxH9W9hifiTb44OLGGZ7cmX7C6caFRsbjMtHYOqAxv3xH1PS7nRRY64pP9J58f69CrcjKGzcN0/yjsd90og/f1K3JJ+zqjfHi5Ts5p7+JTRNcvvWtb91i5LvKzn5Kam1a22+++eaNhzoxyRs44iPevr/N96XJnTO5XL35zne+c9tn4jLh44ZDzN99993n3wM30cZ+p3ZZ29bBZI3zy2GvkotwHGe0kXsw5I0PQGntO88mBkecrHG5R99JHtt/rae333779r2n9qpJrNSsb37zm89vfibfZ8gnOQiHNrjw6WzM6bnuVerWBAMf68B/hC/W2rPmRbo1ru4YP/1edprYx3thoVacNbVYrOQOvJ06ShfrUw2zpib3Suqofebp06fPv6fx7JqiAZ9oLF7GT9a4e1p83njjjVvuqV2T76itblmb9BGniU/8Urtwkoutc+fPmDjTxppwT1Eun8HQtz1PHlunk++FtU+5R/ra1752qzPqH43P6kMPPskdfPqO7jM41Ru5J1ZyRu2b1D+5Iwfte32f5hku9MXHWvrud7/r6c0m+ac+0Pmdd9656er+xH3/pAa+9957t7iL2eQ1Hifkivs294BhTGqFONs7aSSHp68VrYf333//pjfNJ/UYBp/kDb13vjNXznitJ2bdL30W/cf/bD3QuJyZ3A+oN3SmsXUw0QZrmvhlOvc5/JrUCjnnzSs1Xe350pe+9HhBDj3td+oFv2g83cft5bDcU8jhs2scLfdb6WxtTO4BaUpb98bWtdo1Wd/u/3o9Tmf/8JNPZ/ySe/Y8eSx3fG/4WYzCxafqKJ+s8TNc4NDUvmuNWwt0mcSbNo5vfOMbt3yWw7DO8sHJ60R7hGN6z8Uv68F9l5zBZVJHrSs5SB/6phGejzUxtyatcY8dk1rBJxq758fJewNTje136o74uOeaaIOPddDrRViTOmqfqo7iMdGGpta5Pdj68lztOmvijYua0z3/WYz6e51obdHJepisq7CO7aX/jDJwRHeM6DAEYBcLhmSHOTVjK0xTDONg5NMOH5pYdNopzqrvq6DxLofismrcubMtTdNnqq85jb0q3uGc9WXtz6crdM4v7VQf466MFT+nvuFiLD67lsbitaMNHBg7ll87uQPDEcbUJ34YS+NdncPY4RKf4jTFMm49duKFC9+mXMwtb4zX7hgeV8U8nCkf/qTNFX5dpfHUn8a1xotZ58+0xZo+O3lzhcZxaX2e8ePYlya7sY7PFdoUqx2NYXTfdvT3zHM4NL5CH/7s+LRqfMaHY99wdnMHDo131vjKRe7sWLGCOTVjHeXxFCsMnKYYfDB2PaZ+8ccL9d08Fuu0mXLhTzx2tcFlZ32aP5+0O2a8N1TybYpl/K+jxukz1cU42qTvNHfWmO9wgVOs4nQWD4ZDvKcYzWl8udy5s+2qjcdTW/3awUnfHQw+GF+t2MHajVF6rn5N+RgXzg6vtIEx5bJq7IO1XZxdLvikzRVc8k87sVXjnVgZa437EGHHqhPaHX3u4nDpG919GlV714SPOWd8x2P6P9QnnB1OV2DEMayeT9sdf8wZj9opjyPWFGfXn+bNnyvwrsKIUxzPtrvjm+8qHHhXaBPODtbq0xU4OxirPzs4+bSDgQsL67Nn859XctnFyqddnPSZq/K/+sbpZWPh4SZhV5v8qb3Cr5eNYf782dFnZ+xRg/gczz/2eeOv4LSLsXK5CuuxOtzXb+V0X58Xnb8CwxzhvGi+F12/Cqd54E0tLjsY5l5xrsCa+tO4lU/npm1Y0/HGXYFxFU5caqd+GR+nKUbjr+ASn6u47OLt+nSVNunxKviz+jT97cz8qb3Srx2sVynecdnxp1itbZqfbeNzdtzaP192sXbHHznFaz0/ebyLY3xraopl3HpM/GjM1TjhTtv4TMc3bhdnd/yRxy6e8VfYLo+HOFz+RrdfxfcnCz5B2XmHP6d3RWzhPiTCY67F5zF97+uDS3ymfhnvTwX9av/0Twbjt8vliNPzSTvV4zgXnPw6Xnvsc38y4U9u/Jno5E9UmucKLrDgdIQ9aa/AiE8aw5yYOpHGkz/fWeeMQ+167bGP02YHw1zh0GfH4OxiqMFyuT/Tm/KJyy4f86fPlMtVGOHs+kRjdVid2MUynj47doW+qza7fGDt+kVjtVi92P1ztiv0uUKTo8Y7mMZeqbF8nlr67viTNrsY+bC7LvNpR2Nj1Qj3bfJYTk8tPrv6hDPl0Tg4uxrDis/UL+PoSmN/zvsqaLyTM+lbu4tVnNI53DNtGF7jqcU7cTd21yfc43TGj7v6wmG1d/V5zLldn+Qtff0puXbH+NKxi7MT6+ZO29rOn23TeIpjfBrvvMbD+yp94Vylcfqc1XXtfwUXNWLylQgrD4+v1uaIf/b5Ffqa8woceQxnN15X5HE6XsHlCm3SeJdPr/GuqBW7XPgkVmt7ezL4kcbhnYUoZ8I5O37t756t94+v0GjFvvSNbkmgqPkeJYkxvdE0bvcNmgLQ9/TtJKixfQ/ONCGI7gWO8Ts3iHHxvYElxhrQxz6WUGKF084bjfzxRhqcqcYw0vex/O/rJ++8KULjaf7xxZ9jGL/zot/4NJ7iWPB86bsZ7/P7Mef51Z+E7OSxfCn3pgXJ5mxt4oHX1Mxf7kzjncZiNfUn/mLVb9RO+ZR39PF4GitcqsfW6ATHGJr4/lU5PMGgjXHVrh2f4PDJn/zB2+Ejj/mlneAYI499Z5v1OV3jzS1GcnlaR+lc/rXOnZsYv/wJGbzpmuBXGsPJz7N86Oq7YMW9tX4WQ3/z0xinndxZ69XUJ3z4tbtX8UWs7FceT40eNObb6t8ZvLWO7uSwOfmUP9P8wwFO3zk5jVU4ao48nlg13X1bOTjB4QMO1oL1uWP0xYt/U23yi8Y7MYdTzZnWURh8orE3u8ufsxqlsVpT7p3VR39Ha2lXYzFP47Nc8h+H9qlprOhhrFoBa8cvOcyv6ZriFy3kjTWFS/HK58e2cq71NNXGXHKQLmv9eiyH+pm/ez84O0ZjBmeqjfFixK9qhnNnDUb793RtmlPM+SVm09wRp9aTxzu2ajvFogccGk8x+CB34MjlaR2VJ+kDa1pv4IiTfVPcpzjFm0ZTDNrwSb4Ud+fOmvnD2FkLcBx9KLvjl9oX3hTHOLGujk5xxJwuNKbTFEesrAU5DG9q5u9+a8rF3L43Hyf7+bSOmp8/5d8Uh65X1FHz7+5VMOQNo8+OeS2ubvFtZw++i8NvPHtBPP/SowNi39XiO/IElAiT5ILj8M+NOCywU/MF6TAc00AQv+9WLMEmfHz5ey9IcZloM5n3rjH5JEaOncTyTx5g7BR+2mTTDdp4OdML0nwL91fdlsPinD5nObQW5B+MHW1WjXc2Ifo65MzL1lj5EnNG50mtgGE98IlVuG9PTv6oTsDEhT5nDZfW584N4tl57+rPD4d/dGJ9OyZ1C4ZcTp+dOuofYKz6TvnQ2JoQb3Ga4MgZPrUWpnsM7a/Yq3DJdm4QrSn6wJiu8WIuXurWy97z6LLuVdOYX1VHxcpRnZjUCvnXHiFWO/lX3kxb8a5uWUs7dVT+wWPTvQoX+jh26igcB52t8517pam2jUtjPnncG6ldP9OG0fqe1L+0kcc7LwLDobEc3qldZzS4ry9t4rSzV6kVcHZfD8GwJqyp6RqHgU81fYIj5xxw5E1Y9+n40Hn7gpxzTO7bwqaL/KMNrEkdNV7uMet7oo2xMPgVxhQH1hXWXkUXsdJOzHpor5pq3JoyP12mdbT8w8OxkzsTLY5j1r1quh5oI3e03Y8e53nM82rWTh01lsbymD8vW9/irW2NP0aLYx9+XVFHxci6qqZP6g1u/PG6ylqY3uMcfdx5zqc1/ya1gsaO9Jmu8faq3TpaHvNFvCY+0fSqOqqGto/jMskdMaIPS5/bk5M/xKm9Co9JrGDgQ2f+vOxacZ8El77RbRIO5/Q0qa7EkRB4dNwnxEPn80mfSWKGLSnYDhcYFeudQrv6tMOHP1f5BYvtaJxfOz5VSOhs4U4KAD/i4vEOnxVnR5vihM8OTnz4xGpvTx75g8b4aN1MOaZ2hV/5hMMV2uzgxEW780JJ/tLGxrp7wwqLLpNYF9f82tHG2OK9s6bg4ANrx698Spda+GeNxvk0xcEnm2IY/yppTBc3mtaCWF1RK9I5rc60aWPMFbWiONWe4VL+GbPrk5veXY1XPldow68pTly0O3XUeKadaixnjO/NA/cUu37hNMXIHy2b5J5xaXNFHQ1vqjEuDm8e0FedmOoTFk5TDGOrFVOfYFypMaxiXWuOs5ZfL1sbvFtbuEx9WuO9G6tdjfnTaxA+eZ03teK045O502cHJwx4OzjG7/qFizeduufyBurUVr+m6+EKDPzh1O5oDIfGu2tKHjvg7XxgWLyn+qaJ9gq/woBH56ld4Zc8znbvjcVpN+a4pM9UGzwcja/NzzPtFRqHgccOFz5dpQ0Ndvlc4Vexwmdnfbo3huVefef+GI+jnf91wyPC8tym4U2V//7v/75tIIm4dHnUw5KhjehRg+7pdAUG6Hy7Z5pHnYaBD134ODEYXvT/5Cc/ub1o8nxi5u9mahqn5hXzKY8wjO/o3KTl067GFtz//M//vPaf//mft3ye8DDmCo2vXAvpq53mH7/kC5138kbOpHGflsI+a/xY/To7Xv805pNjx+ICZ1djebyDgYNc/o//+I/bb7JO/cLhijVufpz4tWNXYJhf/vJrR2O++E3sK/SBJX92jE/l4A4ODHzg7ehT7uzUCjzUYvVCPu8YLPmzY+mr3dHmm2aUMwAAQABJREFUCo2LN592NMaFxu7d/Nb7xGiBAy67Ghufzjsa4yPmOxjG4rKjcTzct9F3qs+VGuPkgLmjT3m8g2FsGmsnxhe60litmGpsblj5NeHSmBVjRx98rshjGDhNuRiHiz1PLfZ4auKDi2PHrtA4HtqpNnwwdldjutD3Zz/72S2Pd7SBlc47fq35N8WBkc47eWP+fII3MeNo/F//9V+3Y4LRmHzS7mpzxRrHI33ieKblg6M8PjN27QtDjaCx1yA7xh98dm3N4ylWGDs53Ny7rxto7H7C4QNez6cmb9J4B8dYODv6hLGzptIBF/mzY7SVy96r2NEmjWFMcegKx3GVxlMcPuCxU2+Kizphz1OXp3zCOra/+bfP7Hhy+hzBH/7wh6+9++67t+8e6p35s3gSU1L9+7//+83h6SeBgvDhhx/epvdJ1+S3emDg89Of/vRWrH1Xz9R+/OMf3wLZpxUTPhYcXb7+9a8//97cyZ8LKIz4SFA+7vzWwPe///0bTr9hfvYTL/P/6Ec/uhVq/vler7MYxcSGKlbiDWOi8SeffPLap59++toHH3xwy2Pf8TQxRVGsKvqT3xoQH5qIFRzfqTQ1GG2I1tT00zfr3Jsi8phNNP7BD35w0/h73/ve7U+ep+tKkfXClkZuGvpOwjMawTBe3min8TanYk0fBVu80+gMH3H2hpNa6vu8JvrGRczfeuutG4b/nTAxm461wJfpn8pXR8VK7vg+rqnJHfrI4Z1PtK2Fjz/++Lampr8JYX3b74rRVB9a2Kvkono++a0KGtPFOlB7dri034n5tI7yCQ/7g7XAr0ldx+XNN9+8YdHnt37rt0CPTG3HCZ+JxiZd6+jOXmUdwGqvmtQKObzW48m9AJ+8MfjGG288r6O+d/6srXXU/dtOHRVzfqnHYtX6OsNJHVWPrVH1Zrrf4dCHsvIXn7NGD2vzq1/96m0dyJsJjlos5n0o4Ts+p0Zfa6H1PVmb7k/gqMnuTSY5jD8e9LFv8nFSu9Q9On/lK1+5SWLvdE961i91lE+47O5V7mthiPe03nQP6J5UzkzXuLwRp9bBZM/DRazUY3jWeHvE2Tz8t3/7txuWdSreZ+PUfO756Sz/YORf1x/TqhPyz1pXaybamIc24pRNYoWHPdP9AI2/8IUvBHe6dQ/JJ3Hr9dlpkGcD1D97VetpUo9h0BkfMZpog7t9Rh5b7/ya1Aoc3NN+9NFHt9f1f/iHfziR5TZG/vENJp8mNVCc1Rz3x2rFRF9k1D9cduqo+ktX98biNNEXFxjut54+fXrT+fXXX3d6ZOKtjk5fJ5oUHzpbn3yarnFxCoM+k3qTCLSRzzuv672GFnO83BtP66h7Lvm3U0f5IgfVdmtBvZgYDBrzxX48rRXmlsfWpvuBqb399tu3OqG+2/Om61MOq8k7Gq91FI+pNq1P651NcGC0d4rZTh67p7DO4bivnfC5L76X/jNKgkkoC0aic1rRtvgUFQnrGkc8dkhkCdgNnMVKOAmhWEsquL/9279962sh2VjcHIWh0OineNlkiO9mQUJIqgq/f1JDPIeExdU1BovBsThh6YOrmyicPIfPJ2+y6BdfHOPjumv8d86GrIDA8dicNHHdwSeH6/GAF49w+KwP//lMS/1pqK+kb8PEleHr6IWr/m5Y6IOTuOBLM77rq88xTrDwoItY4cL3NDY/TP+kxvX0w4N2GY5edOqDNwyc5UuGg/F44SIGMHCkCxNDc8LSxzXa4A1TbPkDw+ZoHI35vsbKXPo4nDePvOOX/vKQRkf9zOfgg1jwi+8eO0dbGF5kG48rzcovnM3D95WP6+kHPwx9YeBkLfDfPK7TmM+eO8wnVr0RSIs0Ni8zJ58r/vKSr+bUxwHHPHLVc2OsJ3FufSlI+NCRf+ZyTd/4wKANg0Njx6qx+P/e7/3erY9x9IPnCMccYokXowm/cWJiQH9+0bA8wAkG0+ICS399HPKCRsbjXo7q57wcxDcuzUM/57ou3rTEm6/iibPHYscvGqcPruuaMlaxx4mOOBYnOhqHj+vln/n1Ewet52KpTjgY7m46f+d3fud5HzGQO+nDV/7IMzitXXPlF070KzfSRh/zZvICDs714bs5aWMu2shRWOZyiGkmhg79+Oo6f8Sblp6LE/3ke/miBmR0h2EeR+Pg8EXN4Ks55DleNMZTTMs/HF3jOy7Oyxnj+eUajY0pR53jT77hRCO6VEvhGEc/fpkXr/6hs76Nd201nPmmj7zRz00dnxlf1zoqDvjwTx8HTYxPY3z4U/3Hi8auO4yFy+8wtOKcT+bGh8Z8a33KCfnHjIEBKz70crTX65e++uEiVnLbmtBXLIpVfIwr//jGJzmun7VlHCzzlBt3xUnM+UxDZgwNraNMHaAh380v/vzOJ+eMpw9OnrtGE37EnT/maj/jrzhojSlv0obfrXGcir/12wdaxlm3q8b045ccpQPD16EfrOoHv/CGIyfFEnemz1pH+WFsMYdtnHlorD8M+jjCwIXvDn1co7MXOXxk5qQv32A6Lz+1njvW9Wkd0IPGsPBuHjEob5zHGb65Ha6ln7lpXJxg6o+j+wGxZ7jIMddXHLGkH+M7bVz3GDe5aT5H2sjTcPXt3lkfczvEVD9+iyefxEp/5/GDFxd4chAf5/AUL/lFQxzNA0O/9OM3M4a5Jk54GwcHFxpbP+YRp3KLrq0ZfV2PE/1wdy596aNfa2nlC5/GbPUbFzg4G88vmOa11sW9I23EPZ/gtefBqo/8o6M5aY+TA7YYmId/5Z+1azwN00ZeqF+4OSdO9KuPc/aQDBYMfWjtOQ768Id/rYXyAh+xxts8TDzh0C8TJ/1g8R8HMdDCMN55+hcj571mYs7Jl/p5jJu5+A7HfDjDcD19jjlqnuLjmoPxGU5+56/nDtf5JV5qFf3oS2eY5qOdOOFUH9ddY3Dkg+vqkvPmyTd9+GUOGjNj1jpqDAzj9cNfn7S1tmmNrxqJk/744il/9O+QF/yCRzvz69e+Bc+aqpbIPX2KN47GlltwxQkHa8Bz88OjL87OHePkHBzziGX7hvnxaQ3iyy85AaM1Thfn6AGDfp6nsTjgxHBwhOMc/WhkXlzkX1zwd06scMGp2mkOWuNOG7rw33jXHHJdf4+N1w8X/M3n9cdaR/OJzsw44+knd5h54OBSbcJf/tHPY+flVgZHnMqJ4l29wbs+MMyJH66ueey6g87dT3le/qUBHuY/vi7A22EMfLlFX3pV22gk5/lPi/Z6/Vwz3vm4aPGVxzDTT7z0lQPum2jn0B82n+CJLaMvDH1oYywMXOiJI7+qFfrwUW4xuEwu6AfLOPPog5f9xnzmSBtj8NDPnGvueF2qvwMP+tLavOLIb6258XFdy4xxvvVLPxzMo5U75SEu8l2feLReYDisGb7TGE8Hf+LrMd/pmN/4xF+bLjiv+qWPWNFGP334qR/s1jjfcMVHC1c8wyjnjZM7zV898hwWX/G19pj8hiEWajv/+SvPV79db23CYmmMD11oyHdzWivm00dOeM4fGHE7xsnYcHAxRsxwpgvfj+uT5nD0cYgpnxxyRw1NRxjpjAOd5ToMBpsv7UNpow8eTO7RzjzpIKf0zS+8aWcumM6nsb78pMnv//7v32JhTlzUgtZm+bfWUX7gIdb6w9YPHzE1j/jB4VP8XMNHfrHiJFdwxVN7pV36RjdHCCx5CMRyXNBdd404BcJ1jrvOCMZxAunHYUKtm6bna4LqI1AOJqFh4KBv59aiRnjCVkj0wa9F4Hl9JAIu9RfQ5nLOPPkDQ9FxMM/h6BMGfgItoerjnD76OzyHWcCd85xffKebln80g6VP+pmLOd88txPPfsBw3cEXJrksPAbnrjjpGxZ+ikCJbF7jWkxw8E0zz3GGUYI7F1++Z/jFyzn6pZ05HPRbLf30o4m5aBeOMfUpVp6Lo9yzMXhubn7h5XmFbp1LH3451nnkaHFPvzTmA7/Nw/CBfcwdXPDmnz7lF59gOK+4uWbu9BMHz80vRuWnuYwr5nxi8NLGc5rgmt/wrcv66+Mcvg59zWUefVzTxhdefPLFc/34nX6eN8ZjfVhx0Dcc2rQh6uMaP8od/hiHE6yjNnAc9MOdzvqIFf20zsMTp3J97RNGuRVn/prbWP7QHLfqGr70SeP0gVMf58zVmso3c8Zn1cs8+LoOwybec9rwx8Hg4tYbDM7pg3O5w1+x0ponn+JTvogB3uyoze3ksx/41p8WeFRHPYdpHjnGzMUf59NUyx9WbrlOQ/1xEOvm0Sfs26BnP2A40lifNKYHjWGap3WlP77mKf/MUz40j/EOGuorDvqsNbAcNQ/Tx3g6M4/1wUEffplfLPPLufrcBv38B075pU9+uQxDnLrueTnQHM7h42gM/fjEHxroYx5HfXDWR+u6gz/6rPGEkV8exyUc58wXH9ebpz40oa859JUjtFj1w/MuPul31LicUo/rs8YpTcrP5qIfPnjjw3ALI44rlzS6df75j/SDA681az4YDn1c46/n+qxYzpV3cHCjXVyaDwbdHMa4LkZrHaUfLPirxsXCOPrwS6zSR45WB/CEId5por+1YLwx+qRfOWcOce/eA77xxuLCPF9zB898ThM4rU8Y5lJvjDVnaxwfZlx5Yx76OooBfvltPD40pl998gtOh3Fw8G0u8+Gjz6oDnvp2Hdd46ufoxZQ+5q8OaBleam1c+GIeOGGIkXnqc9Q4/Vf9zBXGbaJnP+DR2UG/+tAnjcwjt8zl4LdY4eQaDHzci+c7X4o5TOc957vH+MLIZ7jiwG/c4enjun7moIPH2nJ01U+fzHpo3egPh++4e05j85jPOOedM2d+0q55nDMOBg76y0V90ph+9YmHcTD1UXPSGIb50hiH8sIY+MUAlrHOZx67DkfruUOc6ksb1+gOn+780S+txBAGv/TTx2P9Vt/5kD44uLbmaHxhNQ/Ni4E58YFBA8+1qzmXfvlFY1zTuD4rF+fkr5iXx6s25nBtxXDOHPwyJy7Gsuob3HIYnj76uw5P/jhHw9Uv48Qg/ZqD//qbz9zindHPXM4zPsOJs3PFUx/XaGu/ax7nipN5PNf2GEbn8HXASjfXzKt/PuEqnnyFnemLL13gMDyKd/304RvuxuhDGxrCdK4cxCUMuZPvaSMvccFR67VZ8+ljjDaeeNmD8iuc+MIRc3NW140td/RncfWYNjSBAZfhgge/GAxj8cXJob9+Ym7c6re+roUTX1irxvrhLF7rPk2/+rlON5xxglXe4MM3/pqr10zmgQ1j1RiW/BInBsdcDjowftEwznx33fn66AeLOWeu9XWDx7gWSxjmwoU11hyt43D0kTflId9WbczlmiON4cFiWuPx1aecVNvE0xjxdo0+jXF+vdfE13W+6AsXVjXdODj44JxPcFp/ax8545p+9Ewbfpsrfc3jcF1/Vp9VmzSuxq19PI4Pn9uD4ZqLPisWvpk+uGjhOJqD73Cdo0ka148W9aUN/fRh8Nha3+QFXcodsfa4OJgLBr7mgHGMU/kQFxj54DGsfCmPaQB7jVN96BIWLiyf9OEXPjA8tzZxy5yjTTnovD7VPs/1cR1W2sktnLrH1gdf/eC1hvjb+jW2WuSx8fRx35a5XqzMJ688p0uWhvqal2nLUc/Nj4uWrjQx35V26RvdEUNyl+guRuPXNn5n23ypPTv+yv44SDgJkW87+Ls+xaF2wmVn7GS+F43BZ9X4Rf1/2dfxucKu0jmc2ik348vjKYZxcH6dLF13/QpHLu9i7eobFzg9PstpHdfjK3jtYFzJIyzt1Ix1I7GDMZ37vnG7XIyvTuxgGbse9/F90fkdDi/CflnX+XSFxlfxL047eGGs7QSv8ZOxxzE0fhXq8ZHX9HnaaFntBG9nbHN336Z1vExbtenxhE9jd/WZzH3fmKu45Nt98zx0vrHH9qEx910Lw3WPX7bF52Xn8FGHeB3PP/b5ldpewaV68Vj+d/Xb5XEX5qtw7gq/wngV8jgutVONG187xblqHG2v4BKGdmphTMf/MsZdwWlHk3yKx9p27Uzb+DNj/i/0dW/sDXBvtl9dLy59o1sAkPTJgT//9M5+n/gQ2nWfoPVJSOL79KNPEvT3CUIvCPzWgT99aDETwnPv/vcJAVyfArjmsdYnkD5x8qcCHsOB7RrTH+b6aUjnj338+V5/2ubX+/sUxVx81R/njC9hxA0Gzj7ZoEG/TWEMHsb0Z4L5RQPnYXiMs7FwfIebT8F8wsIv1/XLR/hhu5bp06fbPoXR36H/yvmuOOU3LH3NL3Y+qYIB17liqb+5V1zzG6Nl8e0TLufMXVzq7zdRabxqE64xHtNPf/PTpfxzncb6+BMYGOGUA1pjzd2f6PnEz6fd/Mr0gS0Gxdw544uBvnDMJ97ykM9wVr/SLy7GuZ5+8Ogj380Bg4/6eM5c97xP0eKyfipmHH7iFGeYaxxg3KVxuQPXY/P7kxUc+Vj+u85fPFzLp85rHXjwm8Y+VaSxMcVOHwYbVzqzxsKuT7nmU0OGn3HpQxv9+w2MxrX2jdEHJ3z5BcOfqtGGP0z84OibwVo19lh8fRor5nyTJ32Kqj+8o8a4wmZaXOSo9WAMXczfXPjRy7hiqZ9x8LWeW8+4OPyZXbmTT+ajC2w6MmP1MweMfOK33JEza70x5i5tOt9c+sBkuIgXjeHXhz/5cOv47IdraeMxHsbxSe2iTVoYow8MfVZzHj4Lx1ga42Kv6rda0pJ+YpfG+MMOQz/zaNMGRusqf2mLN75M/yMfc9HImoCxritj0iYtnGNrjroGmy84y2f52BjX8OC3a61P1/FhOMPML5+yizdO5XExOuIYK55p5DEu/LLG6WIfxoPpZy3gkcbOwdGnfsbp40+LYfKBpjjro6WXPMgn+Ks2+vCBjnzSwoVTXtwVJ3zMGRca0MtvLTSXufVh+pn3qI35HfXhoz75Sgd+8QFGfq21onNdN1Z8PacxTp7TOHMtjKPG8dFX/vHHQY80XnOHfvyEA5fpW7xxh+m5OuoxH+lRf31gmC/jB5z6uE5TcWrN8IuPTD/Y+VUc4MQFnufmt8adj4uxYeDB1zCcN07rYGljHE64WRMw60Nz+9Rxr1r9kjvtDTSRf3yNM22cl4csbOdwYjTIF36JRX4d+6eXca6tXDymqfE4Ny8+LP3c667mvJyARw/a2avUPxp6zM80xruYr9o0Pt/57JxDHlcDiwVe4h0GTvrysbn0gWPMt771rVuMaHzUD3/nVvMcDqs/Xf32lX1cPeR7c+Vja8o48xcnLW7G6cMneMY1d1j6rOa8ufgHh8b8gMd/NZWf5isHy53Wi3FxgcNgwJWD8hUX4/TTxzwep7Fz6wFD7uNhrD/lxgN/OLCZMR7zN33w5LdrzHhxUCf09dg60zL9zANDXrU+aeNgMI01fzp4bB5jYfCHTisXYzvfONqYo9jwk28szvJPn9UnXMLQV10wn/s//uChxROO/rRfa45x5sWJ6QvDOfsmTcydNvoUb9iZ6/VJP371W48wrfl81Mdcd2kcF61+dPXn8h7DFD+PmTnxWH2iSWP18Zym9Ct+xtACTljVpDR2Xv/VL2P4Yl1q+QCrPmmzxg9O1/HB3xziY83gRwfaxKUcDcc4PsGpj/npYU31GoSfxjLc9aUf47/nOKeDx86pneqEWmqN07Px5uVjvGEZU+55zOgXNizc8QtHn3Ba5zD4EVZxpA2f5DQM2ujD8DCG1qz5jckvOPqr5daDg8bG1d9jfIzL6BuGx+awD+GLj++rN6548pc+x73K9bSFB4eu9nBx8Bi3VRt9YKcNnh348cc4uL1uoIVx5bvx9KoWGweDj/qwYmssPnjIEefrQ2/czJXB6bxz5sIJjmse07MxxrsWJr+Z664xOhlHP62+4oRLcdHXcxzDMNb5OHiuD9+N4798tB5Y/I71xpxwtMzj8s264g9cGrvGzAmbbqvpl698lP/8Uyu0fKQHHHxwg5FPzq1xMie9cfC1I7Cds1b1C0erD+xql75x4Zv56afVhw4wcE4bfsmvMNLGdQaPNp4XYz6Ym9UvjPwKJ/30M8583W+lMX5MX9roA8cYRxj6pK/rNHYNP2OY/vTyvDXlvH7x99x1e5z3NOHYa2CvffTbsc8yZwdhGUtQpAlE/BKlLhwn6EPGOQkDS3GE4chKtp7f1epjHklqLNHaIOtPbIdku89ch2WsRdfjtT9/HfdZyYGDFyf8ow1+BZKvrIS9Dwsf/iiOcOnkeTjGebw+vwvLGItJksOgwarDY+JEi8bBg0MnmhvP0vghfXC1uOiTwQrDOddbgPVZW33xgcEnC4+W+DX32mcde3xsbrFp4cLg32r6vMjKc2uhXFzH4ZN+92G1nvhlY9V/1cm4F+WfPum3FnU+iU/msesPGc7mlzsOj8Wv/BUDhxy4z1a/+WPeu/xatboPq/HWAzP3Ou4xayH++cSX4zoMp5jexadcN7aNlZ6rFrAf0jj9YNBJzD02f+Y8zBW3a2tLG3zV0GJy9OtFGHySJ/rRVbyt8eJtvsdoI/9wMK6b3iOX9LuPk7HNhZMbKVycg83Sz/n7jH7GmM9jmyou/POcaR+KNS4O83gxShcYYuvxavf5Ux+cxcrBLxhwrev4vEgbWPrAwkMuq4HrWoCVfs19bPMLhjrquce4na2j+PAFJzw85l+Gj3MPmT7G4AKPlmnVOPgPxUo/fRzGm5MOacxH9qI46ZN+K2++wWb4VmtvJ+75YU55Yi3IYxqbf+UAc53nCAXD3MYXe/1XjY05Pj/ieE4/9zdwxPmoMb+O/I44rqeDm1pYx7XwmL3KOAdfujnmJ+2zF2kThhjj3gsm5zMYL8obY2mBB70deB3j8iIcc9KHH2GKy8rnMdrQAG98rO/24HzSln8PcYKBi/0FRuvbeZZ+rfnbycMPfR1izKfqIKzVXpQ3+hrDHwdM2uCX4XPUvGu1+sARI3xwN4YenrO0OXIMoz44WJOwjPF4tRfFqlwxzoeX8OQirGJeH+fvM7zFnMbGedMS5lELGj9kcBoDw5zHuFTbHsKRU3xIW7xgpbux5sL1uPZX3PTDybyeHzGK1TpufZx+9LA/WOO4mNtYVp+er+PXx/Kt+33nPT+un/Rbx62P+S1nzakv/2GsuSYPPF/PrRge64Ov+KTNce4XxRtO8TQWN2PWmvOYOOnTWlBz1At+wXaNuX7U6nZh+aFv9abTeOGz2vH5es1jOOWg8Wm06vkYbeSbfdO44n7M1/Q7clifyzWcjaUN8zwO5d+xfqwY9Evj8lR/HLP87vl97VozYeJyzJ1Vq7twiq35fY8v3441yrWV30M4OHnfw73OUQf6Oe7Ln7Shiw/FaIwLPRysPnjfZ/UxxnxeL/LrmG/iVuzuwjLeOHsmn3DRf9UC1+J4F4ZzuOrD72IES75k4TwUL77wTR9j18dwnHtRrNIGJ3WUb7iYHz5b+9xO3PMDhnwzzgc2fFtzMv3uGX47bS4YWhrLGf6tcUmbh3DShv944HbUeOV2F9Y6p7jDNMZjHDJ+3ZfD+hRXvlgH7pVwKQ/0gaHfiuv8aq7zxToI8y6Nj2t+xfA4vvzRlz/8Wv2lP90fyj/X9LP38qXYrfPBXHHXaz0unlq+0ci94JX2G88Ar0W8kt3nWP+fAm44JJai1KYvwT636xToDQg3Q2l8HfrnSBRQ0OgrlxXC9Wbhc4WuUYC+Djfz9KWzTe5z+1yB/0sKtN918/qiG6f/S769KlzdV3gTzL2E46Eb3FeF8/8lHvT1ItILQPnrhYF8/tyuU4C+vQnRC/zPNb5O38+RfjUKqBW9BlGLX/SGzK+G1a/XLOqE+2Jasxe9OfTr5f2vxhtvLclj92/09oba568/rtfeG6eMtp/fG1+v7+eIvxoFvP5QJ9yzyePezL9i9kvvtG0a3sCy8HzSgPCELGfDgjF9E0yh9ekdDJ8WTN8Qjgte3vicFmsbK4y4TLS5IugwvAEmVjTBA6eJ0dib7jD6VGeCQ5tsp1h3gxiXl6mxvMFnR+PWgpsFvuxos2psTU3zGBf5Y13lW7H7Vbf0kceMP5NaIYd7UxjOzps8uODkmBZreYMPndWbl5nDtKmOWlOOSd7AKFbaaR2FI4+1Yk2bKR8aw+qT6bM4OLTf4dI+I4fOGqwr9io5A4uJ1dTULXm4s1fhAcP9gLVAn7MaT/nfNQ6fda+a5s5VdVTuiJc44TK5P5HDNHbAofHLMusaDz7xZ2evkn9rHsM7a7hcUUdXja2H6b3SWf539acJPg6P1dGpiROjrWOyNss9uVwdnfApVlo5vFO7JvOvY9I436ZvNMKpjnYvMNXY2oJVHV35PvaxnIEhf8V7Uiv4hIvftjO++5OJX9ViYyf3bfzGpzoq/2BNagUMfrH2vNuTkz/kjP2BNur5ROOTUz7YvTfBaGJNTeJkArVi3asmGhtPH0aXqTZizi8c8usG+pJ+XLFXtcdo5fFEX+7TNyz6TuqodeCQx8ZbD9O8uSIkxVs7fd2QNvSx1qd1FIfqqJo1ff0Lh3XPD+tla3xFHZU3NLYmek008QvGFXWUzvYZHNofbsKf/GG/gyHe7eUnIW57lRpY/lW/zuJcVUfFSh1VJ3CZ3NfCwEdLH9q8inb+1cMDXpSc/swk5x/ofu8loikmggBnYhLcoZBILNwmBqOFa8Ew5yZm8fOJb1OM5t0dX6xog8/E4kAXvsHs3Bk8Y4zvmGA0H3/SWB5NzPzrMcEwxvyKNb+mebyuBb7tWPpqdzRuPWgdU0vj6XjjYKx+TbBWjWHtmDiLk7hP84+mMNQuGDux4suuzjj4tJVvO1z4RRfrM163Byd/hAFvysc4dY9fOzji1PfNT9d4PlxRR3HoOCnrL3Tn1xV1lLY03t3zaJROv0D0kU8ayyf5g9fU1noT7gRLnMScNtNaYWz1xuMd2/HFvMbjQF/HjvEpnae8xBiOOgpjB0es+KSdWhymPMxr7FUaw+HPTv2Tt2m8s1fhkMbwdiyddzDSuL1qiiVnYPBvusaNo408xmuaPzioN/T1eGK4GOuFPz5THHNXJ/g29QkOf/iFyxSHrtWbHZ/ok8YwJ1b+1k4wGkNjfu1qzJfdPF41nmrDLxrn17RWpO00X9JXS9tyB7eJ0aM8nmKYV+7iQx/txMwPx/qe6rvOm9bOndW7sfyxrnq+4j/2Mb9oUt06y6V5xKpavBMr88Ph25QLTo2tjefZVg7v1lF6rPqc5VB/OLiI17RW0MMBJ42nGnkNI1Zq4BSDb9ZT+TfNHXpUb3b2qrSBNcWBUb2Bs2Ppqu3xDt469jf/9pmtJ3Yeu/n56KOPXnvjjTduX0ruE4LJJ/USE5YvJ2e+z+bsp0KEErxvfOMbNwyfTE4+bYAjyT/55JPXPv3009sX2uMy4fPhhx/e/okLXTpu5E788KevuHzlK195/t1DE7+8OYOPJOWj38CfmMX61ltv3RawT8wmn0ya/3vf+94t5uLui+nP6os7HNr4x2Xi7dO3ySfaT58+vWnz3nvv3f7cyp9cTUxB41eFZIJjrA+OPv7445vG/gnDRBv8P/jgg9ubcjSGQ5+J+cesNO6TwInG/KHzu+++e8sZfCZm45DHfLIJ+ecpZ80a8F3N1re1Ps0/8/7gBz+4fbedf9bU93Cd5YODf9pIH//4gs6TmBenr33ta7e14Z9UnP1NETVUDr755pu3taROTPJGnbAexN0/9vCPOfh0xi/rG853vvOd2z8H9uemtJnwcbPgOwjln3/MUb04Eytc+POv//qvz3/rZbLG+eWwV9FbPZ/WUdraPx3yb2K42MflMl1oPFnjfJHLb7/99m1/sT9MYmUt/Mu//Mvtax+sd//wZGLi9c1vfvOmjd8M4tPZ9WDeda/qHxOe5UNj+tJZrPGY3CvJYetc3I2f/vap+vlP//RPt/1B7qgVZ01s7FX2Bhj945yzOPqr6bDwsqYmv23iXkkdhqWOyr0z9Sbe7pVo/MMf/vCGMVnj9BCrf/zHf7xxsBYcZ626JXfow6+JT+a1rtRkRt/J2jSeX9aEPdyamvBRJ8RKHlsbk9pl/4fzD//wD7f7WnsVjc/yUSfEOz79o7MzOHyAYw8XK9/POd2r+CXW9j049oezdQsfefzd7373+TqY5J81TuOvfvWrt9zpn1qd5SPn7L3WhfuLyWs8GO3B1jgueND5rImReKs39J1oQ2Pr4dvf/vbz6Sf1WJxgvP/++zc+X/ziF5/jnX0gZ/gkbu6XJmucX2oFjfsN/kk9robiI0YTbfjvfp0+3rzil7ifNXnnn9ZaD+r6kydPzkI87+8eUA3kl5ozuVeiDQx7p32TPmfqTWTa89RRpl6cNetRzbE+xdl+N1nf9ir7Ap3F6/XXX7/5dNYvOPLY+rTf4XIWgwZiro6KeXX0LI56I078kb/W0yTecHp/Sqv+TfyyNsXJ61e+Te+58HEvKpfjMqmj8kYOql1qRfXiTA7yyR5DY/FxwDlrcOSOe354tJneA/7zP//zLe5qTuvzLB8a22e8D5PGkzrafclOHaUNX6xNjx2T9wDVCj7ZH6wv751MzWs87/naQ9Wcyeuh++Y+f0dwH9LPz0vKyYK9C/ZsEboP41XDuYvnmXP86Tgz7tj3Cl1gXhHvq7isuuxi7o6nTXx2sXbHr1w83rX82sG5AsP8V2iTH7tY+bSLc5Vf8cm/aXuFP/m0i2W8mrNrabPL54r6x5ercHb9wSVtPN61K7CuwODHFRpfoW+aXoGVNrtYu+N/GT7BnPK6UpcrsK7AWDWe6nIlRvHJt7AnbRivml8TXxqTTz2ftq8ajjrq2LF8uiLeV3HZ8aexu/6sOLtYja8Ne9LC2MVpfO2EhzFx2cUJa8qjcbs8rvZnl8+Vulx1z7Xr06uo8W7dWvPvKn3C3GnTehdjZ3xjr8i/MK7SeAdn1XYHhz6Nr02zM218djDisotxH+9L3+jO4ZLivklfdD6c2hf1f+h6XHYEjAesHQtnh4v5jd/1Ky7hvGy/djVZ+efbeu7s4ysxdrEar92xcHYwjL0K5wqslcuOPuHsYKz+7ODE5ap6s7vG8dnFWLW5yq8djfFhV3BJm10+xb32M4bnfhrr0/ldi0PtDt6uxuaOh3bHjC9eU5xdDs17hU9XYOCz4kz9uwLjqE3Ppy1Ou/E2d75NeYQRl6nG4VzBJ1+u4LK7xvOnNm5nW+NfJY1XPmd9WfuHs547+3hX2+aLyy5e47U7dgVOGDs8jA2ndoq3O7554bDazp9t47ODE8bZuY/9w6k9Xn/s88ZrdywcGFdgXcFl5TTBM746OhnfmHhctT+EO22v8OsKjPinT88nLQxWO8FofDGfYuXPbrzjE97Up3B2+cRjqkv8jb+KS5jT9kqfwppyMS6M2h2s49hL3+j2Atuv5/tzAe3U+lV6GLsv2v1ZyC5OfsHasXB2fCoJpn+CEf+47GoD7wqNd/Iln7T5pZ3qrBB10HtqceHbjn/hTP2J/y6PcK7gQ9crNcZtRx9j8ys/J20a78Ybl916gz+d1YqdzTUu2h1L312/0vgKPrjs4BjbfreDQ9fVL1iT2mNcx06sjlx2sHY1rlZoJ5qs3HHZ5UOb3VjjBGMXK4xdHHx263F5dwUXGA421TptduMdzo5f5e5uLU6PVZ+bSIMfxWuq78rlSo2L+1mXjhrv1Io15md5rP35sqsNvHBW7LOP82kn3uY03p6361c5PI13/oez41cYYU7bVeMpH3lbLd65b+ND2tbu+rWDkzY4TLVpbPGa8lk13qkTK58ea88aPVZ9zo6vfxh02dV4d33jtOocx0lbvCdjG5M2u37BgTHNvfhod7nAqFbs5jF/4jPNHePSZ4rBJ1YOX4HDrx0r/3Zjvmo85RMX43e0MRaWdgcnPtodu6pW3MXh0je6+z4n3ynmO3Um3/GDpHG+J8332Ey+mwcG0Ry+Q9N3z0y+CwcOM7bvg90pJvHgmxc8E8MFzh/8wR9s+eV7peiLy8534dDDdzP6vqqpxjAm33t5l354WHD8muYfDAvf+Ml39cXLeBrTF5+J2cSM9Z1iO1zMLYcraDt5zB/x2tXY5sM/ek/NOip3pmsqjeFMMeKvXsGwvqZY8gaO2gVjGitxEnPfMSp/Jji0wcd3b+Hk+cTMrT7QGK8JF/MaB0PuwJviFHN+4TPxy9xyl744Tdd4Pqij4rXjlxqxe+NC59bkzhrnF19oDGeiMS7i87u/+7s3beLl/FnDp+9j39FYjLJi1/MzrVjhs6MxbdwPqBMeT40eNKbv9J4LB76oNWrGjvGpFyfTOson/uzWUbUcjlhP92B60MZ9G30m3+tJTxzgqDe7Lyzg0BiXaR6vexW9pwaHxmrETv7xhcZ9X/iETxpXi2Gc1Ud/Bwy+7dQb+S/v5PFOrIxVb+g7jZX4wLHn8W2Hj3tj2sCYGo3ljXjzabrHrOt6qg0fjKUxTtN6DIM24j5dC+mpTjBcptoYr1bgJFbTeozDygfuxPgRl2ms5B0M46f+xH1dT3AnRpveMMLnbL1pTv7s7lXmh6Pe8G3KRZzUCHuMdgen1787OSw2ax1NszMtH8SKNtbENHfg8AUObXb86rUdjKnGxrnnkoM7a4Ieqz5TPji0V033hzSGI/Y7GnsNw7fuUc7kTH3xsZ7ax6d8uv+DS+uJ4cKf3b0qTbTT2hd/332uVtB4FyvM2t949qJ479f0QnrW+pTfl5P7MvFe7BDgrHHWAUvCC+xZ68W+L6GH4ZiIBwcX//RCqxhMF68v6odh4U4XnkJEZ18kT5cpjn/oQV/xcUyLCX1oHIZ2oo8vss92bu7oQp9uyPA5a8UaDo3lzsTEWsxxSJ+zOMUbJxjrDflZLFxa7nAmcTInLvKHxor1RGPj6aNVrKf5Rx8xZ/yZ6JPGuMDYyT9rCh7fcJloI+8cdG5jncQKBh440XenjvrHF8aL1YTLVXUUjlqhxYe+Uz7iDas3Cs/i4CD37HdirRZPbjzgMP/EBYZYac8aHDmTTbg09oo6io/8sz9YU+roWY3xkcdqF03Ee1or8BErHGgzzZ11r9qpo9aleMVlUiuqozSCs7NX8QsHxyR3rqyj615lnU9eFNDEQePu26b5F5bcm+QfbRw0Nl6cJvGWw2LuYPaHqdEFXjGfaGN900YuW+OwJjjpq7XOJ3sVfVvj9KXzjsa48M8bERPDRR7DUCfk8CSPjXeoye0zU43xSZfJHlMe+8dnNJZ/05jbF9JEvZn4ROPqqPwL72y8YNCY0WeijbEwrPHWt/aswbC+5R9/du5H7XdMjKYaG69W0Kh7rkkew+ATo8tEG2Oro8V6WivwKeY7ddS6xInReFJzijd9uue/AZ78YXwHfaf7eBpbC9O8sTaLObydOmpNidXOG+bG00YeT+son8RKzFsLk3gLKyyvq8Rp9z6yNJnEOy7d81+1V9GHb5O6Lla7dTS/7DM4WFcTLnD8s09j7QvtM86fsdaD/AvjZddR+wOfHJN6bF1XR+mzu1fRCBd1Z6LNffG49I1ukyDKeSSnSRUOLBg7OLjsYqx8dsTnT7bjE5xdbVYuOO3wuULjlc8Olyu12dWYrlf4dQXGVVyuwsmnzzWm6P9vdHHs1Buo4ezWwCvW+Mpnxy8+sZ06sXLZ0WbVd5fTFRqnzS6X1a8dna/AWTF2/fp103iN91Xa7OCsfHbzBg+2i4PTFfXmMzZzPmse7/q0y8X4YrXDJZxdjcPRsh1OV67xXb+K+U7+0SMcuky1WTF2NfZGBB47fuGTTX0yPr+u4gJzh0/5t4NzpTZ4sB2f0hjGFGf16Qo+N6c2/Fr5TH3C4QqcMLQ7eXwlH1x24r1y2fXL+F2M+Oz6FZddbfCpVrzs/Fu1uSL/djVetfF4R58rNIYRjx0uV+QOjNV2+KRNvq24j3288tnhchXOXbx/82+f2V0XJufc/Hh3328N9Cn/xHHiO2Cx6SdmxuLC8JhwMRaXPnGdfOoBg4URlwmfPpH8yU9+8lzjSWFK35JrgvGZV6/dPt2EB2PiE5w+FZJDPtGZGn3oHI/aM3hyxuGTwD7tOjO+vldoLD404ZPHO2sBBixH6zOuZ1rj6Zy2tWcwfKpJY7/Favx0XdGk3KH3RJ9VYxg7+Ze+9JmuBxzg8AuXib5iId4+pffbV3zc+bRfrPCY6Fte8Asn2kzjDYsu6ev5VB8a04dP0/rHH795EIcpDj9ozGCFdztx4gefxHq6FpqKX4541Hb9sS0eNKbLVBs8/EaFmMPbyR1cYOAy9al6Q+udOsqfXY35gkc4U41x+elPf3rDgec3Ks7alXWUP3jsaJw2u3U0nB2Ni9GPf/zjm6zTmpPG4uXY3avgZZP1kDY03lkL4dCYwTprMGjyox/96LbGaTNdD+KVxjv1pr0qf6Ya88090zRvaAkDn2yijXxx+E0wGu3cn/AHJ3jpE7czrZwp/4ybaFys+WT8RBtzFyeP2QSHP/R1eDz5jeXPZv/f11U0xmWiDSy60DiMCU5raldjvsgd7TR3cPD6jsaw/Bbr1NbcSZ+zWPIGjnhbCxN9zQmHb3DYZF2lq3slPCYY5obj3jidd35rXozos1OL8aENLD5N1ia/Vgz6TGMFyz0/Xjv7eHUifaZ85Ez5h9sEhy/VQPpONQ4DDzbFMVYei9muxvQNZ6INLjDU0bhMcHCIi/FTbcSqOjrFgYFLfPKLr2fN+xTqBayd9XnXvLMvXL0L6dk5i8SfYnz/+99/nlz3dH3wdIWE4xbx1ATBG8IwiDexAukNOS8Ed0zB/9nPfnZLLj5OTGLy6c0337y1643rGTzjSqwpRvPRhW98otdZM4a+HROM5hRrftFpqjF/Pvroo9fee++9W7zCPttaD+WwYjuxdS3QeMfSV2sjmRptrXN5M9WYLh9//PFN4511Zf78murTpmpt8mvH3Ljgwb+pNmqVgm+dTzH4YC14Y+Wdd9557dNPPx25ZS3Sx5sHOE3XpnHFypuWOyZO6bvDRx7zyzqd4tD4k08+udWJ3qie+mYdyGXxn/AxRp3BY5fLFXUUH77QmNYTn2hJE7XYfQWsHZM31rhc3OFTzZli8EGMrAXaTO9PjC1WO/s4Lv+PvXtbtmWpqj6+DK8RRQQ5781RNBC40vDKN/CVeChvCQ2BCEDBCwyU80I5e8Qn+Oav8L8i93CuvUf1rM+NOHtErqpR2bNl6633zKoxx1hz0vj73//+s5/+9Kcjidd9lD47JqY0nu6BxsGxj+7c7+wP9j61M11XMNwXPLf96Ec/GuOoNzlXw/bBHYNjv9jZ/2hMExpPa1gMaSwmWk8MhnhobK/Aa7I+01j97d6r5LwP6SZc6EBjuaLxzho3Fhe60Gpi1pGx7nmeLZxP47KeaLzzXCEG49076TRd5+qm/WaqDS7WAI3tO9Nc4WKP+OY3v3nUMdyp9UxLo6k25sZJvsRH54mp4TR2PjVxVDvT/VhuaPztb3/72Xe/+90plWPcFfcqesCpjqeE1K5c7+yjrXH7DaypqRN7BH2//vWvT2GO/UU8tJnuNSZf99GdNb7uxdO1gI9Y6GNNTOMy7ic/+cnxzPazn/0M7Nh6VrLGp3vFqvHOGpcf+VZ/032UEPSBo36mGsOhrfce9p2dnK/PSlON13vVjsbi6F41xYHRfjP9+Qt92fe+971jP/ZzoZ2c/wLttf/Ovzr7WpzjlQTYHL/1rW8dn5D6wxN+N6JvEvoJvULjQ5y16Orno8AJ5kFeYfVHJ/rENQxFEoZPI/q9aj7d0CdxGtFgaH7ZuX7z4KARNBxBwNHvkwn9+CiGNn3x8MnP+FsMY2HwgQ1H3N5AKnR/OAUfv88mH5y7aRujwfAJZp9i8rEZ0aabq/H6+dLBJoWzOZl4tfRzrcL0wy8cfNLaXHzNfZsn2OKq4VLsNIZhXr+bHZ/0u9UYPs76YRqj2awznNa4xWQuc+LG8NXUjmvpp2Zsavz9Pi+88uFHY8dacZvPNTWj/tx8HOlszKqf1+bTmDjS2DnjY7yHKWM1c4ndsbnE5jxLO/oUk/pzQ4RhvKP5zCVOGsPJ1phcqybUX5zN45sitGEwxK4/PnDMw69raseNQ1PH1oOc8zO2XOV/q43rOFe/NKr1ib8x6g9edRwOLuZifOhc7eBLmzRUV/is2sAJAw4fGOJxE4ORLnKQDx58MzjmkQ/n+sUlT/HSLyZ4TDzFRYcwzGPe4sXFGrfniEdrjzQujfnDqPHrXC7lCk76Ol9/Vy0fvNNYrNUnHNeLxQc/4jcnDL44u8bvVpv4pp9+83tgMC8MPjTiEw99WbrgZF5x4yPf5RSO/nz48an+YMHRzKXfXLSRb3EZ214hbpY2/BmOGo1d02BYU94s8W8diCv/cMzJ4NMNF5zgqBvNPoqHc2ur+NPG9eKCgzcsjQ9N6MtHaw5Hr/XjEwY+zbHqZz3AUTfFpY75hC12FtYak+tpDIPG9BCr+Jhx5nEtjDSzXsSXT/VbrDiJKcw0DscRRv7mUH/8/IBGHPit96owXM+M50sjBkOT8+YyD5+0Mf62/uKhLozT6GevsMZh0pc2cBgf+uRf3aSNmHB2b6CP/TTu6+/JM89jGlej5sLXeDjmYbCrDRzUHp7OGb/2G3nQj681hZOxuJYH/nxwbO3CoY1cakxfGucHqz2Qj3hwvo0LlvnModlHe4PcPpx+xWSONSaxFFc+YmoftS7Nkw8+cUl/scKhMd98ylM/7JGnfGmDi+Yac8QXlkYXeVE3+IhfXOahEf8w+Gau6+fnHE/zqT3+5rAWwkk/c2VhyJOYzM1PrnHx3GU8Pqs2eGh8YWis2L02DwxY6tD7Buvglu+ab+P040Ib+OrP+GoZptjyESs/sWdwzMVH44OveORLbluXYuevH0Z14xgGn7TBx73KGjTOvQqffIzjw8LCQb98uYavGsbF87pY6UNj5/Ep7167Dif94OAAx/7XH6DyR7HWuilP+MBh8tk5rvSA5Z7X/pk+5jOX+PkWk/H6mot25vJsLFZ99FvjFo+6CAMX48XG3xwaLu5V1rp++qoteHHB2XlYMPTzd02/NaVumD88xmBl5jHfinGrsZjlica0oZ33nObha7zYxRaOo3j085Nvcff+w/zmzsdrGPzgZMamn2v01dRf+juKadVmzZNxeNCHH25pTF9rwjVxqUF4eJhnjcl4TY0yY2jcfuya979s3StwMZ/G4KcxPDi0gaV2qpu0oUH64mN8OOt64WOuNDZO3uA4N66YVo1xoDH9mD5YdMGLGduzbbFUf/XD0ODRT7MXqz97Fh5qWA7gibucr9roax+FXUzuV7Ban3DMxfBsTuO1tV9Mxqo5z6OtBfNUG3GhkfHMsTyYS5+5xENneMVGP/7mqomR0d88fOKJj73PvHiYRz9fPjShcQY7DFxgm6d91JrQr4ZX/XDWYMLQmHrPcFHH1jhcffa/6gaX9CkmOLfa8NFojAc+sBw1fPHgk8Ep7mqnuLzW6NA+gIt+GHFxhGEOfuknP55raRQXa4YPHH7yGQ4u/GCZl5lLjmlEH8aPxo3Tx3ptLBz6dL06hmGfoIs6pDF/XOTJfOEYWx3D08envUIcuOJSrloLYdzmiW5wND+ENQ4X89AGnjHG5xsWDrjydY2GYrdXuF/phwEPN8YHJ0dj0gYGc4029gprinkexQEW4yOXjhoLp1y5Thd+NFa/dPHH6PHScGg9hFMuHTVc8REPPPqki3NGFzjwMn1acdOXnz2YHz5X26U/6CYI0oJGmhhMUMTWTxj9JZOPhS6ZBCZKhS4RktNNiK8i95ofPM04Nxci5wNDYTkSlE8PZM5XnjAyPhYdznwkU1HBwttCVpwVjwS5tiYSjzZjuHDaAGDg0xziM1ZcfIrJUR8sXLyGEw+49KFbN1Zx4eM63sxYDU4Gg4b84k0n4x/Lk3F0tRjig295NpYVl3Nz8sGjuGCYww1YP4svThle5lkXwppzfrShocbEkcb4yJlYND70S2O+6WwO+cTLdXOLCy+vYeGWfsZ5LRcaM4d4zAOHGbdqHLZ+DY551hwY10YKzxg8Vhwx4ix+pr8Nx2sa61cT6WetmAdvmCy904825hFTPs3TRuu6+XtwwQFPc7XuxKSfr2u0gROGuGlzqzFc9WUMwxdvjaUxLOcMhjiKBRfjaOicNnzMx2BrMJonn2KSG1zUqHk0HODAzlw3T1h0009DvnLinF+x08Q8tE4fGGrLvK7jw8dYvHHhqx+W8+I2ZzHplw9HZmyN5uHSOB8ci98Ymtn/8IULn7bF5Che8zjCudUmXenHT8vHQxSNzCkuc4lJMxc+fBgcPNQnDHHDMQ4Gf77GMj7067pr4mZw2rfgND+daekIh5+YqlF84DHx0gfOysVYOq+59nDGHyaMGhxxicmagYez8XR2NMZY/QwfPjDEXkxwylU+4sKDj0YnfOF5Xdz1w9dfnta48DFeX7E7NxafuHjN9KllXBjdcElj53xwZsa5Bktj9NDak/LBo7zJVzrRwFivNf7xgQcnbdKPnzpSO/gwc5YjRwa7POhn+nChTfM4Z2FVoyuXaniNi37ih0cjZh44xopLPx29Vhf6Vgxj+WjicsTZGs9cWzWmBx8NJjM2jfEXp2vtFeZ3DZY80CZ90kZeioUm8MVovmpC/fHTMjGZhz8TLxwYrT2vcS32VRt8mPG4WMPGVetpU73mt9ZNGOYI4wB9+IcOuLTO4cN0pAHjQzdzsrRZY6929POD4QeNfMyrP93T11E/znzMQTtccJIXcdlr+fHPR39mbOucj9hpigN/jbbFTz/X2ovhGAejmmg94pLG1bGc0pFPdQEPhmYe88W5+gvHWPzgMHziKmYGQ9xwYPIxFz+Wxr0R5I9DdXw4PfxjrPcf8eGTxjjwp3F7G5xqq7rByX4NQ65ch2McDPHRRrzlkw/OaVxcYm4u14rD+HBwNo/mHF8N1/rg4ANDo4uGD31dw1k8xaRmzMfguN5e4rWxGhxc4IiR8TMfE5frzQ1nrVFzmCsutILHH+ZjGK5Zc2tc6tg8sIynJV1XjcuD6/AZ3Xr2cF08MDTWfmS+jI/5NIZn+RYfbPHIkyMOsOUSHh9j8dT0MeOqP5h8cKZR5+bWB5PJc/k+Ljz8g6t50g+GcbgwOel8XVdrnvgVEzwcNT6w8HbEg35q4rGYcKCx/YKlzaqxfjzy4acfT43RjA+8NI6DWPjRyTV8+aWLI341ccFgxuTXXGJUo+kXLr8MZxqv+tEDbzlh5d58tIO/rnEcqgfn9DO2uhGLc5qZDx84ruPCn4lLHtLPa3OnsXNj8cMlgyM2LQw45sLHdWPbbxpfzPngzC99HT33OuZjLo0G4oHJzMXPdf1w9DN51MyXNvTjo6ad9wwpPj5dPwAe/oENw1Hs4ZhfPOZ0xFN/64q++tLGeE2+shWjtYNrGK07GMUEgzb80kY8cmU+cYiLLmHRprowd1zat+Dkg7fXGjxW3eART3w0e5K4zZd+fOIjRvNVF3zg4LjGhCs+jq7zgWE8HmLsmQEnPiuXeOICg5lLbsIQh3H2yDSgsXnEHR9jxS8mvOHor3Zcdw4PDl/8VgzX1zzpkwNHvsYy3MxrnnQWLz/zMvNp6tD6dV3s1Z9z143X4IkLduvFdbrAYPyNF7vG9NGPzjA0GOZzzvDkB0/cruPLT1zihi3W1kP6mUdf2uuHw8QbF+eu4ydX+bRPiC3DBV/6MPHGGT/95rvSfsH4IkQkNcL2jQgB2CgERWDXfXODkATk//73v/8ITFIJpd+nBMRJYAUI1zWf7hEYHgzY73nPew5xCczHpx7mcq7AS4BFbh6JMU+fPMHS3ve+9x2JInbF4NNjyTCX/xL5zne+8+ANR8H6xlrFCcOnT26aHm1kIDUAAEAASURBVCS9NhcfnMUt+WJhfFzD038bjodrCsabIZy9xsc3D2iKn7jMqx8ercTZJ3PwFZQGRz98/fxa6DaoFiUcPmuevDZW3L6hYG58fXLcJ61ew6MJ3uYUN32KS671m8uCgSkWn5Dyy+S+uM0NVw4c5cA1c9hk6ey1GGhMI+f4aM7VThqvuXKNduLCh5bmxgV3/GgMP/1wpJ95ND7FYx4xMvoZm8aO+vjSAGbfklhr513vetfBl36uGyfn+IglznDSzzzm81oT07vf/e4jB16rO/3iop9rPtX2JpCOTE3SWEzmwE9twvINIK+NpR8u/PFTL+K27vDDxZqivXj1y1NvOGGX7zTBy1h5YPjJg37cvYav7vBpE4VjDash/MxlXPlU4/YBDRc4Ggz68uejjo0THz9r/JVXXjn6zZWPvIfhuk9AacToBgMnscPyuvrj4zqN6Uc7c+GqttQfX3NZU3z59Km2fGuu0Vj+4BSX8XKJn2tpw9c4Wvr2gLkaI+7WH370tReLTROT2oNV3vjTjobqWH7kgDZws1dfffXFQ5C58WgflSt1ZM8uLvXE5/nz50cuxaHuNPUjbtoYBw8feNWlPNBMH4xMHmDYk/HmA4eu1bo80ZJ+YoCtZujDh7mHGU+/5lEn1R7uYoBDF3xoSBt9GoPfPtE+mn7yb24x0BeGvMI03nyruVfBMh8fuZAvmjDX7de4u4Yr/cxBF9f0t5e6Ll7zwBMnTpk88HE9nPTXZ+/C1zU4asLaljs15NgaN7/8wdeMoQeuYrI2XbMWYNCNvnIHS2x8cJE/GsLUmPUrLnxaM+pfXMxRfsQjr2ueWuNyoEb1M/qZq5zjZ1+FIVfFfatNNdy9Ch8+OIgJpqPrOItBXGqUj9e46oOFH9/iro7pAqdvYeFsn3BNw6/arD5dU+vih5sfLJrz59O9Hi9++mA4lwf9ajQ9XBMj/cuVfrh8jWMw1AStXROLuKobPjDTBhcc1n3UNeNbn2Iwvv1Gfpy7B/HBTc11b3AuHtfDwIXufHDGvdri3/2MnzWnLjWvw1HPYmdqRtz0sL7F+I53vOOoebmFr5nPeDga/3JlffMxFhf9NMbdXAy2XFo3YcBvnfOhj7VpLloaz4eJX79YfIspDH0wcMbJOD7Vl9fmND++MOkeX9yLy9FaYPzS1zGN8QnHGrAWYDP5dt+AY7yjuhG3WqGFHIkRZzHBSz+1YFzmnoePXMFRO2lsLvuhez1cc4npdo3bJ6xP+5e4ceUDT+2as9j40Etcz2/uVTDMRWM4NBYH7sY4d01MxYBPGsoX3ezHYvJaDHJjnNzKu7lh0JE2+vioU2PE6bp8e81oy898MGGICzf7kvnEaA6xi3vNFf28Tl8awdbwte/TBgbMW42tOX40oo35+TjKd2vceBqYn/58aMf02Sve+973HvHxETdOeOMndv7m85rxMUc+tMMXljzwkxtrnA9cMVSnjjBpT0c8jHH8wAc+cMREH2PFg7e+4tIHg1b0V+vmYq7RX67oB1ee6OHoNS7yiTP9XDPXrcZyWC7Mj7P6L3bcxWtdMdfFZA/kiwtt6NIeCcd6whcfPuWv51FY9BO3+PETLy7wcHfNPObLDxfxmItGtGk9yKN+TVxem1uu6UcTmLjQwRww+FkH5rGumHFiErfaYniqC3FV6/YQ53R2VOO9/zUXbOubn/johy9d6Ucreau2+MPBBWdzFhMM93rcGI3pKz4xwXKkjzH8xCM2Pl6L115Tv/E05odPOqmr9gtj4xwXWPQzlyMcuvDDQRyev+yTdGRiEZe848rUg1zRmDa49tzGp71YveOkhuXx9l6l3/No+cDDvUrd0NOccpM25uaDj/jwLbbbZ1bjaENv53zN4wi/fRSmnMOhiZjknDb0lXNcxChW+jJYcPFQl7TV4Kzvz+hnLLx84KodWDjCUH+0w8VR/dFYHvgYT1daeq3+HGGuPuG4zqxNcWmw4dCkeOjJrJnmFg8ONTks3+IzrzzBiA8t8KBvGptHrAy2hgc/+tFG/XlugENfdaSPyQMMPmlzmyf8tdZCawqm+mqvwLm9wlwMD82+ZBwfsReTGpEnRgM+agdHR/G4TmNzMbViHJ3zkQvY5mHG4SfeNMYThpqgHx+1J674wLQW5IJGMK198+FGG2NxdjSv8eljLtfVDm3tKUy/udprXcNFTdAHF/k1DoZr+soT/yvs1x4m+sWd/AI0wkjU1772tWef+tSnDtEkSsJaDAIm4jptGygfCbI4YSkewvqhnU2CuMSAQfwwXJdM4hC7olEMfu8kDM1NwRwaDpoFkcGLi2Tlg4fNX0I+9rGPvbg58DG+ooMDQ5LNgZPXClQhKXT+Eq0wxcRXTPzE7RgODDHBYeKyQePyjW984+CiKIqLDvSreI2hhyYPmU3EAlfE4sXDZm4eBY3DmievYeOKj7hxEYtGYzl2k9L08xM3DdMHBny++hmuOPuvkNmHP/zho7/Foh/GmnNz0AcWfjSkn5gc1xvm6iN2/hrDxzyaa+Z5/vDmQ/1ZpPLtxnCrHy5aGHD4ODL5Npec0xUHOM7xbi7xr3z0p5+YYLQpyZUHdPmCQU/60xlOpg/Oqh8Nv/Od7xw6GeeGCU9jMG7XFRzN5sPS2AZHH3Vsc1TL4qaHeXBKX3PBWNevfrqoY3XoQd8DkDXKn9EPHl7MdXUMx5FZj/IFy3zm8QNWcdOw2sIpXMfyhDMfGDSWb9j4VKP5qGO+K4556Oda/TZs8Wlw8E0/8RQXvsbBWNeUeONCZ2sBF018ciAeXJwzOFpxuSYm+tq7PKDYQz/0oQ8dGouJPx/zwWNiFw/t9FcTdLbf2COsK3nii4+x8TEmi+/qIx6ccP/oRz96zCV+WPQzH07VTrqoZbHyod/zh/XJ14OsG3O1Tt80jgcs8aQzHGPtEfKtdtQMnB56jcHDfPAYjhqNmweGhwq/S9N6oks/tONL53BgMRrh0zqHVb34PYatJ/s6P/rhazys1cpVPvzWN1X2ChqKXUzyJJfp63irMT72nB6orG1xiRtnY2godua1hoN+eF6HA8vvaKQPLHtG42DA0lgat1fAaf9zj8EBF2uiujFPGvPPaIMTDfm0zv1aNdfcM/HBVwtjzRM+cPQzGDQUT5w/+MEPvqg/8xtvH42Lo/k0WMxYtdfDulyLTe5Xn3WvUEviSRsYcmk98XOu9tqTj4ke/qGx+OMbjj3JOcPXfu53G8PH5eMf//gRtznFUI3CUcMaPxiafhzsN/Z08dr/zOOcPx/60DCDL5dqh+mnszVeLtSO/SRtxLNqYxwc+cLfOtDaR8X2kY985OAChx8MfHBZY9InLnzFrS56oKeT/U/t5GNu15vTa2PhiB0vRhc8vvKVrzx75ZVXjmcB97z0Mw8MfIxnjuKBxU8fzp4B5RU/ezpdaMifD934heG6Gha7c/OYT/05p726af0Wi7j4ZzDMI5/046f+WqP2UbrgjC9+rRm+sMJrr/Va3YiHRs710QZfZi7XHRlc+PrLO3xrCpcvf/nLx73BB4Hue/TTVm3iAY9+YoJVfbqPqzH83atooxnnGv3wYI76jKePesIHF/cXvvZi2uBMR7Hw45PBwQMGH6/xUTf8/AAAjnsVLDHh07pqveChlW849LUuxWUPlSN1bB4Y1daaJ9fN5cjoIRbHv/mbv3mxF8PD2XzmEhu+zrVy1VytO3u6eF23VzhqxohF/TlnjvrEJV+00+ScLjSyT1hzmnzoxwWO83DoVs7hqi0YzecHxmKCk5mnOV2DgTucal3Mmh8aqWHjYcUbl2Jf44oLPD7WgWd1+ZLnT3ziEweW2FkY5ds1c1Q3XpfP3lfp68svtDF/eeLvtYZDteN1Gvfs5pkLJ/uFulAvrfE0pg0MNRY2be3HYjLOePdfPtUX7XDSGF3jAhMfudL8YLN41Q7emvrESfxww173G/qZy7OAWjbHpz/96Rdr05higpPxo7N8MfrD6gexrtm36MOnWMyRwcZbExOumnUpLrxeebg/VMfVlrhwoXFxOd6uT+vcWoClz3vO9mMcXDcf7sbDNxcuXpsDB36eJfv5Av34aGKGQSNjmKP1Lwcw9fHzrKSe8f+TP/mTw6d9FAfz8ZVbRl8YfOKJTx+2uN+Zp9zzoXMaxycMOaOZudpH3T/tFe2j+DJ88YEJJyx7QQZDk69+LgUHb/7GVoPGiMt1GuNCP/Fq/Lyvoi0sRz4avhqfeDiqK3PhrN98ft6mzzU/r9CviVs8MNLXkXb0cUw/Gnvmt8/13IYzH/rya3+MD574OMLFx/qWC++L3H89L4krLfR3bgw9cIEDF2fj8XHvNBYPdcxPjLjIlfnCclTn8NKPxurYXmqsnFubzs3VWsBDc23NU3PQ8Itf/OKBaw7PkmoQZ3xwrnacMxxw4e8afLHbA7WeafGhsX464+TodbHAYHDaR3v+o2/7KB/j9DWn1ziqB2sKpmtw6GwfhS9uNYi3hkN1Cos2mnzAc66u4FhP4qfrKw97F12cMz6tqePCwz/Vp7hZNfrVr371eO0ekz7HhQv+ufwb3YKQPIu/IiUMI44Cecz0MeP5EJcAsCQijIrn9TD4JLbxeOBD2OYpoZLPJJ81j3M+XhuLi9fOXcsPJs4sDHM0j6NxOGh8YSisxoXl+mMWFhxaKB4xwvA6HGOdK7KVyy2mMQpZkdK6Rds8jmueVqx80th85cgNgZ7Fw0drIeNhfBhe68OXNpm4wnBNv9jj4dqK49w8MMTEj5biVAf553NcuPmn+cxtDI1tOnRwbbVe3/IJg28+OMGji2vF7th1/mGtccGjDwybOn/nrodT/enLVgzXqglj27TkjKYZbVyLh+u3OOaF0c3RuXmLO7443Vp8+RhTqwblKx9jaYXL6/GBUU75iWfVuLjlcMWOr3n4MPPD0OfcsTHhmI913bHzapQm/DV6Nsa4W40b21F/8/OXc1zoGR8+Xj+mMZ/MvOJ2A6KL17iFw09Ninld62t/eopNLMZb42KLc3EXZ9c7mocP3sbaR3GCVbx8zFVs5RxGOHiZ1zhNDcIzr7EsPNczWOE45kNX5uHDub1CH+MHt3tD147Oh39WDA9kcYLjfM0DDLkqprCKC5a51tjK+erD7zbn9cOkgXmNNZe2rgW+5pALFh/Xwyn3MDwEue4cTnO7hovrGaxw1iNNva524GRdj4frrt0eYdiL8aYlrbR8cVnr9wD4r39WH2Nh4EKHaqdcvVGeQNKgPNlHmZhwYOYzR9oUm+tx4WdOdWIdtMbFcBsXrmGEHw4Mc1tP5pd//vRazesVI5zi9tq8cF6msTlv9XFtxaCNa9YlbfBpLcQ5/dZ86asfFxyKBRZb689r8T6mjT5mPJ/yAMe53JUrR3GLi60cOnfkk6bN63U+xoqHxqvO+lcfsfPDDSb+zjP92rpG9K0a0wZmcdH5VuP0u41r5WNe8xjrOZAvTvERpwaLrXF0rh83XFxTy87h6GtccR0Xln/WuIzBQ55woA2t8oHvWpbO+uNjHBxmfjEZk2auv542+hmc4oJj7ynG+IhJLd1aXPiZi74aTBg4pWn6vd69Cp55xAHTsxIcmMY336oxbbq+HtWsenG/gkFf4/IxD27rePHV79wY82rFBgs/1xh/566XJ9dqfNIPhjm9vq0b12GwWxzX6KHBoIvaoaU44OVjXj5ZWMbqY7Thg7d+r8W6mhgb23Xj4TDn7Qt84Vlj4moe+HCr03Aa78hHDGqlWOCFwSf9Vj76Vx/6qbtih4eP64xvefI6rBVn9aGvH3zAg9VcMMTj2mr1u+bc3PYINei1mNKrcXzi0TW+q8bmKq50WDV2TYO1Whiu6RePcd331Jq5NNZ6WOtg7eeTxmKBibuY0sKc2rrGjVtxxEJDujpnuMCIM/9V4zjyXc/FTF8NVhqHwx8Onukcl3DELQaxGY8XPvDyESu/VZu45KPfOU6eJekNS6z5FHt63WLwTUNj1R8tjSumMNI47BUrHBjGeV/vXJz6MnFpt7ZiGude9bJ9FB+4WTqbNxzamNdcq8Y0zweOFp+uO3bOH448uGYO+S0mr403362FwVeT4/VnJ+s4/bDwYY3t3GvNPOLhTx86rDXCxzxZ2rgOnxlrnGuw+MPAxzWGx7q+w4Gx+nhdHTvCWjV+I4w04Cfv5sXN+coH53V94ohHXIrNODXcsxKMcPIXc/GE48jgmN94xo//Ggcc17KwXI+Hc5p6zRevW43XmB7DgG/dwsJH7tPHtYyPGMNwXf/qIyfGwvB+yJ68+oe1c7z0G92R7IEMeYKdtTZreDAIMTWbGgytRJ/FwgcXRwU9NQnsJkSXNdn3Yioqn9j4JObVh2/QKNL1RnEvjs1aTHjQZZKn5vJmAIY8TTW2AWQWxtTE5KYalwkf33TqU0WfLPn2wcTkWs5x0NTgWYOhiQnGYzetezFXjeFM6s9cuKgf8cCYaOxTfjdDnyD7BM83XyZmQ6Qxw2WiD4zeaMPYqT/alDNcJtoY3/q030zzpIY13z7w7S3fBptg0cc+Kp6dvVhcV+yj6hinangSk3qhsf2UxpM8wTCexh4UrIdJ/cFhV9yr1B9t2E6u1nsVbab6yLn7gzU12f/EYY94/vz58ZDnoc63O6Z29b2qGpzwueJepYbbL+R7eh9Xe77hRl/rwTfTztqV+6j6q46nGtPFetB29tFVYzU8qWPxqD3fYvXNGd/EsWectTTGyfnk2a856cKsbXvoZB+t9tQyLjv7hJg0NTzZu3DQfMPN/c4+Mc07bco7jKm5V9HI/rejMQw1BGe6xsUDQ/3K0wQHD80HxHJkv4AzqR33TuNwmeS7nIhJvtTfVGN1Iy5Gn4k2xsKQc+Nrrp8xe7Fv/Xk+Vnu+xTq1nvlpLK5JnsxNXxrt1HFrCh5tJvuosfY9cYlJPJPaMb5v8ePim7BTU3/dq3DB66zRRu1YozSeYJgzjJ19VCya9Smeib644NC3+GF98pOfHNef8Tjt7MW00Xb3UbkKoxoU78SsdfUn5xOjiW9Pt+95Lz1d41fso/jQ2Pry3DZd42EYT2MaTc1zF012npV8ix8GPv2QeMKnZ5Sde9W6j+Iz1aY1bjyNJ7mC0d5Fn533v/53A6ze4+3k6zY3l/6gu43EBmdzFLh21ojH4Bk/3fRh4BKPCRcY+NSmRQVHPHCKZ8JHPIrBhwkKYlroeKRv+uA4sSs0xiVLn16fOV6hsU2axjYlm9p08V6hMQxWrna1ScsdHJy06rdj2Pcc3VTb9D28TG/05rqidtZcXaENPDgTbdLXcWe/UcNaP2ic/GClXMIRz1Xa7MRlv2FTfYuJvrBwmeQJTvuxfRjGjj5X7KPVDm47XK7YR3G4QmP7hPsdjbWdB6ArNL5iv6HNFRqXb8ed9UAXP1jpeWL6hhIPce2uhVVjWJP1uWqzs9+sOFONxZPG6tf9bspp5TPFaG06som+xq1cptrc4kxrp/XkgzH60nmqzxrXFENccdrVJqxdHHxaT5Oc04V5fsOl+95x8eQ/7cWGwZraFRrDyNKn12eO9NnV2LNWz8dqz7f4prbGtaNxce3WX/WzozEtdmuHLn54Smtc1m9BntV61XgaF11qV2gMC5dpzo2vjncwvJf2/CZffev6rL7l23FnLxYTE9euxmHAo/PUquOpxub1/i6bPrcZLyYa7WoT1i5O9TddU2lCY7ZTO/bjeMCZ5vwqjavlOBXrmeO6xndwxJTt1LH3HzjRd+fZLS7r8fxXTNfRN+fT5N/AHC9L5GN9Z67BuYIXnF1Ojd/hpJB8iODhZ+chc9Vwhw+c4trROYyV1875Tkz0tdj8gHtnc1z57/C5SpurcMS1E4/xalctX6FxcV1Rf2HhODHjdzGaN6xpXN2QHXduQFfFI65iKsY383h1XNM8pUF8dnDCCHP3CG+HT/Pv4KhfH+ri8WZzEc+VGsPa0SZ9d4/2hys0TpuOO7zC2M05HG0XRyxTHHOrY89tV+zHafPLoG+67HC5YiyNNRqr59173lUa/7LhXLEOrshXdXMFnzR2nOKFMR2fJjscYNgffFDTl8XCnRyvjKn5p/EZdxUfXKY8jJVjGk+/xARjtaviCmfF/p8+j8OOvjjTWA17rxfmTixXYeziGF+7Yq/Y0cTYq2oYVto4TmNLmx2MuEw5GJ/t8gjnqiM+bMrLuDB29ZlySIt4dOz65OhDGji7z26Pzf3rn3mwxzom13yy5I/T+ONc3jQhbJM7az4B9GmrP4Dh04LJN7gIZqz/tu8TnSkXOD6V9C0RrU/XJwXWH0MwdvpmxydLfnXJ84f/yt0PCScapy+t6TTZLGmj/fjhjxjAEZN2VhsY/cEKNeSbp2cxqjE58t8q5Tud67v3qO76wwF08UA0MbkSl6ManOD4xoFcqR0a73wrV1z01awpGk3Mf7eiczmS87NmvJj8mhjjp59E0weOmKzTiT5yYzxOtLZ3Tc2nkvRxnH4qKQ6/DkPtiKdaPstJTHj4r23W+GRdGUef/nucB9dJ3bSPWlf2r8k+2n7TH+DrjeCETzn331ety8m+RRs56g8+eT2p4+Jyr1LPuEz4wFE36seeM7lvVmPyZD3QVsPnrNEDF/cH9yhtkivf5vaHaaxN+kzWeBr3h1Pi0h52JrZ1H5XvCYb5rAN7V7meaGyvoY91brw1MTF58sen7BnuM5M9UG6MVzvwJhhxp4vY4Fmfk7rBgS7WaM+jk1ypOxrLF5vcx2kqFn8YSS2qv0murCm64OLYPppuZ45iohE+rfMz4/naZ/CwJ3e/m2gMx94lX2Kc7F3qD45fwWN/9+xG57N86CEmXOg8/banOOwVMHDBY1LH1Y5fAwCn/eJsrtSxPDExTuqPxnD84WT1Y/+baIyDZz/1Jz75PpsnGDS239DZupxqLNfqzxqlr5gmJhZx4TXVuDzJlXO/nnJqYeCldib1Z265pnE1M7lXwaAzjRk+E7O2rQVrvdo5i2McDPcGnHa+baz+xCYu+ky0sd9osKypCQYNrCd1bM/Z3Uc9K7H2ruPFiX/kyX2czurQH81jZ9a5NSQO4+XJfdz4MxhRlnMa7+yjuMCwxtv3Jrkqrp757X+TtQlHPGrPXjF5j0cfccmVtrOP0hiP3tdbD5NcWdviEp/WvlMu7zmmsTqmT8/qEz5///d/f6xNsfVB+j0cVh8aW5dquWfISe2s+6hYJtrgZX3SxpFWk/3YWDHZc+Rs8t4sjbzHU3/2sJ4l69s9zn7S9ZJZPQQJWIEqCCJMzDjjbfo2FUk4axW5mzNOFuDE4Bhrk5WECRfzGoeHmHa0wQWOHzztxKUocYGhsKYmLhrTB7eJPsYYX9vhYhPY1bgHjn4oMuVjPaSxnE+steCHTnI10bd5jU/jHRyx2NzUjRgn5sZDGxrL2dTcPIpJfBNbNRbXjjbiwkNsU22MU4PWlfimfOSHNh6mpnGZGx83Z3nCZ2Jw7A947O6jMOg73W/wx0cdi8teOIkLhnynDZypwVr30QlOMeGkTQ3Ouo9O65imNKGPWoQ7MWPtE3K+s1eYX+1ZEzu1037jOI3JODnCRx3iMzHalCvnUzM/jdNngiPf3Rt2tDH3eq+aPkeqW9rs7qNqOI3FNzFcjPXc5l4+3StWjeFM608M+KjBnbUgru5Vzqd8cKCxmOBNTJ3QlcZyPtVYDLTpPj6JyRgNhjUlvsk9hg7Vzm5M9MCFvlNtxCAWe7pc7dSO/dw+Ie8TjWljXGscl+leYR20r0+1wQWHNJ7uxzBo6300rB3zrKTRaFp/4rIe5Is2U43psasxLcRR7Uz3Cmsqjf2we8dwKK4dbdorphhiUDvto9NnwNa4/UZsO2uTLvYKXyiZ4uAjV7v38XUfpdPU1DEujtNc0UJcfdDifKpPa5zWUwzj1M3uvYoeqz4TjXFZ99Gd/ZiuYlI/zqdmv4FhjU5xxGVNqh3xTWvHXtx+M9WGDtYDbeRdziYmBuPVIE47Zi30XIHblTb72PolDCpyBSGR04KAYzwBfQqzY8T3KcO0qMxtrAJV5DumQN04drWBoygcp3EpJFx8ojT5JGfVgS5wplxgTW/KKw/nFqy62dlIwqiOb+e49zU9aOxTt8knd+Zp04cz+cR35Urj1iTcqVU7vuk0rR0btJhoPN1k8RdPtTP9ZDON4UzzlJZigSO2tK7v3qO6gWPvmmKYS57sEW5mfZviXg750QYHNzJ/QG1aN8aJK23Cnxxh9IZrh489Qlx0muLAkCf5gjOx5oZjPdHJtck3D+giX2FO+Bijbuyjvum0U4NioTFeU050tU/4Bs10v0kHMeGkTU39FUvHCRZNulf1DY+zOK1x+41anBo9aOweM90D1QkOuOzmSf0Vz7T+aHPVPgpHXDvf7pVvz23+8PK0/tQbXdTgFKMagUMj981pHeMgLnvXDh9jaWw9TGtHnYiHxm9961u39uM0xofRZ7Ify1N7zlRjcaWx+KY4xuKihqf7jbnlar1XVU9nj9YTrGk8zdca38Gir1wxOFMzlsbec07rGAZt3DcnNbdyLybXdnS2HsTlOH3Obk3hsvM/UawH+uzEE4Y6nn57XxxM/aXztHZo0/6Hm9gmuTc/HPpMf3Zifji02fmmuxjcx9Xxzs9O4IgH1k7OxbTuo7/I3rl/zS9XtHGk1cTgaHDsxTtx0cZz2+7PB+grT3SaxmWc+0z6TOPCwX7jG/zTfVRezC+mXY1xse/tPCvh072KRtN9dL1XqcGJ0UWuxOXb01ONYbTfTOOJv5oRm/1Y/q+0S3/QbWPujdLOooNT2w0Wj12sxu/EVBxh9XpyhLEbVzw6Tng0Bpf4dO3s8QptzVk8Hc/yyH93/IqTPl07e7yKy1Ua438FpzAcp2Zsce3ixGfKxbhyfQWX4trhkz47fIprh4excdmNK5zdmK7AgeEHg2La5RMGnCnWztg1v+F0XPvOnhfX2XGrfzwcdwyXXT7GTx/gb7kX1+31e18bXzy72sRlirOOn2IUd3nyeoplXDhTjOa/QuOVyy4f43cwimsXp/HpA3dicFZ9JhjGhBOvHZxdjFs+Uy7Gpc0OhrFXxeSep8GbWlzEtmNwduvvan2LbRpX4x13LJxdjXEIa8rH+HjsxBWP3ZyFs8MlXXbjuprLVTFdhZM+09ox/gouMHaxrsBIh10u1R9Ou/rgEp8pVjzCKc7JMawpl+Ysrl5PjsWzy8X4sCY8jFnj2eFj7Np2+IQzxTAujI47WLdjL/1Bd2QlovPbCe99XbCOOxbODoaxV+CEsROTsR4wfXriuGPx2cEwdiee5r4CY8XawVO/aVwth33meKW+V2BdgSH+cByndpXG8VmPE05XxNS8YfV6etzR15xXaYwHrF0+6bCLY/wuRlx21jcMPMLY5XRFXFdgFNdVWOmT5mePeHS/uwLr7PyP+eO0a+m7ixXODh8YV2h8BRdxXIUT1o42jcVpasWTxldg7WAUxxUYsK7ACaNjHO89Gqf9Mmkcp3tjeD2/qS4rZnx2sFaMq3BWjmfP43N23K1/sXS87b/39S4f473/8M22q97jvdkxpV08Onb97PGK8Wm8+41uXK7gcwUOHcO5gtPZvNz6X6nx7rPfqs0tz7Ov0/jsuFt/Me3micZwrtDnlt/09W5M5r0CI5xdLONrU02u4hLOepxySpeOZ3HSpOPZ8au/fdg3xHfveStm53sfpYfyX8eC7XjTffrlFTgwrrCruMSn41luxtnQPMzvbpLFNOUS93B6/WYer+DSTcPCu0qbq3DeTG3XuYun49p3z7lxdKax45tpawzr+YRT4ztOMIwx/gqMNN69eVzB58q4drVZuexiXakNXr8stquLONJmB2ut4d29Ij47Gu/EcjtvWB1v++99vRuX8fbi3jTdO+9jfrtcHsOcXruCSxgdJ1wae8UPYc0f3oRLY2BcYVdwiccuJ+N3NY7DFXFdgbFqE7eunTlewaX57cOdn+Gw+l7BJ7xdLuFccYxLx7OYxq33vLPjV/+Vw3q++tx7bvwuxr1zvZFfXHb40Nj9zn3vl8V24lljuAInjVfcs+dXaXwFl7hfpU14O8cr4qJx7c3m0vy7cTX+ilzRZhfnSj67XNL4imNx7WJdgdNefEW+buP5tYf/gjv/Zb03aH6vit8Z4/dV+R1c0zdNfqqv9ftapr8/Rmh+f5EbWW/ibii/4UsYuIhLfH5n0NT8LhtY/ZBaQs9afPyOHzFNi6JcKdAK7CyX/P2eHxjFNVnItMmmvz/QeDVDGzVDm4nGtJEnWqdx3M4cq2F64EGfswZDU38wdrRZNabPJE/403etv6nG1bLa0SYGQ86ziT4w1vXgd1ZNTZ6qnWrwLBYuaez37E30NWc8YE3XOG00e7r61SZ1AwMfuXK+89eZcYEh17SZ8qGzNQGHPhMc8bjH9FeiJ2u8+lj30cl6oIlcZztc6EKfanhSg+Xc7/6DYy+daKxuxGUsHhNt0kSu4BTXhM9V++gV9yq60EejrzYxubJ30UOb4MC4ah9tnxCLOp7U37qP2m8muTY/HI3Gam+yrmiTxjC0CZ80lnfn09/DKq4waKtN+KSN2tm5V4Wzq7G41M5VGuOzc6+y98HYuVcZTx9xwZmsTbrAsHe1nmh01tQcPv1dnnI+qR3aGKfhNMHAny7qzz0YxmSv6LkNHn0n2hhLG3HBwGOSq9a4o3gmGLgwXBguOxrbK2hU7Uw0hqEGGX2ncdFFHdNGcy8/a6vGxopralfcq2ijdhzV8URf/K/YR/Ggj9qhy0RfXGDACm8HR77hdL+T97NGGxjy1fP6WQz+coSPeNTxJFe0Yf18CtYkJhitKefTfctYMVV/uEzioi8+V92r7BFimsZFZ+8XxeLeOdXY7482Fo/uMzQ7a1fcq+SonOMz3UflyhpP3wkODHwc6UPjqbm/sHSe5uqx+Wfvih5DerimmIjVRj0lahysbqovme4NL8MJY4eLseKaLPyVpIKCoU35WLjdQDqfYBWT42T8Gteq8RSLNlcYHByu1HjKC482j6kuxQJnihH/qzSmbethyqkatkHC27HimnIxdzHtYIQTRsezsRlXvqcYzZnOU42b3xpP57DPHOFocHDasTDiNsEylibr3jXBoYn7XfmaYDRml0sxhbdzFBd9tKnOxmnigjfFWWv4itqhS9wmGq3rYBqTedNkR+PGlqtJPMaksXhgTc3YK9YCbcr1VGPj0ngaj3HhXKUxHLFN4jImjdNnGtsOj+aEkU3iaWw4jjs4t3U8wbpSY2thmuu0iU/3h66fPcIJY6JL8xm7/uB+ikUbZvwUw/j24x2cte52uBi7q3E1fMWz8aoxraZGH1irTmexjM3W866dOV4RF337Ac2ZuW99r7hXpetODeNlPD7h3XK953X133PbPWNe5rPW8st87rku37BY/O4Zt/pUc+KaYsCDkzZTHOPE016x8jx7roaz9sJenzkai1ftzNh8jYWzG1ca79RxnHbzDacPIsS3Y+VnR+PqGI/1/CwvHMrTNC7jxLTDI97q2JqAlU717R4v/Ub3Lpmn8W+sgGLoE8W+3XFFkb3xzP93PHzq5hMzrR9i/d+J/n8mUp/e0Vctu4loT3atAtVw3z7Y+bT1WmZPaE8K3K+APWL95sHTXnG/dvd6eq7w7aIeWp/2inuVu8+PvppvF6lfb9yvfpi/j8mvrhd9vVFSx97AaU8a/+rm+1c1Ms9tPR97b9e3WH9V430z4rJX9D7PD2t2/tfGm8H/f8Oc9mJ13Dc+/S//J7teAe/vsqfntpR4Ov5vU8Bzmz3DM5tn5Ct/rvnrn3mwqwTxEP8v//Ivz775zW8ev+ID4cmDphsQrJ/+9KfHD8OmN3qiPX/+/HiDMX1j0Wb9r//6r0dsv/mbvzmW62c/+9mz//iP/zgSKImTRCoGunzxi188fj2Mgpi88YeDjxuRm/4EIyG+//3vHw8N00+HaPzP//zPz/zXfW3nvxnLk1bddYzrPccf/OAHz7Rvfetbh8bTG7QbkFypZzf7yU1IfqwFuYK386tzVo37Xxf36HHr47+t/tu//duLT8UnGv/kJz85NLZXqL3puqKrPUfd0GnywOqNhfUQzjTfdPr5z39+/Lfef//3fz8+JJloI+f/+Z//+YxGb3nLW0b7RFzUzd/+7d8eN5Df+Z3fuU3lXa/p893vfvfgoW4m1j5KY7Xz1re+dQJzjPnxj3986IOLNynTT6PVzD/+4z8eNdM3hM6SstfYJ5h9dLLGm9O9Su539lH/xc4PhbVprvApT+5RfWofzzNHe5a4rHFxTXJF469+9avHGreX/tZv/dYZCq/x/ad/+qcXP2wsttc43PHCmupe5dlkEpNpPAvAao/oeAeFFy54yLn9RjzT+ziML3/5y8e6Uju//du//WKOe0/sxe2jjjv7qJy7z4jPmpo8K1lL9mP76G/8xm+MMMQuFvrYt9hkjdPUnv5Xf/VXR72omwlO9ypc4Lk/TI2+eLHpWqAxHHuye+90H00fdayOJs/89ho4f/EXf3Hso+rPeji7Pt2r1J31uXuvsr5htE+c5SI3rasf/vCHR83YRyemjuVJfNoEpx/Cfv3rXz/y7nnUvjWJSzzyJW/dyydx2Svo3LPfZK+wT1hP8m78RBvcxfKjH/3oeN861dhe4575ne985+D0rne9ayLLMcbeJyb3TWthog0gnGjceprgwKAzPmx6r7Ie1DGt7T+T5xzvFehLZ3G9733vOzhN/rG+xSYudbNzH/fcpY4nGLiv+6i1OtHGOBp7NmaTvdg4OJ63vv3tbx9af+hDH3J5ZPLt3rDzvkFMcmR90mW6xt3v2ovte5O1kAjf+973jhqevq+3x6hj60oNeh892YvxUXu7+yiN1aCfn3gWmDzj4AJDnvrweporWOpY3neelb7xjW8c9dfPGKY590zRs9K0dq7aR+2d6ljO1NFkP+4ZW/15vpjWsTx95StfOfhYX3I14QPnMbv0V5cQTCHY+AXeRmtTqTAUMD9GXMkWkI1dC0NhwlDoxrfZGgPD9VsMC8s8+tzYNRjGaDZJ/eZpM5eocBzjAiufCktszi26bmjGu+GuGPU5mhefxq6+bbbxUyiZa3jiAYfBoQs/sTl6bTPhy+hX81q8Wvq5hoti8mCHjz5zaHzN7fptnvTjYy5cxJ7GjsZ6c8En/WioL+NDY/0MhnnkKVPk+otbPwxz4sZw0MS+6ic/YjOPRadv9RF7GI78it1r8/DRaND5rX64aOq3xsc5U6NyQ2PxyrWjufBurterv3zEBEcc5tDwNpfxNA7HtVuNq4fWAn4w4OHEYIhXTMzceMLCvWtqLj6u9eaWn7Hlyvi0gAPD62Kiz6qxnK0/GGmN4xVOXBwZvlq1Y561/qotnMIw7la/MMQFGwZtij/9Vo3hyCX9YJcDGPDUEW3EC4vRp7jSB4ZaN5d+OHINR1weXIzXcDMOH1z4F1faeK3hQN/2Cuc0xin9cDQfPOa6eFqb8OGkD6586PeYNnGBFV9+6Wd+McETX+sBJh6avixd+KUN/egD0xy4hMNH45PRC46G/4oTHz8Ec70aNZY25nCd4Vjsrmk0FY/7HS78xevcsTwUGxzX9JV3OHJpPg9BMPjgxE9rPJ/VxH3rQxsxa3gUd3WTvl6zVWPXzEU/+VE7uFgP6cxHE3sYjmtMcMUFBwaN7MWwehBaMZxrabzmwXgNb3OKyXm1aJ5yZV44rBzgxYeuxuGS9uteoS+djccVHxrTiLWfpLFr4qn+zJ1++phrq8au4SMmOPjguO4Vxmj045vxSxv9OMsTXfg2j1xl5gnPMY3p45zBgeEIhz7OwzOuGg3X0TwwaCUHxohJM5Y2+OKdD33kgqWx+TSm31x0cc5gaHRmNFm1WePCyTg+MNpHHcVc3PrLp3NcmHhgeA1XXO7jGo2Y2PLxOi7mXXGqQT5wjO8IrzVhTteNb/0bw1b99PETl70Lb/uEeXAyNx84/Fh86Es/r+uXJ+fGWwvVumuwxbVimANOa4ofXdtHPbe5hnPz0lhbNdaXfs7VTeuBRmIo5+Y3lo8jkxfj0pd+5uVDV7Hjjpd58OWzahM/eOLmo/HRaNy+44O1atQ48aQvLisGjVzDRyxwcMFDK1di4VdNwfAaB3PBYbiIAxdYMPjRR0ysOjYnKxZzseZpLbiWLmvdwIGRNo72pV6LI239cNm5nPPBufmKvbmN18eHmUdrn3Adn+LGF0b1Fw6uYpMvPjSsbmjTc5u5Vh84/MOhW7XuurqhTbnQjzONM/PwrfHBBw5f181TnnATI77x7prrcXGEkV8+uOClD6aY+DC600dtZOZIP9f08aMxg7M2fM1VzHxcgyM28xVrGsNyXb5pzeIrJv600HBNP9fFoo415pp55D3DBV7zhmNOvuHAwkW81U4ar9oYn5kHhmu4ylUa44qXeeAxPjRMY+OMNw8dmRyYT+04Mn14whKLttYxn3jDg6GJhx8etMW3uNMYF+fF5Xi7Pu1/1TJcfGA1hnbNiQsO7SV80gYXa6qY08/rl2kcDh9cYagdc8IVWzVobjz46aMZK4/84hkXfnTSx0/js2pcnHLKz1G/eWijiYturq/awOcHMxycemZ1Lp72UfEa3/6nH6Z4HZm4YMklLrRpHkdczBdWPvGoruKz4hjHDyf95SZtcOCDT1wc1Z95HPOhMW3Fpv7wMdfqA6d44JivGvU6LviIiza4ODJj6Z95DYOPXDHXcClP+IXDj7+YqsHGOFZ/YksbnHERR3HppxcMnMO4zVNz8PEezzh44eCMD47l1Dnjqw8nMRU7jfHp2Vg/bsxYsYdhPBw+LG3kaNXx1of+fBsDh3bmca5PHPY/XMQnVv2wtGIS12rtN+lX3cAzB22qUePSGF6c+MWHT/PD4Icj/Cvt0h90Ky4J8KmQh0Mi9ENLRSHQNuECF5Af5ihmAguWjwcpn+AR2lji8TWH5BAQnmacB/42HD4wNJ9SwcQFBiz+cEt0gsLCRWFJBB/jxOOHEMUjJgmFA0OfeBiMFoLC8RpXC0VMuHid8TEWZz78a/iKSWyu4WOhuGHQQnx4WjR8FQh8/Xgx+FqbjWswcKaNcRWneVoIsGGseeqhFla5lgs4NBMXXm1MCphm8sj04as2aOc1vmrGt40zH0iUS9fEja9j2pgPd421GdFY/F7zx5+PcTjj4hiOeiiXfI21UeDlNW70Sj/jvIatiUEsmnkcGZy0MYfxjjTmA4cP/DQ2Tn/64SkH9MVbzHL5jne848AyN301WF5rfOCIi8mLeeCYi4859OPE6EVjx/iIR7958XVdjYpLy1eu1I3XtKMP7uZxHUZ5gsFHq75wg9sDhXHqD+9qCo7aefvb3/6CM4zWOH76W5vO5ZAPfJg1+tFIHlov6o+G5VGNFhcfXM0Fg+FjLjiuqYW48MebbuJdY0/j9FnXFP2MwwUWjWkiT/3AO/1wrf7ML15xVX/FzY+pEWsDp3Tgk0Z8xGIe/XBwwQEXY2lszt/93d89ciCvj2kD621ve9uL9ZCP/93QOi4mR1rCxVG/eRj9Wzfi1q+GNVox3zylEe40haM/gwWHD4344CMesTmawzj68TEX3eTcdSZWfXzXedwbNHrhx8SeP41dr4+2MOQ9PuayZnAxJ93F034iVtdps1r3KnPzEZfaEbMm12KH5TUO9hHxMdfowg9fcZkbDw138fPHm48x/KxX173WcF33NjjmEpd86OePDyxjxANL8xrP4l591J+x+OOkqRs+xuqnT3zEZv2KizZ8jMEHF7pXP/h4rb88wdVwcS/Sz+grVzCKGw8tjcWdNsbwM4f40w9PPloa0I5vPjjro7/r1ggMjRU3DJxwSzP1lbVP84cjFnNYNzCZ8WkMh2b0wNu5cfbQfNLnne9854HHh/5w2kfNg6v9uj2n/PGFwXBpH/WafnDUX2tPPGnDJ23ksJzDkQO+rQXrEpYalCPzWJvm5qNPXPCKCQa+mX550PDnS7di4gcH73KgX/w0Tj960o9Vi2qUH3+apE9cHLvf8YOPD40dmfULx5E/HrDEzFyDn5/XYscljeXJdWYeusPR33V9MOhIYzrgYy3A6vlEHfufQ3DkRqy4woOl4eMeQhuv9atTWDTgS1+54IsP/V1nasHY7jEw+MgDP6/h4GSPZHCMTxs+GR8xweRjLI35eq1uNLGFbR7xMXz00ZE+qzY0hBNf/rThIw9izuCI21z84dPYGqcx3/JTXYiLxubAm+GhWRMMLr7d78SEp345hWEeNeMoRs11ujCvWy/8rC3zmqdnJefmEhfOrc1ixz39YBWP69WVcxjFvWq87qOuyzkMDSf1Ig+acxrzwcU5gy3uvvQEhy581KF+HNm6D9APhsYHPm3UDp1cg4OHnMsFvvxoTANj03CNq/u42GmHs3w6p4O520vw0lfzmpmLhjBY+cQlvuXb0bW0cV4Tk365xFGDITbrSayuiYlOOBaT+FzDwfj0g90eIZbGuc4nvWmHE0x9NKu+4myu1gJtNesFb01N0p4+cGv2G9yZfn6a+cQj//YT3I1ZfYxxbdXPNWNbU/TGOZ5404NPOTAGB3zlyrlYzaWGccaJJmq4exV+4tbHv5joI2bmGl3KEz7WuXhwqi7UuD5zGuO62uKDjz45kgucxGB+93pa8zFWgxUXRzjiDgdfvNOYDmodDn/8+OBNO6aOxY/Pqo2x/MXbzwdw5wMfVwaX8aMhLDHQlo+55BoH48xDR4aLRoM1LpwYjsbSBxYfeXQUs4ajHMBojOtpbD59tKuOy4X3H/Tjg5vrrRdYcOiHj3M+sGgcB7hip428iRuG8/ioP/PQgH44i0eD5bp51n3UPHIAx1wMBj9H2vChT3G5zhcf/enXuaNY5cg9hMlV9Wc+mNWEIzx8zSFXDA7rniiftNFvz4JDD3H1PMpHjdNYTDBu80Q7/XB6j2ff0+Rd7PjgvK5PXMRVbPD50BcfGuEjDzCcm19c+uXEa3xpSB8GR22lMZ/ywcdrDYb5eg2fdt3zXKdf9ypxylE608Z4cfNrDrGKCS+m1sTtWQl312GICR6DzU+/eRkfLRy5knNxm9tYubjSLv1Bd8SQFCBhGIEFJdDEKxF8BEZAprCN5dciJBSx4RpHfAUIz3XYa0HwgVGSYJrHEQZf2DAkG05J0McHpzYbyZQoc/FXOBUWTNeKB47xWmYuPnxhisdCMZdiN8Z4RRwXc/WA5JrXLd6KCh4scdDAnK7hqzFzaDBo4KiPvvC8Vlxer/M9lidxlyd8zZvGODlv4Zpb3OnT/HiKnX7lpIVgDMMPJ37GhQ2LDgz3zvngk8bmxR9XnD0w8E1jR2Ncw6ONwHUxmAcGPcWIj5sQvgxfPppruIrLG7zybgy/NDbONQu8fFR/8cEJF3j8XDdeLTungxjFUx5wME83RHzEVH16bZy5HcXsmjjNY20y8brGx1zMGtBYepm/2jFvPGHBxkcdpx89+BhvXkfj+fExrriMTz/Y9NEYPzG7IcJgcIrLNby9pq/44cLBx9wMPv3gaXjQlx+tYYjRWoAjH3DMtWpsrJx7GGDGmhtf/mLzmp/5GOxVY1zgl0v9+BjnSA/+uFsL/NK4WoehHxcPU73GV1xwzIGPMT3wG4OruF1n4m0vhmOMfhzoy5+vHOjHB34aw4AbX/OyarjYi8tcaoMVO43NBWOtB+dwYJQn5zDMYx+FoQ/HasTRWD7mco4zHxrpx1+/8fLFh3Z8+OKinujD4qKfH4x0kAdcip1m8mkOVlytK3PyEQtctVP+cWHyEOfiipP5Vp/4rHHp9xo2zub0esXKpzrBiZZ4003sah1H460p5+HkQycGRxwaH3j0Zo0RMz/NNfVkvIdRr+GbX0y0MG9rsby7Bne9dxqLTzmAQz/zFbtze191cZsn9d16gMX40A+HYqh25JxVf81THI6s19VO/PEQv/snH9fXucRvT9JXDdGWNmIrV/y8Kc346NOMVS+0642Fa/TTxGxevl7jQwM+1Z9+82vtN+bEgxbGGU9z/GlcTcDgQ3u21rD9zWtjcearLlgaw8IFBxh8nbu2rk/j5IoPHFxg0pi/o2s44whH7OUcHi6O4uGnwW2M54H8XMsPX3rQznpxZGoGJ/rDSSfz4JM23atcx6caXTHoAY8P/uqiGhULPrf3Klhqi9EABj/+mvrFDU764cLMU6OzuGHgTFdx0bM86aMBPz7yYC4cisuzUue0SD9c4MGKr2vmgcHg0kzc7X+Ng+MaPs7pZF7XnMO4jct60K/W4fAxv3Ox0Fi/+cQlJtf04aLpNw8zNw3FbU5++JtHPcDJB47xzNE4Pnz5VBdiKaZySQMapjHOTA75wtPviIt+XGDBoLN5GAwc9ZWXcug106/BiqvX8XCt66s++q3vatS8+tPXETfz0Ya5tmKEfXQ+/JN+aey1c3O19vKBQ1cGRw2LW77Lr5zLlX7n8tl9yDhx4gQHbnua9cmMo10ai5G5Zh6c0l79wSgmXMTuaA6NL92LyzwwXCtXOGWw9NPPuVjEXUzw+JsnzmLhY474uFYO4KSPOPQ5Vl+w9Lem9KsrPJzTD1845k5j15wbbx/N+IhN/MbIpbnso15r5pdn+DjHiS/9jJcDcZkHH60P31yTG/Mbm/GvRvnQLRw+rsk5zuszv3Hw4owfLu6v+Lku37gzXOKqxuhnvLnMeZsn88HB11x8igkOXNwY/cwfH0dj3Kfzg2MuDY5cdY+BQz8Y+s0bhvcw/HHGgc96j9HXPQSXcBzNLQ5caEhnr+mPT+vBuHg6p4XxxrUmnOMgdnWaz7qnh6N24KVx+qQnDH24M3PxSRvXaQKDGaf2cHbOT7941J5zMbmuMWPhFLNr5tEvFv3FuP7shMZpYwxsOOaxn+BOEz6O+jV5oa3YV23wNZemv5j5mAsXPLymgbowD95i0leezMPor59vcVQ7cNQOfkw/DsXsXFMP+tQg3Oanj/PGw8Knukm/sB3Vn7j44VztwjGHua1d2pkLhnzq027zZDwtjMOVpZXx5sNHH5789OuTp+4RsHEwF0z+cM3XenANZ9dpbYw44m5u5+Ywl3n4ODfG/sZc81pNwNTkB6dqkI884QMzTo7WFnMd9ppzfG+fe2loHO7mwk9dFLu+4jYv4ycHzLVVUzHLEV2vtMt/0E0MJC00wgo60hWA4ATr6FoFLDBCE8k44umDxU+DpY+f8Zpr/MzNvFZoxvt0w3lj4tIYxQqDOcIpCY6KRBz6FCB//MLR71oFyU9/BQMXDh+FgyMuq09xmYfBoA8ffPSvuioe86WNufgw5+nV67XfNXpYCIod/xZl+sEydzwcu5Y2q340xkWMq3580icM47WVb/Pjxrw2LuNPM9fgaPhpDJa5zG/R0I7/ipsPjas9ODBXjZtbrrU0josjH5yMhUu3NaZ8aGx8cxhX3Rin75aPmKoduM6NC0uMYZgHtn61DlNzLQw+uPGBLXY+asT8GcxbjePOJ+zWQhqbq7pxNAZH9WlM15yHEy6O8gXDmHz4pRWfcMTRXHzgiENcclmcjiztitk1WGJtLnMbL/b6xGhsc4UTx/iYP5zmxts4+YqbeZnr5jGOPl6bO75em8v8cOXUOZw48zHe9eaPdz7m0gfb0c3HHPgbH2d9rSfXzF3cYZobVw+1zmHwMRdzvtafa2HlY25cjDWfuJybHx/G12vXM/PBZ2Hqt2+FYW45ZLCK0zzMMRwYfGA2Dyw54RNfPviqG9jGOcZlnaeHAzxgyAsOfJiY4PQaFl8+bI3bJ/X6YJgvPo5e41xccGCvPvjhwEeDFWf+xS2fqw9sxgcv81uXjDa0WH3MyScMRz7wYTA+xprLgw4uWsav/vgYv2LwEQ+NzYEbHrd1U67iY45VG9oNHrENAABAAElEQVSnn7WAGy35lAfn5cm8WnziDANnvsx8Ykob1+DBFhODKYZ84OLDRw1rMOGIQz9LP3OZx5i132tjyrfXzrXVvDZHGqdh8/CFq6WxuM2LA+ObfsXlmn7zMv74iIWlQ/q6BoMPa37X0sZ1/mmBN/N69TGnefTTF+8VBy+v1ahzPs7hFBMMMbsuJnxcW+vP3HyMsx48D3hdjMXgmnPcHTU4zQUHHxqZS5+86E8//eapBo0JM5/yYv6uqaOVMw749MMYGHzjCNe85tKMjZvz+l2DbTxz5F9MMPnTT5/7nfPiaoyY8Y0jXw2OI8ONvsamsbnMka++akm+jYeZDl7D4UdjrxuTT9rcxrXWOp8441JcrsWHNmKt9vAxd/rxg2Mee5cY+N/64MjHeLbiGAMHJv300cg5LGPTL77FaR6tfkfj6OI9iHPaGKdPM49r4brW+UHu4R85wUPjbzz+8JyzxrluPgaHvz5Gv8boKy98svQLg9bmN5bBykeONHPyiQs94NMrHNxhmEu/17jIE/M6/bw2j2vVFRyvjb/V2Nx4+EED/3BwYI6u4QOjho9Y8uEHX/05xy8MPvzhp6ejuW/1S2Nj9K36uQaTZtWxI9z0g0uj+IpNv/mbW7+YyrfrYgnDPPFLn17jtxpsPO3rtMEPjqMxmrmMo7Hr/F1LP/7Fg5sxjp2bD39+xsqnPvy9zpzjiweDY5yWmX/lwhcXjcGtRlecYuJTjHCK07m5e13cuNLGaw22Y2aMfnlSz2m1+qzc8BPnOk9xw/FsLCe0MRd/tvp0LT695iNOzb4FD47X8YGJj+tyxsSQxng51y8e2M75wGeuOXedhb3qx8e8dGW4OF81d52PePlrsDrqd24t4Nr7BhjG5YdzGMbIuz4c9THnfOTT82gaiJUvow1ccRWT462P11pcYRnLYOlr/eKirfrhlH7qRmz8X+ajPz7mMr7Xa1zyBUNjfDTxwMDDUYxw6odHU300Np5Wj2kMg3UUaxo7pl97hbnLA23iZrx2myfj4xo2rvgZW+zGud76xMlYY5jY+Ba79UDj4tIPgw9s4/DBFW7GR7/x8cKjOJqLjxovrtaZ8fnAxcF7M+cazjgwR6+rnTjCcM70m1scOJnH3NUfH7G4JhZ8GH+vs8bBxVvtiO9K+7WHyX8x+wWofvr/44c/GuAXt//RH/3R8SnNmoR7p/Awpsj9MnqfjL73ve+9d+hr/Ijlj1j5tMOnywQ/azDwEZcF86lPfeosxAt/f3gAlm9cKSCFctYUpj8w8qUvfenZH//xHx9YFtBZ84Mr+uJBF5/6Ts0fu/PGyrdFFXEL4V48Gvtjd5k/WnEWo7H++IXY3v3udx9cJvXnj2f47y7+S8anP/3pZ+95z3uCP3VUL/2xO7qs3164F8iih+PXPsB49dVX7x363/xo3AbygQ984DWbzX9zfp0LtNGsKRskXmfNHzClr1r++Mc//mz6h0pssP3RFBvmK6+8cpbK8WDogQMfG/xHPvKR0xgNEI+c2b9wmWhjrB96wvrEJz4x2ifw8V+l5Onv/u7vnn34wx9+9slPfjKadx/dHjwA+UMR73//+5/5w0jdMO8GeXBsH7Xn2AP/8A//8Mzw1/i6v7gh0tceut5YX+P4Oi/w8QGdP4b6B3/wB8c+OIlL7fnDXNale9VkjUeTxjDcH9TN2T1QTHLuKG87f8RKXNYEDPcH6/ys4WDvqv76nxRncex9f/3Xf33sNzA++tGPnoV44f+1r33tqBl7unvDJOf++E+PTfLew+GLSe488Uzhv0R6vumB8c6hL9zsE30zxf23/z3ywuHOE/fMz3/+80f9+WaRNXHW7MWeT8TkQdaeMzX3B/sO84fCJs9KdKGP+rH3rQ/XZ3h5rhWX9eCeN1njuBj/2c9+9tD2gx/84ItvVp7hYt/Dx77ujZV759TsFTDsNepvso+6V+Hjjxr9/u///uh+h799Qg3S2bPk5JnLfcUPB//8z//8qL3f+73fe/FNsTMadW/AR3zuwVOzV4jNWpjeqzxP0MWagNM33c9yEg8M9WtP78OQMzjWOI2/8IUvHHuFnMOa7KPumzTRPK9PMHB3r/LsJt/WeD9gOBOXZy15Yt4v9q3nMxh8rXPvH3q/OcmV5xLvFcWEh/d5U/N84znC+u7XT0ywelb3vqGcncWx36hB5j41vVepQRr3Axq1c9bkmjbuD/a9P/3TPz0L8cLfe05rgvW+80XnnSdyjhM+H/vYx0bPW6ayT3S/UnuTZ0D6av/wD/9wxDPRFxf3b+853Rvw+rM/+zOXT5v9WK7sg943qOezz8YmdX/Aw37hGXKy/8Fx77U+3cPdO6fPxp4hPfNbB54jJ/sfDM+0xnoOVTsTHHG5N4gNhj108rzUe1959/7MPjgxa8G903g/o5rsx7RJH/HsaPO5z33u2CfUjJ8PTO4xdPD+V8PFPjrBsRdb48zP7bxnnJhceS9tvJ8hTnDse/h4TrKPWhNT+8u//Mtj38HDvXzyc82XzX3pD7ptbMRTpMhaKJM3gR6+NVgw3KQnpsgVhGLSJg/yMHCRUG8yJgsu7h6CYNkYcZlsSHjQ11+19QbQQ6YFc9bKFR5yNFlwzUljOHjAOnsTojFtMhvb1NzMxEZjXCb152HDwtX88GB6Q1Qv+MRjkif1AkfeaTz5wWla0pjWDM6k/oztQUjNFJvrZ8wDLz6am9n0oddDkDwxdWc9nDUYaQxjp/7kSc40Gk/qDxc1DEvtTfNUDfvBE3290ZmsTfpY4/Zh6+oshny0j9rT4U3XFCz7H4z0nfKhMSw3VGtrgmN9+wGWunOvmqxxMTFrIgx8zhqNrU3mfPIA3pxqRx3u7KM4wPDmgj72i4nGcuThUP1p04dnscmV9VRcUz7pJK4JhvHWgjUupuk+qoZprKm96X0cF28A6aJNfpi77qM0nuzF6ar+4LHpvYomV+yjq8b0nazxeHjzRlvPx3Q+a9YULOvc+c6bgTCqvUkdu8/ho35wmdzvaFANw7IHTrQJw5s39zs/sJSrs3GlMS4wr3jmr4Yn9/KeAd1rus+crRv+4rGuaCJPdD5r1qTmByLGu4/DOquxed0X6GH8JE9xp4t91HMbvInG6leuGS4TbYyF4Zm2Z+PJfiweP/iUK+tg+kUvfNw75YbGuEy0gUPf7lXlzPUzZrwaZLhMtDFW/dFYTLhM9gp7nx+80xrOK4MvyODCYFijrHv58eLEP/ioHfqoY5wmBiOc6T7aGlc7tJ3oiztN1LFnLvH54d5kn7Af44JX7xsmOOs+SuPJM7a4xGJt9v5jkisxMc/81gGsSUxwvL9j1oJn4wmO8WJSf+4xsLSzRmMtfaZrfN1H5Wm6H9OnZ345n2rjfmcsLt1nzmrD331Go3H711mcK/dR92DaimuSK2uyvYs+O8/8z58/P2rHHuoH+O7DV9mlP+hWVG0mxLNQJoUFRyOi8ZONJIEs3HhMFi4cPOI03Rzh0AZOfCba2AAUlg3SJ7aKc8JJTOmLx1QbceEEYwcHRjaJp7FXaGyTprHa8eZteqOXa3x2tKnuytXOWlg1hoPXxKqdnTr2cEhjzeboRj+xNDZWPBN9Vo3h7NQfbcKbahyGIy7TPFXDHhLpO73Ri0ftyHc5p9NZKy54OxpfscbLEazyNNHZeNqUpzd7H6VxtsPll0ljD3YeVj1TaDsPU+2B1XJanTmGYcxOHcvVbv2Vb8fdmLwpFQ+N7RVnrTWFy3Qvbs7qz+vWZ333HvHAyVFMU1vjmmrcPuENE23tx9PaEY/GphjGhuF8ulekLyxcJnuo+a/QGAc6+4YRfe0T07zDSp8djatj+tJmok/awNrROH3iMsl5XHpfZW1OcOTcPpomUww4V2gcBjxcpnzoIy7jxTbBoW3Px/I9+Va4OJi42JTLMfjhn2qnvXhSx+ua2tVYXDu1Y7wfltMazvSLNvRZayd90u3eI23UjuPOGm99wplqHIa4dtY3DurYD/Zg+eBxUjf4pPEV2sDawRFX2lSD9+Z59RNXe+C0buD5YSXDxT1vorHxadzeNcG5qnbSJi6OEwtHLDsaey+dHm927ag/jU3XuLFps6Nx+XZkNJ6a9x/i8sy283z82PyX/qD7sQmerj0p8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8KTAkwJPCjwp8P9TgV//zINdNYFP7nxjxe/n8S1Yn4D49OOs+fTEt2p9M8OnTGGdwfEJg08H/P4sGD61mHCB4xtlfp2FNv2vM3Bo45vYDJ/Jpx+08Qme36cknilO+sKj0+S/LfQpjl+jAkc8k0/N4Mi1T9g1n+b06dnZnPtUSJ6M1yYay5GGk0+XJtrgrW78tyJHn9xO/iuGbxzIldqB4791TLTBZ9XYmlI7E/MNYRpnE419QzON8Zh+a56u/guiuvHtAbVz1mAYr3Ycdz4V9ys+6CM2+Z5oI8/WuNrBhT6TnNMDjt+RZw+crCt7A338WgNmLUzqpn20PbD/cn82Ljh06Ru+xk/4iEuuaVOeJlzUjPsdXjAna9xY5l61u4/Kd/89brqm8LG+xUYTbVLH9MDF/cG9yl56VmO62P9gwFKL9sCzlsb9jvjunRM+6k/taNP9GB97hb0rDpPnExzk3H5jHezcq9Rf3yTc2UfVTntxsZ3Nl33CPio+a2qyxtWLfUK++t8sEz7qj8bWg7xN1rj7OD5+tycM62mSb/s4TeQbp+I6qy//9gp86DvR2L1KnvwedGtBXBONy5W4euY/G5O9wf7p18PQ234z4UMPMVmfcu5eNYkJjvUNw7qEMdFYTGrQ75GGo27O8sHFmpQn+7JGn7NGYzn3O3PVoXvMRGPzthfDg3M2Jhjioq9n29blRGO5tleIyfiJNrjIlTzRicaT/Zge9tB+tUbPSuI9a/ItJrxwmWgjLusBn/YsOT9r9hs648Mm2hhnf6CxPUNck+cB+4N7jIZX7+vhnzW5giGu9pyzGPSFActakKfJerhqH1WD1iezriZc1L+1qW7o3P9MOIOl9uC4h8PqfncGo1yoFTlSO2Ka7qMw/H2VnbVQXJ651GI5j+u9Rzi0tbdrO8+jag/Wzj5KYzWYPtbD2VyJSf3Jk7Xu9XQ/VjvqWM56/3uWj1z4mwCeTdJ4uo/a/+zJafxm7aM0dY+SJ/U3vVcZKyaNNn5eMTXv8Wgs99N99GVzz37S9RI0Qduwuwkp0okZZ8HY+Ik3NcmUAA+JkjqxCsJC8SDk9dRgiElsCmti4hCPjZ8207jKFSyFNbU0FhsuE32MMb425WJcN3oaT+uPrnJt09/Rhh7Ww47G6qS1AGfHjE/jSZ6aGx84jtP6o6u10E067LNH+hTTVB9apDGsHVN/eMj7tP5oqgbtXVMMMVjjuHjQxGeSc2Nw8JAptgkGLsaJi77TfRSGJha1A2/KR92oQXHRaYJjDH29ycZpZ6+AdcW9Cgd50nZM/e3eq8REWxrjNb3nWZv2CXWD19TwgSFX033L3HLengNzanIk5+KbrnNjaSIm51OjRxpP98DuVbhMMeK/ajzVRkzto9Paw0cNp/F0jYvBWM9t7V3Feuao3uSZxtqOwcFpuv+ZW1zV8c5+XK7ENN27cBELja1zmBNLYzUsV+zsOuevwYjLtAarHXvFTq6MhUHfqTZigOOe502p86m1T1hbZ/VtTuNa42KaamwdyJU21QYnY9N4qo1x6s4PntTOjq0aT7Uxv70CF9zU48RgpLHzqYmjuHb2Chp7NlHHO6b+imuqDV2r4508hSO2nXvVWsfTtSkO93H6eg8yxTFOvtWf8ymOmGiys4+aW+3CcJzmqjhoo3Z6PanDao/WUzN/9UenaVzGpQ+t4U6s+sNpulekqbpRP1Mu+Hs2tldYV1NtzL8+K01x1nuV9T41e5U63tFYDMarwZ36EwMuaTzdR1+mxfmvW78M6eG64hSwhyAJnXwrCLwgFbfi9EnXxCpy4sHY+VRcXJLYRjv5REgMNKGPT4+nRa6wLTbfsPTH5aYai4m+Ypl8WlZO6EwXOH1iW9+Z4+4iaS4aiwuXPjWr796jHFlw6njyV6ubRx23wU4+AYSjTqwFnKZ1Fx8aV3c7m74axMen69NvZeBCY59uTv7abzGJp9qZ1nEaw5l8whoXRzchOFpar/33nFub3RBhyNUk97jYK3xr2R44ybkx6tgDmTxNY4LT/YE205j+H3t3uixLclR7HIwHYNCAZrWEQIjBwOATb8fTYQZmDAIhCbUatSYQMoNnuPtX3f/u6LTcZ1d5ZF/1vWw3y5NVGR4rli/38Mza0zFP7dkT8LyfmHkwxKWexfVo7mHIk4d4f+PxinuVnxLxn5/Bnua8mpno0pz6KC47cckRjf2nvtNcqWPfPN95qBOX9e0H8ezUTvUbZpo9eu4Zx3naR2niQbN73qMc8odDY3ucNhNTd2KxP6fxtK6Yyve054gDjmdAPWzyE1z4wGk/TH9iJS6e22BMn5XUMI3VoJh2DA5edJnuTfPtTxp7PTWxpPH0Pg5DTDQWk/+Ya5KvNO4D3DQmOPKk59BmuifElcb2xE6u9Imd5zZ7EYe+cLXDBxfP6NP9LS+0aI9Xy5N80Veu2G4di8tPVk7rmKbumTTe+Y9QxVJMdJrWDRz7Sly47cQVn8m+xIOplzSexiTHNPYZRK/YMbWjBtm0J9O3/rezH+qj7sHT5zbr00dP97WKqcbm6X2+8Shf3k+eacs3fbyefpY+9tFJzsUgV7Txn0pPv8YARyxw7CevH/38EX91TBPHVGPz7E1fy9npozROH3+THe7E4KgZX9+a3jetS1cxdZ/Z0bi+N43JPDUs5/rotO/Qtz7qXj412tCYNsX2KBYMMek3U4zWdL8Tm/qzt660S3+i+0pir1ivCrwq8KrAqwKvCrwq8KrAqwKvCrwq8KrAqwKvCrwq8KrAqwKvCrwq8KrAqwKvCtyjwN63Mg8r+G6d75j4DozvLk2+ewfSPPNhOe+Y75rscIkPLtPvwMQfj/h07dFzGvsuDE47GqfvFCPuYtrhAsf8K2zVeBoXLmKqjqe8ylU6T3HEtIthbRhTTVbuxYXX1MoTjfGaWlzM3+WDxw6XOOziiCl9prqsXPSKae/CxbHbt/ApV1MuaUFfGPB2LI2dp1jmVsNe75iYxDblYu04TH/qIP5pvKMNLLHs1g4MGvuJAbx27AqNcdjVVwy0TZtpzs3Dx1HuJ/qYu6sxLnDiM+HRHBh+WoTtakPjKUbrF9dU4/JUL97hE5cdDHHBcezgmAvjKo3bD/g9arg40hiviRXTVXW8q40YVo3xm5h56TvFsK659YodnPSd5ikNVm269ugZBj5sJyZzdzUOI40fjWX1L6ZdjeO0gwPjCj7hwJryKR7PFPK1Y1fUDgzHLhdxxcd5aumzg2FtOVLHjh2DU+1McdKGxl5PrTztamP9esWUy4qxy4e+aTPVxzzHblwrxpRLmuLi2LH6xG4NrhpP+chzPHZyvmq8gxOfOE3j6ifCq8Epztm8X3/6wDb73YITND+O70fY/W0xf1ajB84T1zde8qPrsPx4PozJj+cLy+HH4f0Kj2PSbGHExdmvQ043Xr8W4tfacJkURr8a4leC/DmWKY5ft5IrRaXAJv+hhySmMR79ut6j+sDw6xzZ9Nd6zferGGLzKy81p3DvPfs1tGpw59c81Ys81Wgnf2amfOMEZ+c/TaExrRmcaXPDxa+ryHex3attfnJEH7+qQpfpr9nRh8ZMPBN90lhManen/uwptQMTF/o8ajTp1yH9SQx94tE9ZU36OvRR+vp10Udx1ItY/BkfewHGpG7gxIU+n/rUpx7mIiY4flXPF8H0P/pO+JhPY1g01isexcFFv3G/k2v3qskeh8Pcq3b7aL/SBm/n14PtqfbmtI+KCwZ9+hMoj2osDhh0jsfOvQoXHGgD79H9gI+ayXb6qF6hl+KijvF51PQs+thTO33UfM8n9fNJHa99lMY7v3aPS1/ots8nz0p0qY/qNzhN8g0Dlv6lj061oY/aKU+Te0N9Cyf7a+fPfqk9eO2ryd6kCW3UMi5immhcruDpo5PeJRaHPV6eJhrTdd1XamdicNSxmHoWmGoMQw+0p9wjJhqrGX295zY6P2pq2OE/sTK/e+eET73Y3vZsMcGgMV3kizawJr1C/dKY2Z80nhgMz9nqT+05P2p6sXhgwdj5s5vdq2hiT03qD3+9gkb14sm+gqEGGV0m2phrj4urXE++PqCG8aG1utu5V9lT8BguE23KN3300UkNW/+KPtoe716lbqZ7k8Y4wdQrJjjlG0afGyY49pNjp492b5Bze6F7J+0fMTgOn6v00d3nSGvTZPJsYu5VfdR+onH62OPTXNVHaTy5V6Wxv69tP/lcP+1//kNLc3GBM9mf+Ph8po/qN/rEBAeGPcV2+qj95E830VZck34MAx95p89OH+3rU3TxjDLR5ibKyT+PfxXmBKRLiCGoGXlQmBZVBaXBToNtc3Vj3sEpLgURbjE/clZImrZE7mpTk53i4KApmj/FEDs93Nxh0GmijznTL14c9Zcjse1obNOLpfNxjXvfw9jVmK540GgnTzjTWLNlkzzdJj79g0/5nnIqP+Uq7EfP1q92pjHBKKZH1z/663uw7PMdbcSSRtO42o949PrI95735nsQm37AtoYYcKgGpzGZZ0+p452Y4MhTX4CY8DFHv/EATxt8Jtba+iiMaVxw8LjC3KvoUw1OMc3frR0Yu30Uf/r0oW2aKzj1mzCdJyZXu72n/Og38jU1PHY13o1l5a7+ulfBnZgc9zwAo332KBaNzW0/PDqffzF4bitnE5x4hDfBaI54aLyjDY2r42nfwocmDKfp3qSNWHrmn2q0alwN3sg9+A8cvUIN7mjT3GoH7sRorP/t1F+auufhFbcJH/1GLB0TDHPb47jE71EsNVwNwpmauVdoLCZ7YZrr+Hev2tEYFi7FNeUEo/ykdTwfOVu/e9WUCx5XadznejEU3yPx8E2bnb0JR/0V17SOi2G33+BjX+Ghj05zVb7DmOLgYe5OXObLFYxyJs5HrRjgxOtRjPxpzMLs+iNnc6/oo2pn1WfKiSb1m+rxkXj4trbPVV73/lEc/r6Aaz4uO3x6VtrZ5+0pvHb6qDhoTOtpTOapG5x29BVLXxuAOeUD58wu/YluC/RguBt0WLs4Ncez4B+5dkVcV2CkS19I29Hnk6iN+HZiSp8djPKUPldg7WAU0642xbWLE5+dmOJypca7ccVpJ6602eUSzg6X4rlK4x0u4mFx2sG6AuM9Nu/x2eFyVUxX4hTb7rm6+VXj4LHmfCdfK840rjDM3+FiPqxdjKtwPFMwfHY4pc8ORjHFx3lqnxSN8bjiuY0OV2k81fQ475OiMV5+ykjt7X5YukLjKzDS+gqNr8DA54q4rsC4Wht4V/StKzDSZ6eOw9jlQxdYuzhX8bkCB0Y4OxqnjfMV+uxixGcXhzZXYFyhcRi7fD5J2sTFeSeutNnFic8OFxjsqtq5igtOO1ifNI3jsxPTVXkKZ1fjqz5/4HG03/jrJztenL734/R+ZaFfa3PzmNxA/Bg8rH59te9YPcpLMfjVEAJOv2sBw4OzX3dx+E7y1Gjjx/wVp2Oijfli+vu///vbrxqIy3fQHjW/IkVfWotx5ztDfuUeDoxie4SP9XHByeE75FMrT2nb+RE89ev493//9xuXac79Co9fx6CNGprkybz2FRzfPZua+kvjne/A+TU7v35Tk51orIZp/M4779z2pu9sT4w+xUXviT76A13Uzm792Z/0cZ5+x1+e/cqfXx20Fyb60pIu9uZ3vvOdWw36latydq/W9iZ9/uu//us2V0yPYlirPoqT2pnuKVj2FH3iMuUj136tzV6g8QRHPL/4xS/QusU42eO3yU//yJV63rlX0cU+cOxwEZf9kC6TGpRzPMQlpu4PxXvv2T74l3/5l1vd6IV+Qnxqfl0eRlwmOV/vVfrNBAN/+wBW2nZ+JDa9Rs7rx9P7uPn/9E//dOsZ8CZ/vmntozTeuY+rP7HZo+p4oo0+qg/rF35aZJonsaSxmp7sK7GI6W//9m9vfULPmTzXprF8wewnNh+pmXzNFxujzUQf/QqOPWovTPJkfX2CxvIlxok25elv/uZvbnVDG7l6NC45Vne40HnnXmV/66PF8ygX2vQM6NeM7e/pHheTPDEx6smPmtzYVz/72c9uGpXzSVzikXd4kzzFnb507tlvwkWu1R+N1PBEG3zEIy460XiSK/H89Kc//bV33333FtdnPvOZQn34rPeJica4TLSxKG1oXDyTfd7+xoeFdXvzwD+0VcdicrS3HoC49awf//jHv/aTn/zk9nziT61OTb70QHGJaaKNuTDcI9pTEz71QH1r2kfb456N2URf8+TGZzx1TOsvfvGLo/qzj+ypevG0hvVROsPSb6Z7XJ5gtJ8m+aaPuH75y1/edJLzSVww6Gufqx3PxhMcfMzf7aM01gM9Z/fMD/tRq4+Kj01zZb46ti88j061UcfuEXjZD9Ocq2G9CwYuEz5rHzV/2kflSp6c2QTH3O6daXwDG/zj6xT+RIx+6plr8pz93LKX/ukSgdpwbtJ+JF7DVFyKtIQSxvXVFI2DjzE4xJMEXwBbMRQujDZAOCtGPhqtL6j5tQPX1l9h8N5aZ1zwgJcPLopTgWkk4ln5VigrlzBcg4NLDx3WpE83NOOMz2owHG1yfrTRaLu5Vlz5FlOYrrO1iK0jFvrStg8ExcT/pTzBtxY/X8hQmNZyLt98HKs+xROv+PYAbm3alE/v8ykm18wPy3tj4uqDhfd9uMWnubj0esWxHrOWm6Gca0r0hXvUj+8Rp7iNWUeeaCzPdC7fxc7HequVA2f4Gqtc08d8MeEShvn8VhxjR/34wIgzPhpJcbv+nDbVH5740IXO1jzuTddWLubgs+pnnVVjOsFdG1tc4hvOUWPzqh1j6i8N47JiwIkLXnzSWEzmHn+dhw+MY1x806ZxDwtqRnzyZY3Vp7jwYHF1huGwN+F4mMLFTRFGPvHhm7WOM7MOHrDUj7P33WDzaU3vzY2P18bUvnn6qPe0C4NPXI7a4Gs8HHzqo7Q59lHYMFYcc/FxMGP40KU9qf5wShs41lptxTHuKOceNOWJzuovvtbKF5brDnF1HQc9/ec///ltzX6dsdjNK9/mZEc+1uJHY/coVg+Mj/nHuNImHzjqhvGv/lb9zjDi0zxx2QvyBceeonMa8ysur1kYrWUejWHQuBzhlFmHXwaDtT+95qNe9Bz5cVjbOmvcYl/N+NHHPA+9MIzVK7wuniOfcGBbw1G/ca1+zI+Zj/NqeDrURUYbuVI/jL6w8oETp+ZYYx3Hhb72toPR7qif68e4jjVqj9PY9fRwLifWwme11uFjHIZeIyZjPQukDR/HkYvxfIzxgdF6+o26WX2O2qwaw3DQhsbyZV/VR/m2jrVWM1ZcrluHtrSB51kSztGnNcOCs2pcHdMHDq3MYXzPtDEWRj5wYIjLHHGVM/6uFZv3Ge34scbh8Ket2lv7H5/0XzHwgGXcQRs49hWM+jG/1sk3HGNxKS7PAGKCp/fVb1a+cFZbtTFmT+kV+MDxWg2y1onTm3DEDUPOu1eJ+Vh/K4Yxa+RDV7lSe2Krhp35pclR4zDg5GO+mnF/qHetscPIt1jhpLFruMCQJ6/rW/wc+FY7xeX6sc7VLU3c89Se2mmftx4u1ljN2KqNtTwbi8dRvlefM23WuKwj53qFAxf6Olb9zuIyDouVbzXDWqN4XBOP9TI+jhWHj1zR2LNAGudjfjqH49y4c9rJlfqzBlxcvGZhHPmY71h9PCuZR5O0zqe1bhPe/4evo9jzwUW+XK9fmGI8PuEcMVynsZjsK+b5T22t9VXNHONaY4ejBnEppmrHusbNXzGsZx3jDN+eTcRlzHvrpE0xrTjmrxobs55nJfMZrHyaW1w3h6d/GofHx4FHvVTd0Li4jeOTbzjmr/rhov7qf+3PcMw76lNMzg7r2N801m/4q5v0yydOcXFunXzMFZPY5B4mHH4sDGtmtDHfuXHaqmNn+yoMfmlirdWOOPxwwUNcasf84jL3qE144mcwcBAPDHGoPfmC5TirG3PPtLGer53IE5w4hVP85mcrTuPiMkfMMJ3Tj8892qhRPdQ9+Lk+esRpTWuxagef9ME3/fi0T7xmMBz8WHxh6KP6BG3KE1/rFPtt0vv/HLXBV1xwzJcnXFa+a+2BWTHMt47DDzMZc6+DI1dw8IlLvnDO4hI7ffFJY+c1V8X2HAZO6s/BPI+2H24Xnv4RMy5ZXOLrOh/7HJfqjzb5FtNRn/IAw5g9rf/Boo9ntzTMZ43JNWvg4lh97E285Hvlf3Pa/OfSL3RLpKB9t/8LX/jCLeAKS3BMoiqguB8FJppm7WbGjv85g/klgCCwS8C6jiRoJMy4Ii3Z5jsIm8GKr2veW0sCNFrF9aUvfenmE+cw1sRItKNEGqONRgILl27Sq8+Ri7EzHDczXJzhwhe3c3ycWfFaMxOTRiImhWmehhIXfnwcxrIwcGLGaWyzONu0Dlz4mMtHXOHEJwzXja9fPPjc5z53w2jdfIrJ9bQJx7Uaibjoa6yzcTh8Mu/DKXZ86SpPNFaLrhW7ud6bGx/xFnPYYoKDi7rzvr/zxJeVK1iZddaYzMPDXpArf//e+IqBjyMTC5xigm9c/cUZjvHVx1p849P4GR9xtYbGz8w7xoQnnPTLh66rxta2p7K4xBdOWGvs6q7ascZnP/vZGwTO5h61CWONW03oN2IyD0brOcMprvi5br20EZe1esi0v/qPmvIxt7j4wzC2jrtOF31U7/r85z//QZ6MsbiE4RqsYoozbfBQP87itB+y4qp2zJOD+MA3Rx17cLG31WB5ap34eJ95jU8+4hYXjXHx0x24xNlacNb9iYfrfBoXEwx+HnpX/fg4rJV5XzzrWnDoIi57QUzFZW51Yz4rlrBch2FP+dBf38OpdYodltgyGKtW+IpHvr2my/rwbC0YxuJjfnsKnuvWUH9eO/o7qq1bnsJw3VzHqjEu6s9BE+scc1WewjKfX3G5Th85p7He5wGGTsx48YRhLpxVHz7lCgfzxZHG5parcJ3LJSzGB04PmT2s5gfzmCdrNA4jHzmPs5+24xef5zQ2Hhdz6SdX8RG72PgYd6z6rNrgwvClr4dnWGJyr6ku+KwY3j+Hg4/9YK5DHHwdzFpheR/OGncx2Z90Sxv+LP1gZeZbLxxxG1d71ZjnP3irT1z4M2M4pZ+11j7qeZTPmgPrOMIo3lU/OPoVPnQ2Vt9ZteHnYOHEyTV8e66F57V1jxj4dM28FYM/HLl2z+Pr/sCfH+PjOr/MuLiPscs3P/70zadY6L9yaTxca4mFLnqXfNPnqB98mCvWGpdxeqQxXL1rjQlP15kzLEc4rvGBIy6599q6x7j5rVxg8nGNPz40ts/F55lfTPHhs/Ixv3E+uDi6P8DS/6zBzzkfOJlr5vOJn2vuvzBo7Dct9EG9NJ84OzMYjuJ2TS7Fot/EsQ+l1iimMMLGJaNLvdg9z77s/2Pi33rwVn2MWTNrLX2ing6nNfkdMVyDX1zGHfioG9qoGVYuvD7ieA+jPPAp3+qY0dZRPK4Vj/kMRsftwtM/fOSKxvzE6YsI4nK4Zi1H5tpZb5MrdYwDXGulj/mwVxx+jcOGa54+4bp41h8uWH34ZsUEr+tqBxefQXq+WZ/5iyl/68FJP9f52JPrs/rxXlVcR5xj7HKudsTknvnpT3/6FqN16XLUxvW1jo3ThsY4GUvjdAhj1biYnFlxqRt5ZzRen5Vaa43Jejg5XOdDX3tcXPXR9IN7pvExLj542A+wWH3n9ubpn+JyjoP685rhQ1+62FPGut8Z5xeG9ZrXWLlKmzQWX/eT4gqH9pkxB5y00cfVjdjc71qLXz6wu+5s/jHn5tdH9S55yiccMeG1YtEgs04Y7e3jc9uKATesVRsx05nGXuvruKRNfIorDGc+dM+Hxt7DX3PS+Kqva9bh68inPqp30QZececDx+tyvsaDlzEay7W41I09Hg6fuPBl8QjLNT5iwoXJx1qD5orTwcJKA+d81A4cudYn0o5PGM2HtWJYtxr1G810w8PXB1Yc845YxcUvfBr3rERj12nDl3mfxl7jYr4jsw5966Pm03j1WTHMC6d1XIOTNnHXK8qD9cUeVjjtlzCqG/ky1tdO4hM2rKyx+BQ3DP7rms3ZPV/6N7qJ7wHIj6B7cHEz1Ay+8Y1v3JIhWH+qgJ9gvJeEr371q7eGrIj89JcPxs42uSRKwDe/+c1bMiXnhz/84a0RE4gwku0LJx50rEkwPwJvs2n6EkBcGB7urOMhFg9+DJYDjpsVLD4KE+f4mi+ZNg1evtPjJ9hLDgw3KmO+YCtGGP/2b/9248xPgo0pdo1bsTj+9V//9QMe/PCgIx84Clzs8LymDT5f+9rXbr50sKlphzujhweCb33rWzet8fvud797a9Zw6A/Hr275MNgXEo55wpkPPpqyG6F1xB8Ojd96660PeLtOf78eZl1raTh8xA5TA/EApW6ycmk989z8YcgrHZgcOsTumgar7vioG1zwpOHv/d7v3a7R+Hvf+94HuaJxscup99ZRf3C8xxPGH//xH9/WxQeGcWsyuovrj/7oj26vxfmDH/zglgN5KG41U32p29ayTnHJNd50hq+G33361SSvxSTf6ljs9PMrNTTG2ToOMcmlOvReTRincXlQ346vfOUrtxjcvOXcOrgxazl+//d//8bP9X/8x3+8NUhaqhW6ffnLX77VGE3k0je6xIQfzrji7L3rxuWdNjCtgfNf/MVf3Pjya7+oM2YPWw8XvowuasMhLmvRT93QUMxix4nBdeBiX8DDo74lB8bh60kw+MHhwzeN8bGOD8HWNS4XfNUfPuY79D/vaSsuPSx96NeesqcdfGDwwQVGdeO6mrDv6I0HTupPXM740EbceFlPHHT+sz/7s5uPOPUttUM/xkcu9S41bUx/hIMXbNf/4A/+4MZLb08bvSBtYL31tMflnQ++cq3eqy3XxWRPWNdaDrxphV/68aMdjB/96Ee33gNH7O0X/VSt0MTey+QUjr1gLVroS3Daw7jY4/KkJmDThnZ8xIWjQx91zSFPOPMTqz4LCw6tYfmVzWLDSVz0xVtvwVldOfjJnbjUebxcF7t9QxuGk9qDhbuY7OHvf//7H/hYQ22pMTHJAz7qCo7DOAz9gjbyTD96rzWKqzyov+5VMMMRvxzoKQwXucQLJo589FHczdWv4Tng0I/G6osOcueemH6uGVej9h5/eaBLPSBO7gvWExsfset/eDFYep9xdXGWJ2vRmEZMjtS5mseX0VjMzviqBfdoPLznRztcrOeaeL/97W/fNKa5fNNHnXY/c10enM3Blw9t1JAc+NNa1Sgf9aLu/vRP//TGzdr+5Atfh/f2MJ+vf/3rN/044ks/ccHmgwdd8BYL7fQcNSF//OwFNe6wt+UJBn98rWMv0Nj7eolaZnD0N7lUO96Lxzp6KRymfmko72KQz7TBh8GRrz/8wz+88VB3b7/99g0DjjjkqXuV+raG+wNtxIMjDDXqPU3Vhf6Hs7WtIy4+/HGmn7pS58x1tUlj6zK5Ujvq0Bqtw89BX2vgEy4O9RI+tOVDa9ysDd+9Sq7MM5+GYmMw1JdxfnxoY8/wVYt81Ln6U+vyKB490hoOZkwf5Uc/OGJXo3DUn1yrHTWBY3uGNnjAwsGzUvcT6+BMZ3NobC04uOEiD/LO+LgPvfX+PYY2dFE3aWR9161TbYiXH23WuNSEveXAQfzyZR0mLvXpwN0a7g/qio+66P5MZ3rgrP5wVqNirT/S0HUa6tcZLBzsB7UKH993n/qo+4Q6FZN4PNOqQ3yqY7zFha+6oJ/3cPVanODQ1Fw5x1dexA2Hjzl8aPznf/7nt9euud8Zx4kGNJZvh/1pPWvxEZe4aQNnrVHr1EfFDts4HNqIWz14Hl01pom45IsWNPQsTkfvrcNH7ciHa+JVo/UJ/OhnXB3DlyfawWH1a70Wf/bP//zPNzx1DsP+NR8X67pGH9qIX17k3H1B/5ITXMSuB8A1xyF2cVnXnjKOs7VgyJF882H2Ln2slZlLOwdsGPqtmreGfBqLs2vladVYDqzz1tPesr6j2OkjDvHItRjta/vOenytoy7Ul+dRuaW9eHC2pmtyUB81h/W5yv4Rg7rEhT78cbYv1Sqd4JhrXN7FRhu68DHmwFO/ljPv6YILX7G7Rr+3nmJWO/z1Ldr1bBxn4/YNs45ezEfsTK7wgEUvOXevwp3Bpp9D/PTARVww+Lkehv2ujt0frAOzmNSd53nv8aMfPNrAMZd+8iAnfPRa4+rdPD5yaU16y6PY6ScP6s/hvlrvUcNi1wPEUx7gWI/OMMTV10bwaV/aE+YZpzHf9CmPnkfFgifO4i4mfVS+aM1HDaovJiZGP37qWRzWwaV+rJ5w9ZxNG9bepA9+sBx/+Zd/eRu3vr0gp3DoZT/0Wdscc9UVXswcGPYvX+vqffSlXzg44CIPDuNil3dGY/hqT+xw5MB6vp6TjxyInTZ4lgM8OujSfYZ26Uen7lV6BQx1Ckc8arT9Yj3x4ENH+1V90hgn+ZJv+uujrf0P//APH7x2TRx8PBvTCQe5hGFd19Rde9xrcauZ9iYc5lmpvNLOuFyID4669EyGt73z7tN9lT7m43/Mk7nG4ciVcXtBjcqB2GHi3LOt13Ilh7iI3f61tz2LG3dYX57obD/QFc9qHR+xVqPig+Mek758em6xx5lY6tf1dbWFs3ue13zcW9UYLHGpZTVa/8dFzHQu5/z+5E/+5MbLa1zlAg5MGHSRK7Hhp371FLn0nvHBRx0y+nq+s0flRq+pH90cLvjnw2/XXwAGQjCCliCknQkg+Q7vicSHr2uKReKZ5ApSAhWrMeKbwxcWEV1ncDQA750ZH2tXPMYUnXPrOLtmMzNcHNZWzIyPOdaz0RWazQs7H3xds5b5DHfXGc5w+OAKw7owYDOx4cwnDHjGHTAc1jRPM1Ic/FtL7HwUMr2K0xyHscw4a8OJGW4YfM/ytMaNr3k4aNbW8N6BA+ODP43FBdc14/GhkxhslqyYeg/b5oBNQ5Y2XsPCHRc4NhWu1SCfNLbBaMuccYHVuLVtfo3JIVfpdZv09I/35shla4urGuVnbTHTRi7EuebFvOJZa2fVWExid03cXosRXvrhUc1Y13UxVX+ueZ/G+app62f407iHLX4wzGVwxWd9+tgPYrQ+nszZe/lWo/wdcOLrvXg0SNrIlTnywic/2Namf2uLG88sXeAw64uTTqy4rRm2s3HXGG50MA+O62LEqbXg4FPtwbCWeV4zmPIrHnVBR5jmseaksZynRXvVevjIDRwa84cBP4z0sk7am+soVtp0U4VlPo35xzltixMPsaaNOdaujsULF8fmrNrADfvoY65YxKQ20jj+1hZXH9TgmIMj4wfTPNrBoHd88sG5nu6anMHBE2Y4uFiThvLkEBOf8uJsnMF1MBhe0xO+WsYTF7jG0tDaMJtbXL23Jh9xyZMYvXeuLpzh10dxgONaPnDMwYHJGX1cY/y9Tr/6AH+6s+Li4/5iP+DiyAeOtfiIHY7DeBrDEp/1+YdDY++ZM63ksf4nlrX++NgLabzG6LVxZ7i44xEnfNLGGK1wtifkRl2Ly3rMa3jlxWtjjfOhX88C6WftVRvzjxrDXvOAD58esnFxlLvioo8+Yi2crWPM4T196ee9OjUfn9Xw5eOAk4Y4ZNY27gNY47C8ZvDFUFxxMB6Ocfj0VcfFSI/2Av44lxc49E0/axkTgz2FE8NP/pg5sNOmfMMpdzBg8lF7Htq9hoNzGGLEWf25hicMr1uLD21xcRYnTfnkx6c1uw6nOGHJv7k+ENFAjHzSD9/yjMeKk48YYZjrgySTE9hx4YOPPspcN9+1fPDCQa7UFx5wzWXFot/Ew3UYfBlM68Khr2eC4kpjc8uD/BWH+PKBBZe++NDYHDHyh2FN+cOR0ckYvmHysYZ5PqDxxcf11cf1Y1zWK1crDj540dg8OLjzd63aw8d4+lVHfHzIg6NmxFkfgGWt470KNhwYLI29tyfEp47NdS2N4ZvnvTMcr5mzcf7yTSd8y0lz+FRLfMO/gTz9s+ZEXDQzh85iY7BcF7t9xcQarvdemyceY45VG+uKIQz6MpzFxfjQgI97lVyoERzFdfSJCz/YDhgMl3qA97jAYeKxfj7qwfvqJAx+zZFvPMUJq9pS83LHYFQ/+MJjfL12WMsccTln/M0P19q0sV4mPpw9b+W7arPmCQ8Hgx2O2KxLYzh8YKy1ZVyM1khDvKyfpY3aKw90gGUs897aaawurGUNfg7z8NAnjLd+WpR7Y/zFUBytBbO+1xeOxWjtfLzGBw5zvZzH13sa17dcx08umLl8YNOH4UIvvJkzzubBwWe9V/GBYw4OeDvDKUY+zD40Rh9YcPFb/XDzXn74Vm/wmLitBcMe508HccSZzxoPHAdM2CsOrasdz8tr7cC0lpoIz3s+zHpe009Prxfzqb744HPs6WKHjxdO3tOHv68ricnhPR9mLdrDo4frnY17bRye+qvvwXbNuDVpDoOJ60yb6tgX1/nSxhkfBof23R/igmM+cmft1rL+UZv0w8Mhr9ZuDixa0lgf9eyGP5x8xJZP8eBoPI3x856mXsuVteGw+FsHh/iYL4Z0xsf63qt1GA4+xuCYYx28WFg41gfSxnpyZa7XOBozN4zmWxNGuNY1Zi5tGn9uf+IibgbHwcxr/Z5rxWh9caWNuNQBvtb1vhzAwcs8Yxl909x1WPjhkc7W5me+cUf1p9/gaR1c0s8c9Ve+4ui61wymNfUauTKGXxh8YLrmHG+4a1zixNnX7uB4ljQO7yq7DumJkUCI65CwCqLAJZxwx2RVeIIiQjdDQUuI7yqVJL5+4sEarOQSZfWxNnF9t1khWBc2DkxyYbURXYPlWj6Jbb2S5LsifBwVDL/G4eDhYHyM+66ND10aieZV8vnwtSbsDJ5rxeQMRxz0UVwaLaw1Lq/Flj4wKkzYXvsQBA8X/jSmV4Vlzlme0hiO+K2vGfiuDx3p1M2EDx7m1DBcg5123pvHz001E1Nc8DV/zTm/tPGaj81CYxucPvh3I8rfunyyVWN6OKytGWk2PsCpnT40mmctPuamsWsO8zP1LwY3VXXoWOPCv/2x1s6qsdfm8cNHrvBXB9Zj9KOPespgm5uPcfr4jlmcxUT3fLyuzuMDx8GKz3evPXTAEaPaKZ/ONe8wzFtxvMaVxvaDhyBz4LaW9eTvTOPW4gMHbxhMzDSWB+vSi1b0y1ynRWvRj7+6oY/X9iGf8ikHcPDM4FgvHOPWFlOH9/Az3FeNYVijdawJU79zY3UTku/y15qrxq4x57TxWsxi0kPtT/xgrXUBBz95XDHwgWGOPIhfH7WffBeWrq27atM1WLikDR/vmQc7+uAi3q7LI25izfAIw1j13zeicFF/eDJY/PqJG9fUUBrjx8d767ux0rleYYyPg370qY7xKL4w1AmNffEKDzoWV771oPYdTtbHk8HiQyPayIf8w+PH0oZPfODDSJ98cODjaC/A4Ec/mofhetr0mv7FFYZ9Vh3zh2W/srBcW/nIST1Gb4dB53Thv+4FWMZcd+6gBfOTImIUAyxr8aEfXNdYfFyHxbymp/m4OKsdc4yxszyZb9w6jAb08QXq1rE2TRk/47Rp3PU0y8d7dcLHfRwGfurNmq5bF0evHbCNFZP45Vddea0HqllYmTn0C6P1YZiTmcfXTzaKRZ3RBk/Gf+05rvHnGx/6VVvxFyOt+TIxwu75zrW45EM/sdNY72JiMi8zfqwdOGFYMx/7m8b8w+Zn/LjHXXcUk9d82rt9MRdWPjjZc3zyC4ceXjN1Kx5c7A25c26cNnxgdc28VWPj8gZDXHSs38RHjObAy+CtNWjc+vjoX7SVX7ox49ZZc+c6DAc8+nmtvuRKT7ffrWuMjwMu3rTxPsvHe7VmTDw0NmftXXQq3/zbDzDKOx81iLefcDMGgx54MnGKCceVizn5VCPm9oyiH/JxMPOth0dmrBx4bS25oQs//JtnDh9rHu9VMIzhZ5x2uMiJ51Ea08v6xb5qDNv1xryHJU80oa+a1svMK27r0Gat4bCcWfuQRn4ijD9ceLCZtVxfe6Br+OPE6ADDN9Zc5w9D3Iy/8RXDdVzD6DWN1bBnJf2S7g4Y8PivOHLhWvrDkRsYYdMXnwxW9VfO+TrMN+6QJ7HYD91P7Od8aASX7hk811s7PeTX5zNj1nY9o598rX3UGqt+xs3xjIMbPPlzZq4d8+R6ca2v1b9n/u5VsOO7xpQ2sI07h0MbfKsvOrgWDj+1bfyIY41w6Kk2fK4SS7UjfpY2/DI8aBEfPgyOz1XmqhE+8REj/BXHWLk037jc2OPqj/HvWan6s8fXmKo9/tb0nhZ9QRim9cWNs6O6WXFcjy8sGNUALDUIq2t84JSHsK0Dx3vrWkNs1TFtaGWc0c8eq2/fLj79E473NPDeZ6r0Od6r5A638mEefcslbbzGTe+jsVo0DzZLP79ZweJoDmzv+dpzakvdrF+DMcZHzMc+umLB5kNPnNwb6I372kfppidW5+XrWFvWpVHflKUNTYud3uKUjwwfMeVjLTh8jIlZfst32vLL8HGdLzMfHl3VhWeC6g+f1ac6XnVZsfDQY/DuPo4PM8ehlli64NFhHB/6wZArNbbeq/gUd9hhrRqbD9c1PdB51RiO/MFoPl4rhrxamy5+elmsYnSfkZ9ixxkO/7CKCSZ9HdZnapnG9IXPt7iOz/zmGWNem9cartFHHIyfY8Xourn4MuvpUzSiTfcq/I0xMaV968F2PT7G6aWH2uPw8ePD+NUr2g+u4+LI5NM8GrvH4ERP/K6yS/90CZIK3IdJmwJRwScM0ol2DGD18dDhIB4hFcQ6fg8GH4cPBHgQs0S39r04Ch0XTaDN9RKfdby43XxgtVHXZOcTt/W8YtkkCsGvMPgRf3zWZvgczoohbrFUnHSh89Fn5dDrMx8aK26bX0yrzxmfs3HaZDb/mU/j63n1E5ebmI1XIzryeSnnxn3hSpN1o/frMBrJcZ2VQ6+PPmoYHxxorA6PPs1dz6tPNx83eTj3arNiwBaX2il+NVNTa+3Get95xeJjn9NYPMWW770YPuTQVy37tSU3wOM6Ya7no48GSmNmTFxHn3V+fuu1NBaXuZrzisH33rjkCZ4Dl3vq77iWuunm4SZ0D8YxLnw9jKnjd99996avX9tac34W05ELHxrLkz5sX60Yz2lzhkMTuXJ2kzzjfLu4/HOGIya8ekiY8qFxD2TrDdzyZ9q4vvLhQ+O+kKuv31N/Zziu0VgfvrePnuH0gcsYPitf187iOvPRK9wj6qP33DvPcNQyjeRq0v/wdX9xv7MX7E3PFutaZzGJ9cxHz7Gf1PK6r+7BSL/1XrXTR91/5QsX+q58Wst5tWNMapjGDvme3sfF5M8b0FdMb7311kf0w+Go0crFuH2tZh7to0cc6+gTPRyXK2tkRy5dX7FogguN9Rt9Yh2/B4OPmGA50/e4r+7BkWsx+dNffrXThxFar3aGs/LlSxM5d/D34eToc4Zj7urHhzbO1d6kj6aL2HCBdVzH2kdbfYzRtqNnydXnLKZ1HIZ4HH/3d393+1DpueL4vHQPTtqU9517lX1FI7mm70Tj9pWeLJ7pHlczMNSvPMFZ7SVtjOPi8Ccb3Bt8cbJ755qPI9Y6Zk3j7uP00Pdgnfms/Hq9+sFRe/a4+8NEYxjmyxNznyqm1jzG0/UjFxieKWCkxBaT6AAAOQdJREFU8dGnuet59THfN73dN/Xi/uzk6n/GZ8XgywcWw0Xe76k//isWnPpovVjOsjMuz2HYU0ztTetYD7SvcBDPWjv3cLG+fuyb52qQNv4EyBoznzOsMx9Y9gTreen25v1/7sGhr9px1kfveRYAv/KxDozdPioWGtNGPKu+xXVPTLj4LO2L3fboX/3VX934HjmH2fk4bi11jJdebHz1Me8ePubTRg/Uj6d7XI7qxWpn3Qv3csHX4Zlfr7j3OfIsbn9SxD4w1p8ASctH+IjJPaIveN7TK458aCzv9qeYps/8MOR8eq8qbhrro2KRc3zj/FLNrOPudzDE44vE0/2pVzjS+NHawUn9XdFH5coe14ftBbGttsbf9bTrPYx6l7Hj8xa/e3D4+JMr4pIn37hyr7nKPvyxngsQJU1TVAjEOxaDJY5CnS2roAjPphjWcawfIo9r3cOFDw6K4NgYw7sXB4aEao7HJgLrHhwcFJMvDGok6RSXe3CKqQcfXI5rH9+v+L3Oh8YwznJ1L591k4XbOvdg5FPdlasj1vH9ukYY3XRg0eg45/j+iBEOPdLYnOO84/sznPZC88/mnF07YvGp/uJ35nO8dnwPh7bl23m1e7noE+0Feh/nHd+va/Saj/WrHe+P847vm7ueV41dP5tzdm3FaB5t7G8PinCP847vjxjeqxu1x/dsT92DwYcueoUvqrixHucd359x4SOOeo3XR7sXp/1Am7M5Z9fO1rKn2Jk2rt+LI0/dH45zju/hHo0PLh6+d3FgwxDTNC581vvBWQxn187iUjv0aa+f+RyvHd9bSyzignNc+/j+ON97Prj4KY/nPnTdiwMPhho+anwPxsrHa3Y27+zae94f/ssnbdPmOO/4/sPZ770y3rOEs+M45/j+iOE9H/2GxuqZ3mfzzq6teHRdYznzP7u2Yqx8ekCe9hw5Fpf5juPax/dHHnFJV3jHusnnbO56DQZtPbfpxXgd7V4+aWz+2Zyza2drwaHxmTbPYR9x6MHqXce1j++P83ufrjsam0tXGuvJ4jvaPXz4mEuXVesV614cewlGOq0YXt+DE4/de4waDAPm0V7iYrw8+QEbcbU3jnOP78/Wsh/47dSf+e3xqcYw1hwV08r5pXj48sGhvXAW1z04uPiivfO0F8eHxuyMSz43hzf8g3P9a0cb8VR31dG67D3a8IEhrmJa562vV+zja3HQmL7hHH3uweIjLnis+Fase3DMN5cuO9o0dwcnPeoVZ/zPrq0xp4XPH+z4Rcbbxad/XsIx7pDvPlM1dz2/hMNXXHL1XFz3YPBZMab5huPwuUqupjji6rNdmK6t5vpLxsdeqG7O/O/BEYdapjGdjnOO759bB4+1jx797sXh55nf+ajxSxjreF+Ybp+uY7gd3x/55uNexVd8Z3POrq1YxulaLGc4L2HE5QqN8RBT/e9s7bNra0zx8XVjXzi318M7+k3fX/oT3VMSr/NeFXhV4FWBVwVeFXhV4FWBVwVeFXhV4FWBVwVeFXhV4FWBVwVeFXhV4FWBVwVeFZgq8Bt//WTTycd5foTdrwn4nzb7TrTvGjxqfn3Cj/f7+0W+wu87Mo+an1TxHUC/ngQDj8l3CeDg41dMHL4zye75LsWRs19xp4+5jok2fqWDNv70g/m+o9J3d47rvek9DHzERifflXnUaOPwv9PCoS9Oj2oDQ6796ozDd/IexYi7X3OXpzSZaByPfq1tUjf42A/ioo282ROPml/lKFfwaDM1+fYrReLrJyImWOb7EwDZRGO/ygan/TCpP+vTVVyw+jMA8br3DAMfdePsu+xTEw+NnfsO+aNY8uzXtuxxXNTyZD+oO7XT32avJz/CR2+gj1/dYhMM89Y+ao/2kx6PxFW/oUu/cjXVRlxqpnvVpG/BwMOvZ3qN36SOi8u9arePqhv7wGGPT637XfpO9jhN8HB/0EPPfsLjHn72gxqmjXv5jsZyZU/0UxGP1F9c13tVPy3S2CNnPULvorEamNxn1LB+ox/DmWiDs/tMzwNeT+5V9dH+LudOH4XRvQoXsT1q6sb+3O2j6sW+6p430Ubd0tX/dSDX9tNkT8Fxj9JD6VMffVQb/ubbn/Ypfacaq0H/D4S9MOmjuOBBY3tCHU16F20c/uyDc8+j8B8x+RETLnLup7kmRld7Sq66b0401vfkXO3Y3+Ka9C0Y8tS9Sg981Oiqjj0P2Bf4THMuT/IuPvmexCQW+urJ1cxEY7nWK+Td/Ik2tNRz5IlO6miCQ197AR/aTD7/lle9T0xw5GqijTj0CrXcPWrSu2DYT/iw6b2KtupY7dCqvBfzPWc9hr49L+18rlJ/cMQl3xNtzKWP+1599J44jj5rH6XTVBv14tmYydN0b4qLzg7PA4/iqD2HfKud7neP4ohDTPjs9FH9BobeJdd4TPJdXPqoGp4+R8JRe/pOe3yijbg886u/ambSK8SiBulDlzSi/yN2RR9NY3Xs3tcen+jjs1m9gj4TbWjsPqOWdzTGA446FMvkHiMXciVPeiFuk34Mo/0t72n8SK7zVXtiguk+M9E4rOP58U8PR4TlfR903FwFrdFOzDybVuNX8FOrCeCC28RgmOuhDp8dgyGRYlNYE0tjm8XmncalmHChjdc7ZuPFhV4To03HZH5zxCNPOxrjYfPaeDv1p45pDA+fiakTc8vVBKM56es8zROs+Kib6R6naxrL2dTos8Y1waFFManjHYODj3zt7HGa2Ff0neaqmHwItCemOOJwY5WzaUzWrnft9lE5oi+8HT7qV1xwptrIkw+A+NB7x+Rb7Ux7uhhwkKddLuIqpukeL+c0pvVUY7HoxfrF7v5Ue92rprla+800JmvLU/eqqcZ0LVdeT03N0bgH6AmOvShX9KXRjokpnad7XExw7Ct5muaKrnLVfpjEJb8wPLfhM82VGNIYnx2Dg9NO/ysuMe3iVMc4TUyd0JXGOz1n1Xh6r6rW1DAM2kzrmMZyVd2E/ahGONRvvJ5YGrvn+cITvad81K9eIe9TDDG0x3c0pm/9ZqoNLnJFY5yme9w8GL6A6p63Y/S9QmOc5Osqjafa0EIN4iJfdJ5YeaKxOt4xHKoduBOjBxx5n/YJ68oPHPrs9FE4+s0UAxd7Gg8a6xfeT/Y5PdQwPl5PMPBZ+6j4pjj1Yudpvq0tFvtb7ezEpWbo7NgxdXPFfVwtd6+a8pEfcam/3V6RPjSemhru2XgHRzxpM8WhR/3mCm3kfYojBvPtT5x2TB+ms3xN99Vz61/6hW4bH9F3n/7zM5tuKp4gFURNYNKQzHHgs8OFcOIgvkRMuMAwTzGISWzTIjfXd96+//3v32LzfmJiwgWnKUZx0YU+03zTxvyOSTxxsdnSWLOcmHh819d/8oDT1KyPi/rTDCamTuRHc5Sraf1ZO32dd3C60eM1bUh08YGUxvSeGn2Kiz4TS+NwdrRRf/Itvqk26gaO3jXtE3SAoVe8/fbbt594msRlfXzgwJvysbb+oI49MEy4iMm8MOBNccRhT4pLPU/iioufylDD0/qD41jvVdO4xOSQq6lZWyz10Wkdw5EjGuM00VgMuOgTfvqARlPDR+31oDnVuD6x00etTRN8dvqo2q3feD01HGjcfx41wZHf7lU4TfW1tvnpPK0/tad21MwUA5dw7Ac5m1j3TM9t/SDIBIemNKaNOt7RGI54dvroeq/yemrm1nOmvUsc5tJYr5jipHH7yvuJzubIkz2+o7HalSd1PMXBxVxc6OL1xHBRN+55nt+8nmhjbfuJPvI+NWu3x8U0vcfQt34zrWNczE3jaT+mKW19jlbHO6ZHOGg01cb6OIlLTNNeam4aT7XBRRxqx/6c7nG1QmN17Kc1dwyH4ppqQ185ojGM6Z5a++j0XmV9+ug3YptykSfPfjR+5513tnDkmzY7NUybtY9Ock4LtUsbOZvmG45Y4Kidnbj8IJNvJPhBhWmuzLOffI6R+2lc5tElfSZ8zFn7KD4Tg0NXMamfHY31Yf1CPU9x8LGfaLOj8XqvmvZRXOTKntJ35GxitDDfPUYd75jf/P3xj39803ka13PrX/qFbov4cXO/sjD59YDnSL5e/6gCtKXzq8Yf1eXqd6/6Xq3oR/Ho+6rxRzW5+h19r/wVoKv5/b+OR9/ud6+1/PFlk7YdH98q/7uRX/X9ePNP39fntv97GtP71a5XgK7uea+1fL22Ib724pT4+M71h84f30r/e5Fp+9onPt781yte6/jj01kNd3x8q/zvRl7r+Opafu+/Cv6E6StIRdXD1A69/tbLjnDm4tLfJ5vyuSImXNKn1xM+xYST1ztGl77YM8Ux/wpbNZ7GZR6cXW3SeLeO15h2NNrNUWsXF15Tg5HOzlOLi/k7fNJ4tw6vwEmX3X4DJ6ypNmHUR6d5Mg8WfXfjCgPejtGkuHaxdng09wou5dl37HesOnbe0cbc4trls8vF+rjs9kHzd/XFZdXY+4nRFx8HvKnBSd8pThi7XMQAo5+cgTuxtJHzKYZ1r4gLRjjpPInJHPPps2twdrkU0ydB4/Qort4/ei6mK3SWp11t8MclHPwmZl57c4oxWfe5ObjE5zmfe66v2tzjf+az5npHmys0huHAybFj9GW7OGtcUz5h7PIJZ0cfGI4djHSAkc4wJxaPcCYY5hTTzr5KG/0Grx1b+ezgiOcqbeqjUz5iukIb61+BU76cdyyNw5tgNXc3LjjV8G5cuDh2bJdDa9tPuOzgrf1mZ3+uGu/gxGd3f8Jx7GiTzsfzXvaPaE/vfTjxI/E7HwQF6w+s+88LJv/xD1rEcviPZPyh/51CN7c/sr6TBH+A3nyxiXFi5uMDa2fDmEtfOJM/Qh93fPwHnfSZ8oGx8x+uxMVZvfgPK2g83XjmiQXWNE+4wNnVuL1A3/4DA9gTo/HuFw+sS1t8djQWVxo7T22tnWm+V4138i2G+hVeUz70kGu9CwasiV2hcXH85m/+5tZ+gCMudbMTExwY7jHwdrTR98S1g9OvgDlP73nFIN9i2+Ejph0u1Zn68+uDV9yraIzXdG+pF/uKLtM9JS46uzfgsqOxPlquy126PXLGY/deJT9ypa97PTVx0Hinp8MwvxqecjFPTHLEpnVjfn0UxjRX4eg5cjYxa+NQXNOY0ni9l0/4mCNXeOzshfam3rWLUx13D300rqs0ThsaT2vGPIe9wGgzzbm56o7GO3scjn5TL70RG/yj99kLek59cABzezYWz3RPWZPG8lT9TTXGAQ7buceYm8bTXImpnE8xboE8/VP9yflUG1j0ERdeU33EksZwpkafvjawUztXaUxbnNiONvofjXfyZP366FQb69PGnlpjm+QLzu4ex0e+4exqI56dPirPdA1jmm84YoFjj+7ERWPzdzDwuaKP4pA+zu2LR2uHrvVR8U0sjeHs1o77ndj6+smUj725Wzt0vaKPioc2ONFnYjDMZ9M8tW4c4EzrJqzj+defHlT2fvRrQfS3Y/wtHH8z6Mtf/vJNAEl51BSVw99pEXRCPoojNH83hoCOSVOCobhxwUnDnSbB3+fpA6m4FMmj5m/79DeQfvu3f/uDD6eP4vgiBhyaOCqyR3HSWDxyPdHYmv7OT9bDWe8fOatBscVlwkfNyDd9fuu3fuuDpvIID77qBR95xmOyF9SLeOQdTg3uUS7817+3Bmdax7g41EyxPcqnvwtFH43fvpoYfWAw8Uz0WTWGsVN/agaeQ9+a1J+6SWO6TPoEPXBRx3oyHF9wfDTn9rfD3+ASjxp+FAOX+mj6TPsonOoYH9pM+dhX6hAXeXoUR479jTN/u+13fud3brXnm34TE5e+s9NHYagbZ+ahfmprH53eq/BQy/72n32pXzyqMf64+Lt2as+xozEuaoY209qp/nDb6aP2gnyJSf1NeoX5NHbAmd7H4fg7jzDkW6941K7so3IOj7XPH+VzVR/VJxzw6EujRy0Mz8b9YMAEpz0Oz2u9a2ruDcw+mPQ/c2mCCyz3zUkNh1Mtq79J78LFoR/TxYe4XY3VIJyJyY86xkmfmPab4tIv4ExzJU/4qGEYdH7UYMiTv6WJy2c/+9kPeumjWHqx+0H9eHJvoHF9VP2F9ygX9Ss2Vg98FIO/XLk/0JbGk36MC22czfdsMbU+V+1obG1cHPVieI+aunEwcU20MdeepDEOxeX6IybXnmnxUTOf+cxnHpn+Ed/1XqVvTXogHmoHL3U80Rcp8x2wpn2UvmlsLzgmexOGOpYrnD7/+c+PcOxxdbze7yZ8ruijOIhFzu0FuZ7kCg5Tg/YBrElMMPwNanMdni0mOPhc0UflnM7powYnfGDs9lHaiKv7TPcH1x81/3+NXNvfesVkj+NSH+15YFI7MNQg2+2j9tXOvUq+8XGWZ3FNzecPOGJSx3hdZZd+oVtxCpp4EZ0ksuBqBpONciUGrE8KFzwUg0JXCPSd6nNFTFdrA28az1Vc1HE6pzHsif3/qDEdxLWTJzXc4aYxuXGUjzT2fodTODsYOFyBcwUGfeHoFfTduXFcweeTpA0uTFzTfJvr4dADmQcg+k6+sPIek2vqJqzd81X5xmNHY/O733Wvu6JXTHNePM7sCpwdDByuyBWMPvTT+VVjyn7UdurY3DSmrWMn77DYDsZHo5u/u5LLDlZzfQb5pGgcpyvyBGsXZ5eP+fqxb5673/VFuQmvXS5V7BU4YcCcxBIX57CmOOb7DEJnvfiT8NxWXNOY0mdXm6tw0jg+0y+6p0u8dvSJyw5GPGDt4lyBUR2r5ck3L9d4vN6NCcYVcV2BERfnnbj6oiec115BhY+aXLEdjd3vzPdc4Yu5O1hX1M4VMdHkk4TTN0HTeUdjsa123ZfMn1Argp2v6iNHfI1Rk9y90RMPRsca/L2vcenY+UJGX0CNy5WJvDeW/FZ98cBpaldovDbrnYeObqxqUUy/So3VsbjSd6LxlXth1dgNcarNqjGMKc603tZ5aewaHpMbfRrbE2y3/uA5phrXa5xx+VXrS5MrvnhQz7lKY3t8Wn/l3J5I40d15u8nMRxX2BV91N7M6DO1dY9P+2j7QFz2whRnGsPZvHpg94czn5euhcFvp1e0H6rjyf0BRrW8E9NLMd8zHg+c2I426g8e+1X30VVjOdrZV7eANv65UuPiqoc+2v+EEYZ81Ucn4a1x/ao1xr/+h9cVz/zt8V2N66MTjeVK76Jvx6M4+IvFb5PuGi7V3s6eEpd81SemGsNhuNBnYuql+3haTXCumrNqLKaJNrjQd1fj9hQ8XKY5p/Ea1xQHjytMXDixavBR3DDU4K+6j4oljWn7q9Y3Ls472tAWRnU83eNw1B9ddvYULj5XwZjWzaN19ib/9mdcJr1CTPS5SmPadLyJ+3Nj+OjHYimu53zfdN1vnV9hdEkbnCYalyd8qsEJt7Sphif7vHw7Mxp/Eu03/vrJriKmoPyagF/P9N27BHwUH46flINDwOkXzs39yU9+csOQgEkSYODjV6cd/pTF1Pxofj8JQZtJYWmMfl3+Bz/4we0LLNO4/BTif//3f98atsa0893Wn/70pzeNfCAQ06Obl8ZyjZNj+mcN5EWO/CoPXfCYaPw///M/N21+8YtfbH0hSw3LuZui5jTR2Fya4KQOd35VWb79tgW8fhJnUsv2OI3TtvMjWOaL6T//8z9vOPhMjK7iEhO9J/rA8KtWasd5+qvK+PtVNPrY5/1q26Nx2eP+jMUvf/nL25910SsmJtd6xbvvvnvrgdObNX38qrI8T7+bXR+Vc5wmfxohDfxqen9KZXqPgUWfn//857eaqV+0xr1nGPZ4NrnHNNe9itYe5mk96aPrn13a+QK8PNVHp/cqcdmT7g96n/vDozHBENOPfvSjG9ZuD5RvnPCZaIyPfK99dBITHPtA75JvNqkdvcYBSzzTL8rpe++8886tj+o/kx5YH1U7u32ULuLS13f6qD7h2UK/mfZRHNJYnib7qvv4d7/73dsekKdJvj2r4WNv2hfTni4O8+2FnpMmdWw/0qY/FzKJCRc88HHfFOPkmZ/Gavc73/nO7ZkLxmSPu1fZ37js3qvUnlx135zUYLXT82j9gm6PmLqRpzhMcGgjP3BorY+qm0ntiEfe1ZA9NcEQv+c2Pblnv+J7RBu51itopGYm2liPJuJi4png4KBuaOz1zmdOz5Aw1JBcTbQRi71JYxiMRo9aPRQfPKb3KvcZcdFaXJNeYS4MOsv9zp+HUX/0EVfPFY9qYy593DvV8URfa9ZH9a1pH6WvPelZSZ4m+uICx31cHdPanzmaGgx91F6Y9gkx0dn+FNNkb+IvTz63tp+muYLlcxWd5HwSl37cHhfbFAcXtSdf/YmPSa+wH9Ugfehbv4D/iMGQpzSZ5sqa6pg20z/rAkOfgKGGpp9j4NiX8rWjcc9J+Oz0UbmSJzXEJv0Yhv7pkLPuwTfAB//xGU/9icvzwPRZ8mzZS7/8LmhNQFH0QQlZyahgNd+EjZCxDuM1JDcQ5kNKzaQHreZ2br4zH0eN1jUbzmbJLx/n1RoPBx83RQWqwPzt8TOfFcNrPjUKa8DpQaqboZj4xIHP0Y44uCiqn/3sZ7/2qU996hbXuvFaa8VZMVyniw+ibhwK06arQfKF0XHEMX700SA1EThrvsNwXm2tB2P4iCn79Kc/fcu3dRife7ThI0dy1YNzfO7Bia880UZcfnJFLVd/cPA9s9UHF7mCQxc3VjjpZz6fozaNF7s9ZeOH44Fs1e8MA/bqU1w05s/EZQ1+7B6N+YkdHxp382lftc4xJvNWPjjIE337gILPUb97cPSKakeuV32K9YhTzOLns8ZkzN/gWn2ei+uoHz/9z96ikb71Uv3B6GgddUMfTf9zn/vcB3nix3A+xuT6UWM8aPMf//EfNx6wjj5HnLg4G7MWjfV0e6o/SWW9fOLtWnbUj8b1Udp88Ytf/CDuN+EYg9UazmoPJ/oaX+vP+uU9Lnw6XINRzsWl38BQf/zYcxpXozD4yLcaZvZ4+X4TTlyc17jkG68jzupzW+j9f444+PgCTdx9ESwfU+L8HMbqo/7UjpzTX1ywVp8Vx2vj5d1aYvHwQ2O5Kq7mGT/aimGMj5g89OoRcOSruO7VJj/PFO6/9fRynmZHPuI5xk0XeEy/qf68dx3W0da48lE7+Lg/MDirfkecFYO/cXscjnyJi8bVKJ8zjV1f44LTBwv60saH0jTmz6eYvWdHjO5V9qd6qY+u+sE44qxxpY147HGmjsX0Jm34hdMaax/9whe+8EE8/PI5coFzjIs2+HguMFbt8GVn2ri+4ohFHXtus6c8b8lX2sBgRz7FHGf51D/VoNfr/aH5xXYDfP+ftFl94FQf7YPW4Ren9yFO9aOx+tO75Pue/gdv1cY65YrOOKnDYhfPkQsMXDv4qD+5orG5vijSh7fiek6bFWfVWM66V72JT/NbBz+c5Yk+6/PW0Yfvaqs2+NIGDxqLSd2sPtbht5o1jnz1Cv1Gjlg4Xp9huL6uQxd+dHbP07cc9a3jeuZnKw6ucDzTyg8e7fE3aWOMHdexL2nTfdz40SceneMTF/qqPYZP97382ye9d1419l5M6o/GrQ+HX3FZ7yxXq498w3DoNV/60pc+kod7clVc6o+5L/QZL2753ByWf9a48tEr5KtvrPU8YLxjgbi9PN6H6lsGzT/eq87iShdnxkf94UJbudIr8jvDMK98h6Ef09e9Cs+vfe1rH/EpJufVzrRRN/LO5Kse2FycVourc+vYm3BwWj//8mHPxbVqzGe9V8GWr2Ps8YrTcbw+ak/Z22HwXzm/CceYPaP+PP/pgd/61rc+yNObcIzhBCMc+RabXmwsznG4R+PuweLSj/WecMT2nMarj5jqxekiB3wYPkcurjde3HwcuDj7Wk7r5FP85mfGOlqLNs1VO72+VxvYOOijPpPjwl7CWX28hkFj+1xc9oKeAyd7qY8W09pHXZv0UXwcYpLr3/3d3/0gJhoaS6P4xfU4DkOe8XD0zM8PRkc4zsbCM269npVo7Jrxo89zGK7Tb+2jeOijYeSzYniNS0dc64HGXYNz9HF9NevwYeKBoW/ZE/reWsf5HDFchxFn47A8U8DrMx6/q+zSL3Rr1r7z9u1vf/sWuC+KIO1h3A1JMD6wEkXCBChgm7MvBtq0fQHMa0llPqgQRhP2XQgbwXyHAtR0rGUd+G4YNq7vnngP86233rol01qSo+isUeJgSZSE26TWdviumxui+N5+++3bw6b14JhvU7eBYbhug8Nq44s73tb2QRKG2Pl4uPGdp4xWeNBQU4YrZj8dpyDcQLwWw1e+8pWbLx3EjKuYmQ3u8LAEw2Ee3rSxacWKQx9UvHZzEjse5tDIQ3Zf0OYDg85ybk2cfCNA/DDpBQNWGDam2HvogmHuGrsc0kbc1qcXrnGBRRsHLO/pJy5caCB+X4TAmY/8qB0fgqo9eD0oqR3vaStPOFmXP2waVyfWgeVgdBeXm7DNzvCgjbisQRPr4oR3a9EsPuaJmS+daYyH9WDJlTX9px41W3UtVkf88FF7YrJnxGEdsViXH5405sfau2Llw6yBu/VojKe9IGcOuOKxv8WkPqsDvtaxPgw3GRrBwZk+6gJGcX3961+/zTHPfoHnYGlcL3GtfVDtiMlBQ/WHo/1hjZqqeeLBycGHNtZTN9axvr2gRu2d6omvMcaPvvSDrc7liMa0jLf66z9hkc/qj8a0kAPrwGq/0Lic0bU8eU1XfHGRK2vjRFs9Uvyu6UlpLCfiM6aO+XrdHrcuLq7TTu0ZF7dcWY8vzrDscdrJGx8au5429LHn8OUjFj7yxI8Orpcn8atffuLChZkvjzSmJx99wBfu7QPxWwdfOnvvMJ7Bgk9Dh7Xlqj0uLlzMr7bESTu6tMfpQZ+vfvWrH6wjHn5+EttcPPRznGDyX/cnTjTCx3r1XXUjbrHRgEby1H2EdmKHlcbiWnuFcYf/NCX9rIeTuMUkV+JVQ4yfcevAoo2YaYNL64rHeD40FnvrwBavdcTlurkwqh314tpbT/dgMZhz7KP04tcXJeHYL/a52HETo3XsF/64qHXYMOOEK51pLN9ip3P7gL91jNPgLE+46G/GmbyIp9itxQcf61kfP2vEhQ9tHGpEPTnUDN7yLi66WUvfMZePOpYT7/UbeaqXGKevfIpNjHytb39m9ONrjNVHxU4//OQbFxrAab/gZE3rG8MVlvzpMZ4pYNgbtMWjPuo6HzHD8JoP3R3VMT7FzseYteKNM1/5Vof40ksOVo3lQa92DzYujneffpPFfsLLvoBB3+pGPMaKyTrG6qPe0wYfuactfs76AO75WDONxYGLe54ehjN95QoOTL7f/OY3b+tZExe4+Jifwah+zDUudjzg0l5/VKPWVJ98xM3ww9O42GHrpfjEwzwx87EfxOLQ28xn1mqvqHf7Dgd7uL4NJ41xLm5+/GE5cFCjuONW7aln68LgI9/OrtGueypc18WNk3XFrE+oMRqoQ36eKboPlUNn87P180f5VS/ygbf5atQeNw++tdQfsw5N+PHBU/3Rz+G1nmudegUfhxwwusBpLbmAj4O9YE06WR+X7lXei1kO+MKhPRz6wVDfakaN4SNG+Pavszk0sQatYZYn9yE5csCwhrW+973v3ebChOFQq0xcfLvPmKv2+MA2x1p81L7DesbFZm/geNRYrsUl7/U0fZQf/jDKkzzwkT8ax4XG9XV9jj5qhS7tmWp7/czkp83M5e+MMxx5EJ9r+rVcWE89woch53zhGjcWjnm0ERd/2hmHUU6tre/zoZ86MMY3k3Ox2zsMhrVozOwRGuBCP+uXp5WLXm0dnOhnTp9/9UHXzMeHBuoFn2q8uhGv2L2Hj0d5wkcdOfJxjX441UfpGhd4cPQI9QNPTA5riEv96BM44eN6B74wcBYHbayHgz5E47VG1ScNqwn8aGwN92lmrthxKRc4tj/l22Gd1XB1yDee1qCx1+oeH3m0f/GVA5z50UZM6oCf+1Axqhn7gC8s/PGicTrVj/BiMMQt7/SmrZjg0Lq9GAYcPmKnUb0CB3zli4+1He4P/PD44Q9/eOuP9OEjHuuI2T5geNBFjVnDgbM9igs96K8X0BCuQ+wMDwZDD4BnnrXkASf6iJXG9VHz1Kf14KWpc5/9vZYntUMbucZB33OmBd3bD3iIy/Xu42qw2qKj2KyJo2cXNZYPLGvFBZ7YxSYuupnr/sDHOmIyTp9yVx/FxUF/8/mqA/uFfj1LwqI//cSVD65iNg4HVz7W8l5cfJzpI1fFZdzcYx8VKy7ujXD5V8fO8gWfOcMUM+3klMF2rH3UWLlWO+bBl281qu5xhIWX+cc8rb3Eb4nVj9RDfQAWznzlq/uM9dS45xzX9M13n55H1Z4DF/rTWT5wUHf0g4eP+TTWuxiM8kRjPnLnUDveO9wT+RaXWOHUT+CLnYbwYImDP43lQ85d54M/bRxiT0t1xYe+uFvHWM9TOKtfecAxw0VdqWVryhU+8GDgSZ8r7dIvdCtahf/W04dZgROIqJIpaZKgsQm+ZBKPyARyFjTx+PFRPApDgQpeAr23yYnkMJdJkHWsLUEajnHF7JoEWI8fXGtIkmsVifneS7hkW8d6uIhHIRoXK76wFXnxwFG4zuI2x1oSKdn4W9d88eDkGn6wM/NsBGs5i8N8c61pbdyMw4h3eomfiZWvjcDwUlB0LqY0lDubGR85spYxc3C1lnVg8oEh9mKEJ3Z+6cdHXGFU5DCYTbDeGFzDDwYsJqajxjYKXWwK2PjwoY3XuIsFbz7iyKdc4e2mYHPha1yuree16/jjomHBsha+akPOGE3kU0MyzugnB2kMT+zWceanztVFfMyzFt4aqetyTqN8+NNFzTvws44DP0d7iUasmnCOnxhYD23iKQ+4MlwdxUVD68Npj4kdRzHVHOUbhlgcNLYX6AmjGhaTa/Dk7mtPP1XBxCAeuRQf46eOq3XX6Bdn7+mmdtLZXHmQU2NZNSpnfOo3cRYjznBY+06vwI3RGGb60cM65Uqc3tNb72LixY9Oas8YPxqpZeP4iMlrY/zxkgd8zbPv6UU3HMyXB3XuNY40hsXHmDXNwYUPPfng68BFvHztTT7mVscwrYtXfZQ/Hzj10VugT//QDzc+1bC4xGItNWKcjnz5yAMc46z6VTv4i8c8WtMGHnw4cgobDp+MnxxZx56qV5krHnGJkZ/+x89r16zXHqe9wweL1lEn8OwPHPh6cMAbjoO2aplGLK5qWdyw+MiNddW8WHGWg6M2rjG+sLwXl7XxpWFW3eNDU9jWkUPvHdWh2L2GI661j9JYLHzwzQcHZp76xAcXuOqi/cBHjLgaY+bKASzxMpqoPTUKiy8MMalX67QX+bmGD21hwTTHYb5xvKxh/foSHP64xvmYp7S3DgymXuxHsRWHOoFBG9esRWO84mMdh7hcE299FBf81SEctQ7HfGuJlw/99QgYfF1LG7zgisFcH0ozPjDwYnDkU6/wmn/3D3rB4WseP/HzUVviMkYbR/3GPOPicOCOH3+6yCtTU3BpJgam31Rb1qGtuPnCYOYwH2T4wD9qbJ/g6jmnXiHH5QEmw6e6UVdw+BdT2sgFs7aYxIcPjZ09D5jDxCMHuDNzcbEWvOKCQQvr0Vxe6CB+813Ds7VhVaNw+KRx2qgjY3BpiQM+aQajPOvbuFjfuPj1AnHUs9S6cWt1v8NRXXQP52ueeOCoCeNe09s4Lq5Zw3W8rAOL/nqm92IVE780lnsxWI/Bl0ucGFwY4taTxWdOa9GCPtatl/DlY63uVdWgMXjmWQsPfjDoRWM85YIfHtWfcQdOznJOP2vpN+KmCf54wuFDP2Pdq9LYHheTerY+HHWBkzW8hlcdm4cPfJy9x1MO1v2irvjBrE/AVKfyYIyPazjCEatvgHjtmnE1i3dfoORfj9IPmPjp031GLagrvGjUWsbFQnO5wsN9vLhpk67mqQdjnc2zDo340QBXOtOHbz7WYnDELNcO64uLJuJgNDZ3/eKBdVxzwJAjMdGYNq6pWQcfusAWc3XqvRpVT/gWGx5il3N88eDrGixrex7gZx1c1/0gZlzoLO9MjsQFzxw5ERff9lV5slZc6I+zuFwzhi8cr9WY2L2mM13F7Lpr8NWNWOjnvRhwETtejGbw1Zc4mRqQy/IAXzw4iU0c1hG7deGKwTzjeFuDPs5wre+gH14wjcGBYYzR2Hw6MjzEZa3MGH+1xWgiLvVcfZmDp75Dj3WPu26+Mw3VIf644OS1mKxJmzi7Ztx12sCgH4y+CIsPHdSdwxxna/X5jU9riY9Vx/Sjlzl8YOHgvdh65udnLh/705x0pp9xxgfn8k13GjtXq/Sjl8NaTK5xVqPGrW+e1657LY8OtUEza633Kji0a5/LA5zqy1prH8VJDPi6Lp/FROu1Rst3GHRW6w6Gp3VgMZxh4YozvWlCP7EYl1Ov1VV5zed4r8LVITY++FqT4QrXejQWt1jWPop3sfWZEw4fPIzjbw1c8a6O9QHxVsNi1tvqSzSWS/sPjrXVw5v6KAw5ly+41kq/arhz92nxWocfsxYdaUI/mGLCg67mVzvlwVq0g2OcHfNESzE51zPDUXfWoRHOxe06wxWf9QvduKwawzJfHsQgLvWFuzG64quXMDyNi4sP81osapSZxwdWccuBvVk/iS/9+MgT3uKstvjAVhd8aKN+reNszfYLjfi4bm21hzuD7RqfzLg81UfForZg0lSvweNKu/QL3chJjIcgf+9RUgnmyASuKAgruQKWSEIxczQuwhBOwgjOl9j8JITIrjkkkkDWkWjY5lsHPgxjBC0BfHCRbLgMFpHz0eDNsRYcfjDFaHMyfIvH2g5+Cp3hay0+zDg++JXMfNq4/NJMUZiDW3E54whHceAAg15e0yssvmHFzwbnB1OMrtOQn40HCwbOXvMTk7htyvjJU3FZx/tVY3jWwcUauNr8fHvPHx/XMu9tTMbP2FFjY+nHB08+uDrkViz5uMantXqPYzdXr+WarsbpiR985uxQf+JyMOvIhzmZ/Dpgxo+m3jPX6IWP9cKmr5wzfOWHX3xp4TDGqk8a09chlz50wGT8re3cNTFUo3zwci3OrlkTXmbuWhPtD7gMRvvbmJpx4OowH6Y1iqE9HrfW4yMXDiaPfNLPtXxa31x69oFLfsz3gGidjN7FTj84ePPBT4weDtOYPx841nDIeXUDV7w0hmeeuK3dumJ3vXyLwzX7Qe8KA2c4zFw50XvSBz8+cHCuL6m/NDYXX1xwVw/GxIWn90xd4eg6LjD6EGlt68DBwXt41nRd/AwvPupPzJkbotgYDq0lj/ysqdb1FIYXbBqvFoZx65vXOt67WeYjRnzqfXDoZU3rlAP8xcSXfvjLqff84cgBH2sw2lQzfPjiYq+qNzqmVzjmFXecrOcQD1MHfGAxc713WHO9tmqMwxq7eeWnGhVD+opdHqwTP9fEVC5h4hUX42LSi6vRVWP+zDWHfJrjunk0oa14cXM2zpzpy8/BrAHHWAcMWqg/Y/jBrA+45j3OXsfJ3qyPmqO2+ODAByZO1Y731ipPaswa9RL88Gz/es+snTbe09Y61rSOOJzlhHm9auwabmp0zYNY6GPMa3t21Q+O/BrHC998YWbVcHUMR8wwcWNwHDSOHy18sYPxM19crYULffgz+tEChzTmT48MhnVonB5i7oGXnxpN47BxqWfxse5R45ULffE0jy7iooNa58fEjysca/JzrNqIG99qRVxi4B83WHysBY9ZDwcHg2MOTnGgFW2Kyxic473K9fqAta2RxvjiL0/iYdYJJ42toUbLNw2KC0fXxVgdp195giNeOHoBfxhx9lr90oDVX8zBVT7FS7/ygW8a8klj4+EatzY+8he+ubjYm8VtDhxx0ct1r12vb9MGDxrjkj5w6hW405mfPKax3gYzfnQXN44Oa7Z/04YPf4Y77eo3+dRv0tjZfqCx9fDHRWz4eG0untbkxwd+zyf4iM+Y13Dox4/R2jreG+s1H8cxT9Zl1qCh4xvf+MZNJx/erSH/GX5ilzdjdPE8gM+6Fj/XHHJVDnCyBgzzO+S8dVxrndbFjyZwip1OcJyZeXjJeRjqU85dZzQ2thof68U57fMrBnG0hjjkzRzWe3y85ufw+RcewxMP4+WQf+vST/7W/eAaf1/IyOjHpxzEr73gPUzY+eCiXq3LvIfLh5kjHlrFx1wxh4OLHJnbHK/pp97KQ7rAzOA4xMfUTbF5z1duYOFlbePmdA+B214Qh3ExFSMcPq3f/sSfZvHxGk770zxrVqPei6W4jDFc2i+u8QkDNj76bDrghYu4jONsXRhhOvOxljPOxuXSnHCtbVx+4KR3OPilnzNTd/zq614bw4H+3ssHvvYfow2f+ig+Dj7lPRy+uKgJGnsuaz/wx5k+zeNbjRq3tnmu085rz7Tdq8RmDRjGHcx65tOGDz7W4mvMa9dXzrQ79kB4/OAwusBgaQgb/zRY68a8ctEeTxuxxBOmIx+88Enj4rLH5Yrlo4YynLrH4GQt63jtEIt7WRrLhXX54G8d/NV566Qfjb3mA8vcvnneWtZ3iBmuGDJaWAeGuebgToP0NWZ9+WH4G3M25rW4rdG+guPwmf2on/XsFeP2D07Wdq3ag8uOeaoe5MD9jp+95T3DHR/XYVkLPus50ms+1jSeiVHcchF/cak/67omB3KSFQMt+DL7o9qwjgPG2qPX55K44IsDw7lawoeJqb0nTtrg6zoMZlwerIUnft1zbg5P/xhrT3UNxvq51Nq0gSF/esQad/N2zr/+RPrDO80O0mGuYDKkSwYxjkuu48Y6mu9M6OwMA35H88/WgcHvXh/+1lutdcJ507h51jrzMSb2eJ75tNZzOGHwy6fYvO/6Wjhrbm6T3vdbfXCJ1+rzEp8w+MXjiMMnXmfrWM94WOafacMvH6+PcbXGSz788n2Oz1p/x3WszVafM5zWedNaR5+z2Ff97tH4OR9rpc3ZOvHMR4zH2Fe+96wD40wb14/6uQZztTX253DyeY5P8eAOg71pnedwjvrlt/JdfVx/k37GYcTJe7Zq7H3rOK921O84zvfo49rql3Zdby3vs1W/xlcMfkcf194U13M46fem8fSJw5vWwYPf0cf1NXbj4RnL0i+M+Bl3TX75uN4111es+OZzttZRvyMG7BUn/DWudTwu6/gR42qfM87pZ63jXohPsb/Jp9j4nOnXuHM80sgc1jov+RhnL63DxxpnGhtrPa8nseOxYpzxgf2SxnzgPBLX2VrrOsV8pnHrPJeHNa4z/fB9yac1xBWHOJnPjhjxeW/0w3+PcYX3occ1GpdLvOJyXOten+J/Duel2I13xOFMv3xowe8lH+PhPadfGKvfkW8+K8Zaw+Z2HH28h9f4uk5jxdXYcb3Gw3lpHO6uDwx8jjiuvxQ7ntUO/2O/WeMx/pw2615YMVxf56zrnXFe+YqHz2pnfI5x82GPxnWG03pnXOP1XOyNrzG7dk9cZz7FA2/VtHWcX9Lv6HMWVzE7s+d8wro5Pf2z5t21Ne7n+K4+5hwxXGP3aBxv/mf6Ne5crvFabV3nOZ9V43viOtPPmsUeh9aLz8r3nnXMO4vb9XviOvrEy3x2T9yP1uhzcb201lEb/F7S7yUf4/gccVxf+byk8RnGyrd1it37bF2ncefVjhobO3Je1zvDWcfN5/MSxkvr3IOTT5y8x4UVl9dnfYDf6nOWh4l+Kxdrs9ax5kvrNA7HF8azYlg55ZtP53XvNa+xe3MVZ/POMFx/k4/xezS+h88aj5gZfVa7R5eVj/lhrddXzN3XH2ZvF+kwX7AJgHy2vnbt+P65a80/Gw+j85lP8x/x4SuGdc4Z9j3jb/K5dx1rr7qecTleO647wTCHnWG96drZ2HtIH/77nM/x+kvvz/gd5/B5ST9zHNXuvbj8Vjuu3fv/084drtiNw2AAff+3Lmr7MUJVEs9lCvlxLuzaliXZ92R2FkJpxsrt89SexGbOXKdXH7ecHqt5X1ftXG+xnpN5jU9+M6ffdTsn+znjLie5dznpk7HXbPMtr8cyr/Hpu/f+qbuLfZJTNfMu/Yyaz75zveWkR8/t8+z32tr/5Pfo7NF7Z169c/7pOVX7ye+BnJmxn51Y9c19EtvWPdbnqakx8Yx9L/vZq3EaZ6/Xzdi23mK9R87usVlzkjNr5rp6XD2nntvnudOMzfWWd5Wz5X4ntvWdsbmu/lffvZ9ddf33TfYybn1rr8f7vO/1eJ+ndx+f9pO75c3YXPc7ZT5z+rrm87+F1M17JHfG+3rmZC/jfE6Jzzsl3sefyrnqmfh2Tv9eNU9O4llvPRKb332rSb/UbDnZq3HuV+zpnKu6Ht/6Zj97NT797KSmxnxSX+uTHic56f3d797v8mmPfI/U363nebWesbs+W+8ttvWcsbmuPnd+lb/VzNjT+u6+vbbPqyafxDMmnrHH+zz72zjztvUWm73ucrJXY///UOLpNdeJ9/HqOfXaPk9tj/V59ud4klM1W96MzXWvq72n3yVbfe9R8/pUXvr9ifx7v6teyU+fu/WWk/zev8+3/bs+yd9yet+an/g95eS8q5+v7Nd5OTOxOT71qPz+Hbb1VazHc4+nXk/7vWfN61M1qavxp/zS+/chf8/JPGPOvVpX/JOcrd/sM3Pm/tX6Kp5+NVZO/VOW+TzVzf2qe/r5mjVzfdKjcra601jV12fL/7Pz9e+rnBnPOuNXh5+Z/bc/0f0z19OFAAECBAgQIECAAAECBAgQIECAAAECBAjcC3z9BTD3eXYJECBAgAABAgQIECBAgAABAgQIECBAgMArBbzofuVjcSkCBAgQIECAAAECBAgQIECAAAECBAgQOBXwovtUSh4BAgQIECBAgAABAgQIECBAgAABAgQIvFLAi+5XPhaXIkCAAAECBAgQIECAAAECBAgQIECAAIFTAS+6T6XkESBAgAABAgQIECBAgAABAgQIECBAgMArBbzofuVjcSkCBAgQIECAAAECBAgQIECAAAECBAgQOBXwovtUSh4BAgQIECBAgAABAgQIECBAgAABAgQIvFLAi+5XPhaXIkCAAAECBAgQIECAAAECBAgQIECAAIFTAS+6T6XkESBAgAABAgQIECBAgAABAgQIECBAgMArBbzofuVjcSkCBAgQIECAAAECBAgQIECAAAECBAgQOBXwovtUSh4BAgQIECBAgAABAgQIECBAgAABAgQIvFLAi+5XPhaXIkCAAAECBAgQIECAAAECBAgQIECAAIFTAS+6T6XkESBAgAABAgQIECBAgAABAgQIECBAgMArBbzofuVjcSkCBAgQIECAAAECBAgQIECAAAECBAgQOBXwovtUSh4BAgQIECBAgAABAgQIECBAgAABAgQIvFLAi+5XPhaXIkCAAAECBAgQIECAAAECBAgQIECAAIFTAS+6T6XkESBAgAABAgQIECBAgAABAgQIECBAgMArBX4BGSXTccrl9CwAAAAASUVORK5CYII=" alt></p>
<p><em><strong>or</strong></em></p>
<p><em>v</em>=-25cm;<br><em>u</em>=+7.5cm;<br>\(f = {\left[ {\frac{1}{u} + \frac{1}{v}} \right]^{ - 1}}\left( { = 10.7{\rm{cm}}} \right)\);</p>
<p>(iii) counting small squares, size of final image=33.3 and size of object=10;<br>\(m = \frac{{33.3}}{{10}} = 3.3\);</p>
<p><em><strong>or</strong></em></p>
<p>\({m_1} = 1\) and \({M_2} = \left( {\frac{{25}}{{7.5}} = } \right)3.3\);<br>\(M = \left( {{m_1} \times {M_2} = } \right)3.3\);</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">This question was relatively well answered. In (a), the majority of candidates proved that they are able to use standard rays to find the position of the image, although too many candidates were not able to outline clearly enough whether the image is real. </span></p>
</div>
</div>
</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">There were many correct answers to (b)(i), despite the general tendency for a lack of clarity in the answers to </span><span style="font-size: 10.000000pt; font-family: 'Arial';">“define” </span><span style="font-size: 10.000000pt; font-family: 'Arial';">questions. (b)(ii) and (iii) were well answered by the more able candidates. Generally the answers lacked clarity, explanation of formulas used and clarity of layout of working. More alternative solutions were accepted if clearly explained. Only a few construction based solutions was found, although this is by far the more understandable approach to the problem. </span></p>
</div>
</div>
</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br>